0.10/0.11	% Problem  : theBenchmark.p : TPTP v0.0.0. Released v0.0.0.
0.10/0.12	% Command  : /export/starexec/sandbox/solver/bin/do_cvc5 /export/starexec/sandbox/benchmark/theBenchmark.p 120 THM
0.12/0.33	% Computer : n029.cluster.edu
0.12/0.33	% Model    : x86_64 x86_64
0.12/0.33	% CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
0.12/0.33	% Memory   : 8042.1875MB
0.12/0.33	% OS       : Linux 3.10.0-693.el7.x86_64
0.12/0.33	% CPULimit : 960
0.12/0.33	% WCLimit  : 120
0.12/0.33	% DateTime : Fri Sep  5 12:29:07 EDT 2025
0.12/0.33	% CPUTime  : 
0.19/0.47	%----Proving TF0_ARI
1.05/1.25	--- Run --finite-model-find --decision=internal at 18...
1.05/1.25	% SZS status Theorem
1.05/1.25	% SZS output start Proof
1.05/1.25	(
1.05/1.25	(declare-const tptp.a Int)
1.05/1.25	(declare-const tptp.b Int)
1.05/1.25	(declare-const tptp.c Int)
1.05/1.25	(declare-const tptp.d Int)
1.05/1.25	(define @t1 () (- tptp.c tptp.d))
1.05/1.25	(define @t2 () (- tptp.a tptp.b))
1.05/1.25	(define @t3 () (* @t2 @t1))
1.05/1.25	(define @t4 () (<= 0 @t3))
1.05/1.25	(define @t5 () (not @t4))
1.05/1.25	(define @t6 () (<= tptp.d tptp.c))
1.05/1.25	(define @t7 () (<= tptp.b tptp.a))
1.05/1.25	(define @t8 () (* tptp.b tptp.d))
1.05/1.25	(define @t9 () (* tptp.b tptp.c))
1.05/1.25	(define @t10 () (* -1 @t9))
1.05/1.25	(define @t11 () (* tptp.a tptp.d))
1.05/1.25	(define @t12 () (* -1 @t11))
1.05/1.25	(define @t13 () (* tptp.a tptp.c))
1.05/1.25	(define @t14 () (+ @t13 @t12 @t10 @t8))
1.05/1.25	(define @t15 () (* -1 tptp.d))
1.05/1.25	(define @t16 () (+ tptp.c @t15))
1.05/1.25	(define @t17 () (* -1 tptp.b))
1.05/1.25	(define @t18 () (+ tptp.a @t17))
1.05/1.25	(define @t19 () (>= @t14 0))
1.05/1.25	(define @t20 () (+ @t13 @t12))
1.05/1.25	(define @t21 () (* tptp.a @t16))
1.05/1.25	(define @t22 () (+ @t21 @t10 @t8))
1.05/1.25	(define @t23 () (>= @t22 0))
1.05/1.25	(define @t24 () (not @t23))
1.05/1.25	(define @t25 () (@purify @t16))
1.05/1.25	(define @t26 () (* tptp.a @t25))
1.05/1.25	(define @t27 () (+ @t26 @t10 @t8))
1.05/1.25	(define @t28 () (>= @t27 0))
1.05/1.25	(define @t29 () (not @t28))
1.05/1.25	(define @t30 () (not @t19))
1.05/1.25	(define @t31 () (not @t30))
1.05/1.25	(define @t32 () (@list true))
1.05/1.25	(define @t33 () (@list @t19))
1.05/1.25	(define @t34 () (* -1 tptp.c))
1.05/1.25	(define @t35 () (+ @t34 tptp.d))
1.05/1.25	(define @t36 () (@purify @t35))
1.05/1.25	(define @t37 () (* -1 @t36))
1.05/1.25	(define @t38 () (+ tptp.d @t37))
1.05/1.25	(define @t39 () (* 1 (- tptp.c @t38)))
1.05/1.25	(define @t40 () (= tptp.c @t38))
1.05/1.25	(define @t41 () (* -1 tptp.a))
1.05/1.25	(define @t42 () (+ @t41 tptp.b))
1.05/1.25	(define @t43 () (@purify @t42))
1.05/1.25	(define @t44 () (* -1 @t43))
1.05/1.25	(define @t45 () (+ tptp.b @t44))
1.05/1.25	(define @t46 () (- tptp.a @t45))
1.05/1.25	(define @t47 () (* 1 @t46))
1.05/1.25	(define @t48 () (= tptp.a @t45))
1.05/1.25	(define @t49 () (>= @t43 0))
1.05/1.25	(define @t50 () (>= @t18 1))
1.05/1.25	(define @t51 () (not @t48))
1.05/1.25	(define @t52 () (not @t49))
1.05/1.25	(define @t53 () (not @t52))
1.05/1.25	(define @t54 () (not @t50))
1.05/1.25	(define @t55 () (not @t54))
1.05/1.25	(define @t56 () (not true))
1.05/1.25	(define @t57 () (>= 0 0))
1.05/1.25	(define @t58 () (+ 0 0 0))
1.05/1.25	(define @t59 () (* -1 0))
1.05/1.25	(define @t60 () (+ 0 @t59 0))
1.05/1.25	(define @t61 () (* 0 tptp.a))
1.05/1.25	(define @t62 () (= @t61 0))
1.05/1.25	(define @t63 () (* 0 tptp.b))
1.05/1.25	(define @t64 () (= @t63 0))
1.05/1.25	(define @t65 () (* 0 @t43))
1.05/1.25	(define @t66 () (= @t65 0))
1.05/1.25	(define @t67 () (+ @t65 @t63 @t61))
1.05/1.25	(define @t68 () (+ tptp.a @t17 @t43))
1.05/1.25	(define @t69 () (* -1 @t68))
1.05/1.25	(define @t70 () (+ @t43 @t69 @t18))
1.05/1.25	(define @t71 () (>= @t70 @t60))
1.05/1.25	(define @t72 () (= @t68 0))
1.05/1.25	(define @t73 () (= (* 1 (- @t68 0)) @t47))
1.05/1.25	(define @t74 () (= @t72 @t48))
1.05/1.25	(define @t75 () (< -1 0))
1.05/1.25	(define @t76 () (* 1 (- @t18 0)))
1.05/1.25	(define @t77 () (* 1 @t2))
1.05/1.25	(define @t78 () (>= @t18 0))
1.05/1.25	(define @t79 () (>= tptp.a tptp.b))
1.05/1.25	(define @t80 () (= tptp.a tptp.b))
1.05/1.25	(define @t81 () (not @t78))
1.05/1.25	(define @t82 () (= @t76 @t77))
1.05/1.25	(define @t83 () (= (= @t18 0) @t80))
1.05/1.25	(define @t84 () (and @t78 @t54))
1.05/1.25	(define @t85 () (= @t43 0))
1.05/1.25	(define @t86 () (not @t85))
1.05/1.25	(define @t87 () (not @t86))
1.05/1.25	(define @t88 () (>= @t43 1))
1.05/1.25	(define @t89 () (<= 0 -1))
1.05/1.25	(define @t90 () (+ -1 0 0))
1.05/1.25	(define @t91 () (* -1 1))
1.05/1.25	(define @t92 () (+ @t91 @t59 0))
1.05/1.25	(define @t93 () (= (+ @t44 @t43 0 0) 0))
1.05/1.25	(define @t94 () (+ @t44 @t43 @t63 @t61))
1.05/1.25	(define @t95 () (* -1 @t18))
1.05/1.25	(define @t96 () (+ @t44 @t95 @t68))
1.05/1.25	(define @t97 () (and @t48 @t78 @t49 @t86))
1.05/1.25	(define @t98 () (= tptp.a @t17))
1.05/1.25	(define @t99 () (or @t80 @t98))
1.05/1.25	(define @t100 () (= 0 0))
1.05/1.25	(define @t101 () (= (* tptp.d 0) 0))
1.05/1.25	(define @t102 () (* tptp.d @t43))
1.05/1.25	(define @t103 () (= @t102 0))
1.05/1.25	(define @t104 () (* 1 (- @t13 @t10)))
1.05/1.25	(define @t105 () (* -1 @t13))
1.05/1.25	(define @t106 () (= @t13 @t10))
1.05/1.25	(define @t107 () (- @t13))
1.05/1.25	(define @t108 () (= @t9 @t107))
1.05/1.25	(define @t109 () (- @t13 @t9))
1.05/1.25	(define @t110 () (= @t13 @t9))
1.05/1.25	(define @t111 () (= @t9 @t13))
1.05/1.25	(define @t112 () (or @t111 @t108))
1.05/1.25	(define @t113 () (* 1 (- tptp.a @t17)))
1.05/1.25	(define @t114 () (* 1 (- tptp.b @t41)))
1.05/1.25	(define @t115 () (- tptp.a))
1.05/1.25	(define @t116 () (= tptp.b @t115))
1.05/1.25	(define @t117 () (= tptp.b tptp.a))
1.05/1.25	(define @t118 () (or @t117 @t116))
1.05/1.25	(define @t119 () (or @t110 @t106))
1.05/1.25	(define @t120 () (+ @t43 @t102))
1.05/1.25	(define @t121 () (>= @t120 0))
1.05/1.25	(define @t122 () (not @t103))
1.05/1.25	(define @t123 () (not @t121))
1.05/1.25	(define @t124 () (+ 0 0 0 0))
1.05/1.25	(define @t125 () (+ 0 @t59 0 @t59))
1.05/1.25	(define @t126 () (* -1 @t102))
1.05/1.25	(define @t127 () (+ @t126 @t102 @t65 @t63 @t61))
1.05/1.25	(define @t128 () (+ @t120 @t126 @t18 @t69))
1.05/1.25	(define @t129 () (>= @t128 @t125))
1.05/1.25	(define @t130 () (+ @t12 @t8))
1.05/1.25	(define @t131 () (* tptp.d @t42))
1.05/1.25	(define @t132 () (+ @t13 @t10 @t131))
1.05/1.25	(define @t133 () (>= @t132 0))
1.05/1.25	(define @t134 () (not @t133))
1.05/1.25	(define @t135 () (+ @t13 @t10 @t102))
1.05/1.25	(define @t136 () (>= @t135 0))
1.05/1.25	(define @t137 () (not @t136))
1.05/1.25	(define @t138 () (not @t110))
1.05/1.25	(define @t139 () (not @t137))
1.05/1.25	(define @t140 () (+ @t59 @t59 @t59 -1 0))
1.05/1.25	(define @t141 () (+ 0 0 0 0 0 0))
1.05/1.25	(define @t142 () (* 0 @t13))
1.05/1.25	(define @t143 () (= @t142 0))
1.05/1.25	(define @t144 () (* 0 @t9))
1.05/1.25	(define @t145 () (= @t144 0))
1.05/1.25	(define @t146 () (* 0 @t102))
1.05/1.25	(define @t147 () (= @t146 0))
1.05/1.25	(define @t148 () (+ @t146 @t65 @t144 @t142 @t63 @t61))
1.05/1.25	(define @t149 () (+ @t13 @t10))
1.05/1.25	(define @t150 () (* -1 @t149))
1.05/1.25	(define @t151 () (+ (* -1 @t120) @t150 @t95 @t135 @t68))
1.05/1.25	(define @t152 () (= @t149 0))
1.05/1.25	(define @t153 () (= (* 1 (- @t149 0)) (* 1 @t109)))
1.05/1.26	(define @t154 () (= @t152 @t110))
1.05/1.26	(define @t155 () (>= @t102 -1))
1.05/1.26	(define @t156 () (< @t102 -1))
1.05/1.26	(define @t157 () (>= 0 -1))
1.05/1.26	(define @t158 () (+ -1 0))
1.05/1.26	(define @t159 () (+ -1 @t59))
1.05/1.26	(define @t160 () (+ @t102 @t126))
1.05/1.26	(define @t161 () (= @t160 0))
1.05/1.26	(define @t162 () (>= @t160 @t159))
1.05/1.26	(define @t163 () (+ @t13 @t9))
1.05/1.26	(define @t164 () (>= @t163 1))
1.05/1.26	(define @t165 () (+ @t91 0))
1.05/1.26	(define @t166 () (+ 0 0))
1.05/1.26	(define @t167 () (+ @t144 @t142))
1.05/1.26	(define @t168 () (* -1 @t163))
1.05/1.26	(define @t169 () (+ @t168 @t163))
1.05/1.26	(define @t170 () (= (* 1 (- @t163 0)) @t104))
1.05/1.26	(define @t171 () (= @t163 0))
1.05/1.26	(define @t172 () (= @t171 @t106))
1.05/1.26	(define @t173 () (not @t164))
1.05/1.26	(define @t174 () (not @t155))
1.05/1.26	(define @t175 () (>= @t13 1))
1.05/1.26	(define @t176 () (not @t175))
1.05/1.26	(define @t177 () (< @t135 0))
1.05/1.26	(define @t178 () (* -1 -1))
1.05/1.26	(define @t179 () (* -2 1))
1.05/1.26	(define @t180 () (+ 0 1 @t179 @t178))
1.05/1.26	(define @t181 () (* 2 @t13))
1.05/1.26	(define @t182 () (* -2 @t13))
1.05/1.26	(define @t183 () (+ @t182 @t126 @t102 @t10 @t9 @t181))
1.05/1.26	(define @t184 () (+ @t135 @t163 @t182 @t126))
1.05/1.26	(define @t185 () (>= @t184 @t180))
1.05/1.26	(define @t186 () (< -2 0))
1.05/1.26	(define @t187 () (and @t155 @t175 @t173 @t137))
1.05/1.26	(define @t188 () (+ 0 1))
1.05/1.26	(define @t189 () (>= @t13 @t188))
1.05/1.26	(define @t190 () (>= tptp.c 1))
1.05/1.26	(define @t191 () (>= tptp.c @t188))
1.05/1.26	(define @t192 () (<= tptp.c 0))
1.05/1.26	(define @t193 () (not @t192))
1.05/1.26	(define @t194 () (>= tptp.a 1))
1.05/1.26	(define @t195 () (>= tptp.a @t188))
1.05/1.26	(define @t196 () (<= tptp.a 0))
1.05/1.26	(define @t197 () (not @t196))
1.05/1.26	(define @t198 () (> tptp.c 0))
1.05/1.26	(define @t199 () (> tptp.a 0))
1.05/1.26	(define @t200 () (and @t199 @t198))
1.05/1.26	(define @t201 () (> @t13 0))
1.05/1.26	(define @t202 () (and @t194 @t190))
1.05/1.26	(define @t203 () (>= @t13 0))
1.05/1.26	(define @t204 () (not @t203))
1.05/1.26	(define @t205 () (not @t106))
1.05/1.26	(define @t206 () (<= 0/1 -1/2))
1.05/1.26	(define @t207 () (* 1/2 -1))
1.05/1.26	(define @t208 () (* 1/2 0))
1.05/1.26	(define @t209 () (* -1/2 0))
1.05/1.26	(define @t210 () (+ @t59 @t209 @t208 @t207))
1.05/1.26	(define @t211 () (* 1/2 @t102))
1.05/1.26	(define @t212 () (* -1/2 @t9))
1.05/1.26	(define @t213 () (* 1/2 @t13))
1.05/1.26	(define @t214 () (+ @t213 @t212 @t211))
1.05/1.26	(define @t215 () (* 1/2 @t9))
1.05/1.26	(define @t216 () (+ @t213 @t215))
1.05/1.26	(define @t217 () (* -1/2 @t102))
1.05/1.26	(define @t218 () (* 1/2 @t135))
1.05/1.26	(define @t219 () (* 1/2 @t163))
1.05/1.26	(define @t220 () (= @t219 @t216))
1.05/1.26	(define @t221 () (+ @t105 @t217 @t219 @t218))
1.05/1.26	(define @t222 () (> 1/2 0/1))
1.05/1.26	(define @t223 () (< -1/2 0/1))
1.05/1.26	(define @t224 () (= @t13 0))
1.05/1.26	(define @t225 () (not @t224))
1.05/1.26	(define @t226 () (not @t204))
1.05/1.26	(define @t227 () (+ 0 -1))
1.05/1.26	(define @t228 () (+ @t59 -1))
1.05/1.26	(define @t229 () (+ @t105 @t13))
1.05/1.26	(define @t230 () (= @t229 0))
1.05/1.26	(define @t231 () (>= @t9 1))
1.05/1.26	(define @t232 () (not @t231))
1.05/1.26	(define @t233 () (+ 1 -1 0))
1.05/1.26	(define @t234 () (+ 1 -1 @t59))
1.05/1.26	(define @t235 () (+ @t105 @t10))
1.05/1.26	(define @t236 () (+ @t9 @t13 @t168))
1.05/1.26	(define @t237 () (>= @t236 @t234))
1.05/1.26	(define @t238 () (= tptp.a 0))
1.05/1.26	(define @t239 () (= (* 0 tptp.c) 0))
1.05/1.26	(define @t240 () (not @t238))
1.05/1.26	(define @t241 () (= tptp.c 0))
1.05/1.26	(define @t242 () (= (* tptp.a 0) 0))
1.05/1.26	(define @t243 () (not @t241))
1.05/1.26	(define @t244 () (>= @t9 0))
1.05/1.26	(define @t245 () (< @t9 0))
1.05/1.26	(define @t246 () (+ 0 @t91))
1.05/1.26	(define @t247 () (+ @t9 @t10))
1.05/1.26	(define @t248 () (>= @t247 @t246))
1.05/1.26	(define @t249 () (= tptp.b 0))
1.05/1.26	(define @t250 () (not @t249))
1.05/1.26	(define @t251 () (not @t240))
1.05/1.26	(define @t252 () (and @t78 @t240 @t54))
1.05/1.26	(define @t253 () (* 1 (- @t16 0)))
1.05/1.26	(define @t254 () (* 1 @t1))
1.05/1.26	(define @t255 () (>= @t16 0))
1.05/1.26	(define @t256 () (>= tptp.c tptp.d))
1.05/1.26	(define @t257 () (>= tptp.d 0))
1.05/1.26	(define @t258 () (not @t257))
1.05/1.26	(define @t259 () (>= tptp.c 0))
1.05/1.26	(define @t260 () (not @t255))
1.05/1.26	(define @t261 () (not @t259))
1.05/1.26	(define @t262 () (not @t261))
1.05/1.26	(define @t263 () (+ @t59 @t59 0))
1.05/1.26	(define @t264 () (= (+ @t15 @t35 tptp.c) 0))
1.05/1.26	(define @t265 () (* -1 @t16))
1.05/1.26	(define @t266 () (= @t265 @t35))
1.05/1.26	(define @t267 () (+ @t15 @t265 tptp.c))
1.05/1.26	(define @t268 () (>= @t267 @t263))
1.05/1.26	(define @t269 () (and @t261 @t255 @t257))
1.05/1.26	(define @t270 () (>= tptp.b 0))
1.05/1.26	(define @t271 () (not @t270))
1.05/1.26	(define @t272 () (and @t271 @t261))
1.05/1.26	(define @t273 () (not @t271))
1.05/1.26	(define @t274 () (and @t271 @t258))
1.05/1.26	(define @t275 () (not @t258))
1.05/1.26	(define @t276 () (>= tptp.b @t188))
1.05/1.26	(define @t277 () (<= tptp.b 0))
1.05/1.26	(define @t278 () (not @t277))
1.05/1.26	(define @t279 () (+ @t59 0))
1.05/1.26	(define @t280 () (+ @t17 tptp.b))
1.05/1.26	(define @t281 () (= @t280 0))
1.05/1.26	(define @t282 () (>= @t280 @t279))
1.05/1.26	(define @t283 () (>= tptp.b 1))
1.05/1.26	(define @t284 () (not @t283))
1.05/1.26	(define @t285 () (>= @t9 @t188))
1.05/1.26	(define @t286 () (< tptp.c 0))
1.05/1.26	(define @t287 () (< tptp.b 0))
1.05/1.26	(define @t288 () (and @t287 @t286))
1.05/1.26	(define @t289 () (>= @t8 1))
1.05/1.26	(define @t290 () (>= @t8 @t188))
1.05/1.26	(define @t291 () (< tptp.d 0))
1.05/1.26	(define @t292 () (and @t287 @t291))
1.05/1.26	(define @t293 () (+ @t9 @t8))
1.05/1.26	(define @t294 () (>= @t293 1))
1.05/1.26	(define @t295 () (not @t289))
1.05/1.26	(define @t296 () (not @t294))
1.05/1.26	(define @t297 () (+ 1 -1 -1))
1.05/1.26	(define @t298 () (+ 1 @t91 @t91))
1.05/1.26	(define @t299 () (* -1 @t8))
1.05/1.26	(define @t300 () (+ @t299 @t10 @t8 @t9))
1.05/1.26	(define @t301 () (+ @t293 @t299 @t10))
1.05/1.26	(define @t302 () (>= @t301 @t298))
1.05/1.26	(define @t303 () (* 1 (- @t9 @t299)))
1.05/1.26	(define @t304 () (* 1 (- @t293 0)))
1.05/1.26	(define @t305 () (= @t304 @t303))
1.05/1.26	(define @t306 () (= @t9 @t299))
1.05/1.26	(define @t307 () (= @t293 0))
1.05/1.26	(define @t308 () (= @t307 @t306))
1.05/1.26	(define @t309 () (* 0 @t8))
1.05/1.26	(define @t310 () (= @t309 0))
1.05/1.26	(define @t311 () (+ @t309 @t144))
1.05/1.26	(define @t312 () (* -1 @t293))
1.05/1.26	(define @t313 () (+ @t293 @t312))
1.05/1.26	(define @t314 () (not @t306))
1.05/1.26	(define @t315 () (= tptp.d 0))
1.05/1.26	(define @t316 () (not @t315))
1.05/1.26	(define @t317 () (+ @t15 tptp.d))
1.05/1.26	(define @t318 () (and @t258 @t48))
1.05/1.26	(define @t319 () (+ @t8 @t126))
1.05/1.26	(define @t320 () (- @t11 @t319))
1.05/1.26	(define @t321 () (+ @t11 @t102))
1.05/1.26	(define @t322 () (= @t11 @t319))
1.05/1.26	(define @t323 () (+ tptp.a @t43))
1.05/1.26	(define @t324 () (* 1 @t43))
1.05/1.26	(define @t325 () (+ tptp.a @t324))
1.05/1.26	(define @t326 () (* tptp.d @t325))
1.05/1.26	(define @t327 () (* tptp.d tptp.b))
1.05/1.26	(define @t328 () (= @t327 @t326))
1.05/1.26	(define @t329 () (and @t291 @t48))
1.05/1.26	(define @t330 () (= tptp.b @t325))
1.05/1.26	(define @t331 () (and @t291 @t330))
1.05/1.26	(define @t332 () (+ @t105 @t11 @t9 @t299))
1.05/1.26	(define @t333 () (+ @t14 1))
1.05/1.26	(define @t334 () (+ @t105 @t9))
1.05/1.26	(define @t335 () (* tptp.c @t18))
1.05/1.26	(define @t336 () (* -1 @t335))
1.05/1.26	(define @t337 () (+ @t11 @t299 @t336))
1.05/1.26	(define @t338 () (>= @t337 1))
1.05/1.26	(define @t339 () (@purify @t18))
1.05/1.26	(define @t340 () (* tptp.c @t339))
1.05/1.26	(define @t341 () (* -1 @t340))
1.05/1.26	(define @t342 () (+ @t11 @t299 @t341))
1.05/1.26	(define @t343 () (>= @t342 1))
1.05/1.26	(define @t344 () (+ @t340 @t102))
1.05/1.26	(define @t345 () (>= @t344 0))
1.05/1.26	(define @t346 () (+ 0 0 -1))
1.05/1.26	(define @t347 () (+ @t59 0 @t91))
1.05/1.26	(define @t348 () (* 0 @t11))
1.05/1.26	(define @t349 () (= @t348 0))
1.05/1.26	(define @t350 () (+ @t146 @t340 @t341 @t309 @t348))
1.05/1.26	(define @t351 () (* -1 @t342))
1.05/1.26	(define @t352 () (+ @t11 @t299 @t102))
1.05/1.26	(define @t353 () (* -1 @t344))
1.05/1.26	(define @t354 () (+ @t353 @t352 @t351))
1.05/1.26	(define @t355 () (= (* 1 (- @t352 0)) (* 1 @t320)))
1.05/1.26	(define @t356 () (= @t352 0))
1.05/1.26	(define @t357 () (= @t356 @t322))
1.05/1.26	(define @t358 () (and @t343 @t322 @t345))
1.05/1.26	(define @t359 () (>= @t344 1))
1.05/1.26	(define @t360 () (not @t359))
1.05/1.26	(define @t361 () (not @t345))
1.05/1.26	(define @t362 () (<= 0 -2))
1.05/1.26	(define @t363 () (+ -1 -1))
1.05/1.26	(define @t364 () (+ @t91 -1))
1.05/1.26	(define @t365 () (* 0 @t340))
1.05/1.26	(define @t366 () (+ @t146 @t365))
1.05/1.26	(define @t367 () (+ @t353 @t344))
1.05/1.26	(define @t368 () (< tptp.a 0))
1.05/1.26	(define @t369 () (and @t368 @t286))
1.05/1.26	(define @t370 () (>= tptp.a 0))
1.05/1.26	(define @t371 () (not @t370))
1.05/1.26	(define @t372 () (and @t371 @t261))
1.05/1.26	(define @t373 () (not @t371))
1.05/1.26	(define @t374 () (+ 1 0 -1))
1.05/1.26	(define @t375 () (+ 1 0 @t91))
1.05/1.26	(define @t376 () (+ @t41 @t17 tptp.b tptp.a))
1.05/1.26	(define @t377 () (= @t376 0))
1.05/1.26	(define @t378 () (+ tptp.b @t18 @t41))
1.05/1.26	(define @t379 () (>= @t378 @t375))
1.05/1.26	(define @t380 () (and @t240 @t370))
1.05/1.26	(define @t381 () (and @t258 @t50))
1.05/1.26	(define @t382 () (+ @t44 @t68 @t95))
1.05/1.26	(define @t383 () (+ tptp.d @t12 @t8))
1.05/1.26	(define @t384 () (+ @t15 @t11))
1.05/1.26	(define @t385 () (>= @t383 0))
1.05/1.26	(define @t386 () (+ -1 tptp.a))
1.05/1.26	(define @t387 () (* tptp.d @t386))
1.05/1.26	(define @t388 () (>= @t327 @t387))
1.05/1.26	(define @t389 () (and @t291 @t50))
1.05/1.26	(define @t390 () (* -1 (- @t18 1)))
1.05/1.26	(define @t391 () (<= tptp.b @t386))
1.05/1.26	(define @t392 () (and @t291 @t391))
1.05/1.26	(define @t393 () (and @t258 @t52))
1.05/1.26	(define @t394 () (+ @t44 @t43))
1.05/1.26	(define @t395 () (+ tptp.d @t25))
1.05/1.26	(define @t396 () (- tptp.c @t395))
1.05/1.26	(define @t397 () (= tptp.c @t395))
1.05/1.26	(define @t398 () (= @t25 @t16))
1.05/1.26	(define @t399 () (>= @t25 0))
1.05/1.26	(define @t400 () (not @t397))
1.05/1.26	(define @t401 () (not @t399))
1.05/1.26	(define @t402 () (* -1 @t25))
1.05/1.26	(define @t403 () (= (+ @t402 @t25 0 0) 0))
1.05/1.26	(define @t404 () (* 0 tptp.c))
1.05/1.26	(define @t405 () (= @t404 0))
1.05/1.26	(define @t406 () (* 0 tptp.d))
1.05/1.26	(define @t407 () (= @t406 0))
1.05/1.26	(define @t408 () (+ @t402 @t25 @t406 @t404))
1.05/1.26	(define @t409 () (+ tptp.c @t15 @t402))
1.05/1.26	(define @t410 () (+ @t25 @t265 @t409))
1.05/1.26	(define @t411 () (>= @t410 @t60))
1.05/1.26	(define @t412 () (= (* 1 (- @t409 0)) (* 1 @t396)))
1.05/1.26	(define @t413 () (= @t409 0))
1.05/1.26	(define @t414 () (= @t413 @t397))
1.05/1.26	(define @t415 () (@list false false))
1.05/1.26	(define @t416 () (>= @t25 -1))
1.05/1.26	(define @t417 () (< @t25 -1))
1.05/1.26	(define @t418 () (+ @t25 @t402))
1.05/1.26	(define @t419 () (= @t418 0))
1.05/1.26	(define @t420 () (>= @t418 @t159))
1.05/1.26	(define @t421 () (@list false))
1.05/1.26	(define @t422 () (>= @t340 0))
1.05/1.26	(define @t423 () (not @t422))
1.05/1.26	(define @t424 () (not @t416))
1.05/1.26	(define @t425 () (not @t343))
1.05/1.26	(define @t426 () (not @t385))
1.05/1.26	(define @t427 () (+ @t59 @t59 @t59 @t178 0 @t91))
1.05/1.26	(define @t428 () (+ @t12 @t8 @t340))
1.05/1.26	(define @t429 () (+ @t34 tptp.d @t25))
1.05/1.26	(define @t430 () (+ @t15 @t11 @t299))
1.05/1.26	(define @t431 () (* -1 @t409))
1.05/1.26	(define @t432 () (= @t431 @t429))
1.05/1.26	(define @t433 () (* -1 @t383))
1.05/1.26	(define @t434 () (+ @t341 @t433 @t431 @t402 tptp.c @t351))
1.05/1.26	(define @t435 () (>= @t434 @t427))
1.05/1.26	(define @t436 () (and @t343 @t261 @t416 @t397 @t385 @t422))
1.05/1.26	(define @t437 () (>= @t102 1))
1.05/1.26	(define @t438 () (>= @t102 @t188))
1.05/1.26	(define @t439 () (and @t291 (< @t43 0)))
1.05/1.26	(define @t440 () (+ @t340 @t126))
1.05/1.26	(define @t441 () (>= @t440 0))
1.05/1.26	(define @t442 () (ite @t422 (not @t441) @t359))
1.05/1.26	(define @t443 () (>= @t102 0))
1.05/1.26	(define @t444 () (< @t102 0))
1.05/1.26	(define @t445 () (>= @t160 @t246))
1.05/1.26	(define @t446 () (>= @t440 1))
1.05/1.26	(define @t447 () (ite @t443 @t442 (ite @t422 @t361 @t446)))
1.05/1.26	(define @t448 () (+ @t341 1))
1.05/1.26	(define @t449 () (>= @t126 @t448))
1.05/1.26	(define @t450 () (- @t340))
1.05/1.26	(define @t451 () (- @t102))
1.05/1.26	(define @t452 () (<= @t451 @t450))
1.05/1.26	(define @t453 () (<= @t451 @t340))
1.05/1.26	(define @t454 () (ite @t422 (> @t451 @t340) (> @t451 @t450)))
1.05/1.26	(define @t455 () (>= @t102 @t448))
1.05/1.26	(define @t456 () (<= @t102 @t450))
1.05/1.26	(define @t457 () (>= @t340 @t102))
1.05/1.26	(define @t458 () (ite @t422 (> @t102 @t340) (> @t102 @t450)))
1.05/1.26	(define @t459 () (ite @t443 @t458 @t454))
1.05/1.26	(define @t460 () (* 1 (- @t339 @t44)))
1.05/1.26	(define @t461 () (* -1 @t339))
1.05/1.26	(define @t462 () (= @t339 @t44))
1.05/1.26	(define @t463 () (- @t339))
1.05/1.26	(define @t464 () (= @t43 @t463))
1.05/1.26	(define @t465 () (= @t339 @t43))
1.05/1.26	(define @t466 () (= @t43 @t339))
1.05/1.26	(define @t467 () (or @t466 @t464))
1.05/1.26	(define @t468 () (>= @t16 1))
1.05/1.26	(define @t469 () (* -1 (- @t16 1)))
1.05/1.26	(define @t470 () (+ @t34 1))
1.05/1.26	(define @t471 () (>= @t15 @t470))
1.05/1.26	(define @t472 () (- tptp.c))
1.05/1.26	(define @t473 () (- tptp.d))
1.05/1.26	(define @t474 () (<= @t473 @t472))
1.05/1.26	(define @t475 () (+ tptp.c tptp.d))
1.05/1.26	(define @t476 () (* 1 (- @t475 0)))
1.05/1.26	(define @t477 () (* 1 (- tptp.c @t15)))
1.05/1.26	(define @t478 () (>= @t475 0))
1.05/1.26	(define @t479 () (<= @t473 tptp.c))
1.05/1.26	(define @t480 () (ite @t259 (> @t473 tptp.c) (> @t473 @t472)))
1.05/1.26	(define @t481 () (>= @t475 1))
1.05/1.26	(define @t482 () (* -1 (- @t475 1)))
1.05/1.26	(define @t483 () (>= tptp.d @t470))
1.05/1.26	(define @t484 () (<= tptp.d @t472))
1.05/1.26	(define @t485 () (ite @t259 (> tptp.d tptp.c) (> tptp.d @t472)))
1.05/1.26	(define @t486 () (ite @t257 @t485 @t480))
1.05/1.26	(define @t487 () (and @t486 @t467 @t316 @t86))
1.05/1.26	(define @t488 () (or @t465 @t462))
1.05/1.26	(define @t489 () (not @t478))
1.05/1.26	(define @t490 () (ite @t259 @t489 @t468))
1.05/1.26	(define @t491 () (ite @t257 (ite @t259 @t260 @t481) @t490))
1.05/1.26	(define @t492 () (and @t491 @t488 @t316 @t86))
1.05/1.26	(define @t493 () (+ tptp.b @t339))
1.05/1.26	(define @t494 () (- tptp.a @t493))
1.05/1.26	(define @t495 () (= tptp.a @t493))
1.05/1.26	(define @t496 () (+ @t339 @t43))
1.05/1.26	(define @t497 () (>= @t496 0))
1.05/1.26	(define @t498 () (not @t495))
1.05/1.26	(define @t499 () (not @t497))
1.05/1.26	(define @t500 () (< @t496 0))
1.05/1.26	(define @t501 () (+ @t461 @t65 @t339 @t63 @t61))
1.05/1.26	(define @t502 () (+ tptp.a @t17 @t461))
1.05/1.26	(define @t503 () (+ @t496 @t69 @t502))
1.05/1.26	(define @t504 () (>= @t503 @t60))
1.05/1.26	(define @t505 () (= (* 1 (- @t502 0)) (* 1 @t494)))
1.05/1.26	(define @t506 () (= @t502 0))
1.05/1.26	(define @t507 () (= @t506 @t495))
1.05/1.26	(define @t508 () (not @t462))
1.05/1.26	(define @t509 () (>= @t496 1))
1.05/1.26	(define @t510 () (+ @t91 0 @t59))
1.05/1.26	(define @t511 () (+ @t339 @t65 @t461 @t63 @t61))
1.05/1.26	(define @t512 () (* -1 @t502))
1.05/1.26	(define @t513 () (+ (* -1 @t496) @t68 @t512))
1.05/1.26	(define @t514 () (= @t496 0))
1.05/1.26	(define @t515 () (and @t495 @t48 @t497 @t508))
1.05/1.26	(define @t516 () (@list false false false))
1.05/1.26	(define @t517 () (not @t488))
1.05/1.26	(define @t518 () (not @t491))
1.05/1.26	(define @t519 () (not @t316))
1.05/1.26	(define @t520 () (not @t468))
1.05/1.26	(define @t521 () (= tptp.c tptp.d))
1.05/1.26	(define @t522 () (not @t520))
1.05/1.26	(define @t523 () (= @t253 @t254))
1.05/1.26	(define @t524 () (= (= @t16 0) @t521))
1.05/1.26	(define @t525 () (and @t255 @t520))
1.05/1.26	(define @t526 () (= tptp.c @t15))
1.05/1.26	(define @t527 () (or @t521 @t526))
1.05/1.26	(define @t528 () (* 1 (- @t13 @t12)))
1.05/1.26	(define @t529 () (= @t13 @t12))
1.05/1.26	(define @t530 () (= @t11 @t107))
1.05/1.26	(define @t531 () (- @t13 @t11))
1.05/1.26	(define @t532 () (= @t13 @t11))
1.05/1.26	(define @t533 () (= @t11 @t13))
1.05/1.26	(define @t534 () (or @t533 @t530))
1.05/1.26	(define @t535 () (* 1 (- tptp.d @t34)))
1.05/1.26	(define @t536 () (= tptp.d @t472))
1.05/1.26	(define @t537 () (= tptp.d tptp.c))
1.05/1.26	(define @t538 () (or @t537 @t536))
1.05/1.26	(define @t539 () (* tptp.c tptp.a))
1.05/1.26	(define @t540 () (abs @t539))
1.05/1.26	(define @t541 () (* tptp.d tptp.a))
1.05/1.26	(define @t542 () (= @t541 @t11))
1.05/1.26	(define @t543 () (abs @t541))
1.05/1.26	(define @t544 () (abs tptp.a))
1.05/1.26	(define @t545 () (not @t527))
1.05/1.26	(define @t546 () (or @t532 @t529))
1.05/1.26	(define @t547 () (* 1 (- @t8 @t10)))
1.05/1.26	(define @t548 () (- @t9))
1.05/1.26	(define @t549 () (= @t8 @t548))
1.05/1.26	(define @t550 () (- @t9 @t8))
1.05/1.26	(define @t551 () (= @t9 @t8))
1.05/1.26	(define @t552 () (= @t8 @t9))
1.05/1.26	(define @t553 () (or @t552 @t549))
1.05/1.26	(define @t554 () (* tptp.c tptp.b))
1.05/1.26	(define @t555 () (= @t554 @t9))
1.05/1.26	(define @t556 () (abs @t554))
1.05/1.26	(define @t557 () (* tptp.d tptp.b))
1.05/1.26	(define @t558 () (= @t557 @t8))
1.05/1.26	(define @t559 () (abs @t557))
1.05/1.26	(define @t560 () (abs tptp.b))
1.05/1.26	(define @t561 () (or @t551 @t306))
1.05/1.26	(define @t562 () (not @t551))
1.05/1.26	(define @t563 () (not @t532))
1.05/1.26	(define @t564 () (+ @t9 @t299))
1.05/1.26	(define @t565 () (= @t564 0))
1.05/1.26	(define @t566 () (+ @t299 @t10 @t348 @t8 @t9 @t142))
1.05/1.26	(define @t567 () (* -1 @t20))
1.05/1.26	(define @t568 () (+ @t564 @t567 @t14))
1.05/1.26	(define @t569 () (>= @t568 @t60))
1.05/1.26	(define @t570 () (= @t20 0))
1.05/1.26	(define @t571 () (* -1 @t531))
1.05/1.26	(define @t572 () (* -1 (- @t20 0)))
1.05/1.26	(define @t573 () (= @t572 @t571))
1.05/1.26	(define @t574 () (= @t570 @t532))
1.05/1.26	(define @t575 () (- @t564 0))
1.05/1.26	(define @t576 () (= (* -1 @t575) (* -1 @t550)))
1.05/1.26	(define @t577 () (= @t565 @t551))
1.05/1.26	(define @t578 () (not @t194))
1.05/1.26	(define @t579 () (and @t194 @t258))
1.05/1.26	(define @t580 () (and @t194 @t397))
1.05/1.26	(define @t581 () (and @t199 @t291))
1.05/1.26	(define @t582 () (>= @t11 0))
1.05/1.26	(define @t583 () (not @t582))
1.05/1.26	(define @t584 () (+ @t11 @t26))
1.05/1.26	(define @t585 () (- @t13 @t584))
1.05/1.26	(define @t586 () (= @t13 @t584))
1.05/1.26	(define @t587 () (* tptp.a @t16))
1.05/1.26	(define @t588 () (* tptp.a @t25))
1.05/1.26	(define @t589 () (= @t588 @t587))
1.05/1.26	(define @t590 () (and @t199 @t397))
1.05/1.26	(define @t591 () (and @t199 @t398))
1.05/1.26	(define @t592 () (not @t529))
1.05/1.26	(define @t593 () (+ tptp.a @t11))
1.05/1.26	(define @t594 () (>= @t593 1))
1.05/1.26	(define @t595 () (not @t594))
1.05/1.26	(define @t596 () (+ @t13 @t11))
1.05/1.26	(define @t597 () (= @t596 0))
1.05/1.26	(define @t598 () (+ @t59 @t59 1 -1))
1.05/1.26	(define @t599 () (+ @t41 @t348 @t142 tptp.a))
1.05/1.26	(define @t600 () (* -1 @t596))
1.05/1.26	(define @t601 () (+ @t600 @t41 @t593 @t13))
1.05/1.26	(define @t602 () (>= @t601 @t598))
1.05/1.26	(define @t603 () (= (* 1 (- @t596 0)) @t528))
1.05/1.26	(define @t604 () (= @t597 @t529))
1.05/1.26	(define @t605 () (and @t204 @t595 @t370 @t529))
1.05/1.26	(define @t606 () (not @t586))
1.05/1.26	(define @t607 () (* -1 @t26))
1.05/1.26	(define @t608 () (+ @t25 @t607))
1.05/1.26	(define @t609 () (>= @t608 0))
1.05/1.26	(define @t610 () (not @t609))
1.05/1.26	(define @t611 () (+ -1 1))
1.05/1.26	(define @t612 () (>= @t11 @t611))
1.05/1.26	(define @t613 () (<= @t11 -1))
1.05/1.26	(define @t614 () (* 1/2 1))
1.05/1.26	(define @t615 () (+ -1 @t614 @t209 @t209 @t208 @t209))
1.05/1.26	(define @t616 () (* -1/2 @t11))
1.05/1.26	(define @t617 () (* -1/2 @t13))
1.05/1.26	(define @t618 () (+ @t617 @t616))
1.05/1.26	(define @t619 () (+ @t213 @t616 (* -1/2 @t26)))
1.05/1.26	(define @t620 () (+ (* -1/2 @t25) (* 1/2 @t26)))
1.05/1.26	(define @t621 () (+ (* -1/2 tptp.c) (* 1/2 tptp.d) (* 1/2 @t25)))
1.05/1.26	(define @t622 () (+ (* 1/2 tptp.c) (* -1/2 tptp.d)))
1.05/1.26	(define @t623 () (* -1/2 @t596))
1.05/1.26	(define @t624 () (+ @t13 @t12 @t607))
1.05/1.26	(define @t625 () (* 1/2 @t624))
1.05/1.26	(define @t626 () (* -1/2 @t608))
1.05/1.26	(define @t627 () (* -1/2 @t409))
1.05/1.26	(define @t628 () (* 1/2 @t16))
1.05/1.26	(define @t629 () (+ @t11 @t628 @t627 @t626 @t625 @t623))
1.05/1.26	(define @t630 () (>= @t629 @t615))
1.05/1.26	(define @t631 () (= @t624 0))
1.05/1.26	(define @t632 () (= (* -1 (- @t624 0)) (* -1 @t585)))
1.05/1.26	(define @t633 () (= @t631 @t586))
1.05/1.26	(define @t634 () (and @t529 @t586 @t609 @t397 @t520 @t583))
1.05/1.26	(define @t635 () (>= @t593 0))
1.05/1.26	(define @t636 () (not @t635))
1.05/1.26	(define @t637 () (+ @t348 @t61))
1.05/1.26	(define @t638 () (* -1 @t593))
1.05/1.26	(define @t639 () (+ @t638 @t593))
1.05/1.26	(define @t640 () (+ tptp.a @t12))
1.05/1.26	(define @t641 () (>= @t640 1))
1.05/1.26	(define @t642 () (ite @t370 @t636 @t641))
1.05/1.26	(define @t643 () (>= @t640 0))
1.05/1.26	(define @t644 () (ite @t582 (ite @t370 (not @t643) @t594) @t642))
1.05/1.26	(define @t645 () (+ @t41 1))
1.05/1.26	(define @t646 () (>= @t12 @t645))
1.05/1.26	(define @t647 () (- @t11))
1.05/1.26	(define @t648 () (<= @t647 @t115))
1.05/1.26	(define @t649 () (<= @t647 tptp.a))
1.05/1.26	(define @t650 () (ite @t370 (> @t647 tptp.a) (> @t647 @t115)))
1.05/1.26	(define @t651 () (>= @t11 @t645))
1.05/1.26	(define @t652 () (<= @t11 @t115))
1.05/1.26	(define @t653 () (>= tptp.a @t11))
1.05/1.26	(define @t654 () (ite @t370 (> @t11 tptp.a) (> @t11 @t115)))
1.05/1.26	(define @t655 () (ite @t582 @t654 @t650))
1.05/1.26	(define @t656 () (>= tptp.d -1))
1.05/1.26	(define @t657 () (not @t656))
1.05/1.26	(define @t658 () (>= tptp.d 1))
1.05/1.26	(define @t659 () (- 1))
1.05/1.26	(define @t660 () (<= @t473 @t659))
1.05/1.26	(define @t661 () (<= @t473 1))
1.05/1.26	(define @t662 () (>= 1 0))
1.05/1.26	(define @t663 () (ite @t662 (> @t473 1) (> @t473 @t659)))
1.05/1.26	(define @t664 () (>= tptp.d 2))
1.05/1.26	(define @t665 () (>= tptp.d @t611))
1.05/1.26	(define @t666 () (<= tptp.d @t659))
1.05/1.26	(define @t667 () (+ 1 1))
1.05/1.26	(define @t668 () (>= tptp.d @t667))
1.05/1.26	(define @t669 () (ite @t662 (> tptp.d 1) (> tptp.d @t659)))
1.05/1.26	(define @t670 () (ite @t257 @t669 @t663))
1.05/1.26	(define @t671 () (and @t670 @t240 @t316))
1.05/1.26	(define @t672 () (abs @t11))
1.05/1.26	(define @t673 () (+ @t544 (* -1 @t672)))
1.05/1.26	(define @t674 () (>= @t544 @t672))
1.05/1.26	(define @t675 () (* 1 tptp.a))
1.05/1.26	(define @t676 () (abs @t675))
1.05/1.26	(define @t677 () (<= @t543 @t676))
1.05/1.26	(define @t678 () (ite @t257 @t664 @t657))
1.05/1.26	(define @t679 () (and @t678 @t240 @t316))
1.05/1.26	(define @t680 () (not @t678))
1.05/1.26	(define @t681 () (= tptp.c -1))
1.05/1.26	(define @t682 () (not @t681))
1.05/1.26	(define @t683 () (not @t682))
1.05/1.26	(define @t684 () (+ @t178 @t59 -2))
1.05/1.26	(define @t685 () (* 1 (- tptp.a @t105)))
1.05/1.26	(define @t686 () (= tptp.a @t105))
1.05/1.26	(define @t687 () (= @t13 @t41))
1.05/1.26	(define @t688 () (= (* tptp.a -1) @t41))
1.05/1.26	(define @t689 () (not @t686))
1.05/1.26	(define @t690 () (not @t610))
1.05/1.26	(define @t691 () (< @t608 0))
1.05/1.26	(define @t692 () (+ 0 @t59 @t59 0 0 @t59))
1.05/1.26	(define @t693 () (* 0 @t26))
1.05/1.26	(define @t694 () (= @t693 0))
1.05/1.26	(define @t695 () (+ @t693 @t402 @t25 @t11 @t12 @t142 @t406 @t404 @t61))
1.05/1.26	(define @t696 () (* -1 @t624))
1.05/1.26	(define @t697 () (+ tptp.a @t13))
1.05/1.26	(define @t698 () (+ @t608 @t638 @t265 @t409 @t697 @t696))
1.05/1.26	(define @t699 () (>= @t698 @t692))
1.05/1.26	(define @t700 () (and @t586 @t686 @t397 @t255 @t635 @t610))
1.05/1.26	(define @t701 () (@list true false))
1.05/1.26	(define @t702 () (@list @t257 @t255))
1.05/1.26	(define @t703 () (@list true false false))
1.05/1.26	(define @t704 () (@list @t194 @t50))
1.05/1.26	(define @t705 () (and @t199 @t286))
1.05/1.26	(define @t706 () (and @t194 @t261))
1.05/1.26	(define @t707 () (and @t371 @t258))
1.05/1.26	(define @t708 () (>= @t11 1))
1.05/1.26	(define @t709 () (>= @t11 @t188))
1.05/1.26	(define @t710 () (and @t368 @t291))
1.05/1.26	(define @t711 () (>= @t596 1))
1.05/1.26	(define @t712 () (not @t708))
1.05/1.26	(define @t713 () (not @t711))
1.05/1.26	(define @t714 () (+ @t105 @t12 @t11 @t13))
1.05/1.26	(define @t715 () (+ @t596 @t105 @t12))
1.05/1.26	(define @t716 () (>= @t715 @t298))
1.05/1.26	(define @t717 () (+ @t348 @t142))
1.05/1.26	(define @t718 () (+ @t596 @t600))
1.05/1.26	(define @t719 () (@list true false false false false))
1.05/1.26	(define @t720 () (not @t322))
1.05/1.26	(define @t721 () (+ @t59 @t208 @t207 @t208 @t209))
1.05/1.26	(define @t722 () (* 1/2 @t11))
1.05/1.26	(define @t723 () (+ @t722 (* -1/2 @t8) @t211))
1.05/1.26	(define @t724 () (* 1/2 @t8))
1.05/1.26	(define @t725 () (+ @t213 @t616 @t212 @t724))
1.05/1.26	(define @t726 () (* 1/2 @t352))
1.05/1.26	(define @t727 () (* 1/2 @t14))
1.05/1.26	(define @t728 () (= @t727 @t725))
1.05/1.26	(define @t729 () (+ @t105 @t219 @t727 @t726 @t217))
1.05/1.26	(define @t730 () (@list true true false false true true false false false))
1.05/1.26	(define @t731 () (@list @t110 @t136 @t48 @t78 @t106 @t19 @t121 @t48 @t119))
1.05/1.26	(define @t732 () (@list false false false false false false false false false))
1.05/1.26	(define @t733 () (@list @t103 @t99 @t85 @t48 @t78 @t80 @t78 @t49 @t48))
1.05/1.26	(define @t734 () (+ 1 @t59 -1))
1.05/1.26	(define @t735 () (+ @t18 @t41 tptp.b))
1.05/1.26	(define @t736 () (= @t735 @t376))
1.05/1.26	(define @t737 () (>= @t735 @t734))
1.05/1.26	(define @t738 () (* -2 0))
1.05/1.26	(define @t739 () (+ 0 0 @t738 0))
1.05/1.26	(define @t740 () (+ @t182 @t299 @t10 @t12 @t8 @t9 @t11 @t181))
1.05/1.26	(define @t741 () (+ @t596 @t14 @t182 @t564))
1.05/1.26	(define @t742 () (>= @t741 @t739))
1.05/1.26	(define @t743 () (and @t551 @t224 @t30 @t529))
1.05/1.26	(define @t744 () (@list true false false false))
1.05/1.26	(define @t745 () (@list @t238))
1.05/1.26	(define @t746 () (not @t250))
1.05/1.26	(define @t747 () (and @t270 @t250))
1.05/1.26	(define @t748 () (+ @t34 tptp.c))
1.05/1.26	(define @t749 () (= @t748 0))
1.05/1.26	(define @t750 () (not @t578))
1.05/1.26	(define @t751 () (+ 1 @t91 @t59))
1.05/1.26	(define @t752 () (= (+ tptp.a @t17 @t42) 0))
1.05/1.26	(define @t753 () (= @t95 @t42))
1.05/1.26	(define @t754 () (+ tptp.a @t17 @t95))
1.05/1.26	(define @t755 () (>= @t754 @t751))
1.05/1.26	(define @t756 () (+ @t41 tptp.a))
1.05/1.26	(define @t757 () (>= @t756 @t279))
1.05/1.26	(define @t758 () (+ tptp.a @t41))
1.05/1.26	(define @t759 () (= @t758 0))
1.05/1.26	(define @t760 () (>= @t748 @t279))
1.05/1.26	(define @t761 () (not @t190))
1.05/1.26	(define @t762 () (+ tptp.d @t8))
1.05/1.26	(define @t763 () (>= @t762 0))
1.05/1.26	(define @t764 () (not @t763))
1.05/1.26	(define @t765 () (+ @t59 @t209 @t208 @t208 0))
1.05/1.26	(define @t766 () (+ @t215 @t724))
1.05/1.26	(define @t767 () (+ @t617 @t722))
1.05/1.26	(define @t768 () (+ @t15 @t299))
1.05/1.26	(define @t769 () (* 1/2 @t293))
1.05/1.26	(define @t770 () (* -1/2 @t20))
1.05/1.26	(define @t771 () (* -1 @t762))
1.05/1.26	(define @t772 () (+ @t771 @t770 @t727 @t769 tptp.d))
1.05/1.26	(define @t773 () (>= @t772 @t765))
1.05/1.26	(define @t774 () (and @t258 @t306 @t30 @t532 @t763))
1.05/1.26	(define @t775 () (= tptp.c @t9))
1.05/1.26	(define @t776 () (not @t775))
1.05/1.26	(define @t777 () (= tptp.d @t299))
1.05/1.26	(define @t778 () (not @t777))
1.05/1.26	(define @t779 () (= @t762 0))
1.05/1.26	(define @t780 () (+ @t309 @t406))
1.05/1.26	(define @t781 () (+ @t771 @t762))
1.05/1.26	(define @t782 () (and @t255 @t764 @t520 @t306))
1.05/1.26	(define @t783 () (- tptp.c @t9))
1.05/1.26	(define @t784 () (= @t9 tptp.c))
1.05/1.26	(define @t785 () (= tptp.b 1))
1.05/1.26	(define @t786 () (= (* 1 tptp.c) tptp.c))
1.05/1.26	(define @t787 () (>= tptp.b 2))
1.05/1.26	(define @t788 () (not @t787))
1.05/1.26	(define @t789 () (not @t788))
1.05/1.26	(define @t790 () (and @t788 @t283))
1.05/1.26	(define @t791 () (and @t261 @t787))
1.05/1.26	(define @t792 () (and @t258 @t787))
1.05/1.26	(define @t793 () (* 2 tptp.c))
1.05/1.26	(define @t794 () (+ @t793 @t10))
1.05/1.26	(define @t795 () (>= @t794 0))
1.05/1.26	(define @t796 () (* -1 -2))
1.05/1.26	(define @t797 () (* tptp.c @t796))
1.05/1.26	(define @t798 () (* tptp.c tptp.b))
1.05/1.26	(define @t799 () (<= @t798 @t797))
1.05/1.26	(define @t800 () (and @t286 @t787))
1.05/1.26	(define @t801 () (>= tptp.b @t796))
1.05/1.26	(define @t802 () (and @t286 @t801))
1.05/1.26	(define @t803 () (* 2 tptp.d))
1.05/1.26	(define @t804 () (+ @t803 @t299))
1.05/1.26	(define @t805 () (>= @t804 0))
1.05/1.26	(define @t806 () (* tptp.d @t796))
1.05/1.26	(define @t807 () (<= @t327 @t806))
1.05/1.26	(define @t808 () (and @t291 @t787))
1.05/1.26	(define @t809 () (and @t291 @t801))
1.05/1.26	(define @t810 () (+ tptp.c @t10))
1.05/1.26	(define @t811 () (>= @t810 1))
1.05/1.26	(define @t812 () (not @t795))
1.05/1.26	(define @t813 () (not @t811))
1.05/1.26	(define @t814 () (* -2 tptp.c))
1.05/1.26	(define @t815 () (+ @t814 @t144 @t793))
1.05/1.26	(define @t816 () (* -1 @t794))
1.05/1.26	(define @t817 () (+ @t810 @t816 tptp.c))
1.05/1.26	(define @t818 () (>= @t817 @t734))
1.05/1.26	(define @t819 () (not @t805))
1.05/1.26	(define @t820 () (+ tptp.d @t299))
1.05/1.26	(define @t821 () (>= @t820 1))
1.05/1.26	(define @t822 () (not @t821))
1.05/1.26	(define @t823 () (not @t822))
1.05/1.26	(define @t824 () (<= tptp.d -1))
1.05/1.26	(define @t825 () (+ -1 1 0))
1.05/1.26	(define @t826 () (+ -1 1 @t59))
1.05/1.26	(define @t827 () (* -2 tptp.d))
1.05/1.26	(define @t828 () (+ @t827 @t309 @t803))
1.05/1.26	(define @t829 () (+ tptp.d @t820 (* -1 @t804)))
1.05/1.26	(define @t830 () (>= @t829 @t826))
1.05/1.26	(define @t831 () (and @t805 @t822 @t258))
1.05/1.26	(define @t832 () (not @t761))
1.05/1.26	(define @t833 () (* 2 1))
1.05/1.26	(define @t834 () (+ @t91 @t59 @t91 @t833 @t59))
1.05/1.26	(define @t835 () (+ @t15 @t8))
1.05/1.26	(define @t836 () (+ @t10 @t299))
1.05/1.26	(define @t837 () (+ @t34 @t9))
1.05/1.26	(define @t838 () (* -1 @t820))
1.05/1.26	(define @t839 () (* -1 @t810))
1.05/1.26	(define @t840 () (+ @t839 @t312 @t838 @t793 @t265))
1.05/1.26	(define @t841 () (>= @t840 @t834))
1.05/1.26	(define @t842 () (> 2 0))
1.05/1.26	(define @t843 () (>= @t25 1))
1.05/1.26	(define @t844 () (not @t843))
1.05/1.26	(define @t845 () (not @t844))
1.05/1.26	(define @t846 () (< @t25 1))
1.05/1.26	(define @t847 () (+ @t25 @t409 @t265))
1.05/1.26	(define @t848 () (>= @t847 @t375))
1.05/1.26	(define @t849 () (= @t25 0))
1.05/1.26	(define @t850 () (not @t849))
1.05/1.26	(define @t851 () (+ @t10 @t8))
1.05/1.26	(define @t852 () (* tptp.b @t35))
1.05/1.26	(define @t853 () (+ @t13 @t12 @t852))
1.05/1.26	(define @t854 () (>= @t853 0))
1.05/1.26	(define @t855 () (not @t854))
1.05/1.26	(define @t856 () (* tptp.b @t36))
1.05/1.26	(define @t857 () (+ @t13 @t12 @t856))
1.05/1.26	(define @t858 () (>= @t857 0))
1.05/1.26	(define @t859 () (not @t858))
1.05/1.26	(define @t860 () (+ @t26 @t856))
1.05/1.26	(define @t861 () (>= @t860 1))
1.05/1.26	(define @t862 () (not @t861))
1.05/1.26	(define @t863 () (not @t859))
1.05/1.26	(define @t864 () (= (+ @t26 0 @t607 0 0) 0))
1.05/1.26	(define @t865 () (* 0 @t856))
1.05/1.26	(define @t866 () (= @t865 0))
1.05/1.26	(define @t867 () (+ @t26 @t865 @t607 @t348 @t142))
1.05/1.26	(define @t868 () (* -1 @t860))
1.05/1.26	(define @t869 () (+ @t868 @t857 @t696))
1.05/1.26	(define @t870 () (>= @t869 @t510))
1.05/1.26	(define @t871 () (and @t586 @t859 @t861))
1.05/1.26	(define @t872 () (and @t194 @t843))
1.05/1.26	(define @t873 () (>= @t26 1))
1.05/1.26	(define @t874 () (>= @t26 @t188))
1.05/1.26	(define @t875 () (>= @t25 @t188))
1.05/1.26	(define @t876 () (and @t199 (> @t25 0)))
1.05/1.26	(define @t877 () (>= @t26 0))
1.05/1.26	(define @t878 () (< @t26 0))
1.05/1.26	(define @t879 () (+ @t26 @t607))
1.05/1.26	(define @t880 () (>= @t879 @t246))
1.05/1.26	(define @t881 () (and @t194 @t468))
1.05/1.26	(define @t882 () (+ tptp.a @t105 @t11))
1.05/1.26	(define @t883 () (+ @t882 1))
1.05/1.26	(define @t884 () (+ 1 tptp.d))
1.05/1.26	(define @t885 () (* -1 (+ -1 @t15)))
1.05/1.26	(define @t886 () (* tptp.a @t885))
1.05/1.26	(define @t887 () (* tptp.a tptp.c))
1.05/1.26	(define @t888 () (>= @t887 @t886))
1.05/1.26	(define @t889 () (and @t199 @t468))
1.05/1.26	(define @t890 () (>= tptp.c @t885))
1.05/1.26	(define @t891 () (and @t199 @t890))
1.05/1.26	(define @t892 () (>= @t882 1))
1.05/1.26	(define @t893 () (not @t892))
1.05/1.26	(define @t894 () (+ tptp.b @t10))
1.05/1.26	(define @t895 () (>= @t894 1))
1.05/1.26	(define @t896 () (not @t895))
1.05/1.26	(define @t897 () (* -1 2))
1.05/1.26	(define @t898 () (* 2 -1))
1.05/1.26	(define @t899 () (+ 1 @t898 @t59 @t897))
1.05/1.26	(define @t900 () (= (+ 0 0 @t17 tptp.b) 0))
1.05/1.26	(define @t901 () (+ @t404 @t144 @t17 tptp.b))
1.05/1.26	(define @t902 () (+ @t894 @t793 @t816 @t17))
1.05/1.26	(define @t903 () (>= @t902 @t899))
1.05/1.26	(define @t904 () (>= @t894 0))
1.05/1.26	(define @t905 () (not @t904))
1.05/1.26	(define @t906 () (+ @t144 @t63))
1.05/1.26	(define @t907 () (+ (* -1 @t894) @t894))
1.05/1.26	(define @t908 () (+ tptp.b @t9))
1.05/1.26	(define @t909 () (>= @t908 1))
1.05/1.26	(define @t910 () (ite @t270 @t905 @t909))
1.05/1.26	(define @t911 () (+ tptp.a tptp.b))
1.05/1.26	(define @t912 () (>= @t911 1))
1.05/1.26	(define @t913 () (ite @t270 @t50 @t912))
1.05/1.26	(define @t914 () (>= @t856 0))
1.05/1.26	(define @t915 () (not @t914))
1.05/1.26	(define @t916 () (not @t893))
1.05/1.26	(define @t917 () (+ @t59 @t59 -1 @t897 -1 0))
1.05/1.26	(define @t918 () (* -1 @t856))
1.05/1.26	(define @t919 () (+ @t918 @t65 @t856 @t105 @t12 @t11 @t13 @t63 @t61))
1.05/1.26	(define @t920 () (+ @t918 @t69 @t43 @t17 @t857 @t882))
1.05/1.26	(define @t921 () (>= @t911 0))
1.05/1.26	(define @t922 () (not @t921))
1.05/1.26	(define @t923 () (ite @t370 @t913 (ite @t270 @t922 @t81)))
1.05/1.26	(define @t924 () (+ @t26 @t918))
1.05/1.26	(define @t925 () (>= @t924 1))
1.05/1.26	(define @t926 () (ite @t914 @t925 @t861))
1.05/1.26	(define @t927 () (+ @t25 @t36))
1.05/1.26	(define @t928 () (>= @t927 0))
1.05/1.26	(define @t929 () (not @t40))
1.05/1.26	(define @t930 () (not @t928))
1.05/1.26	(define @t931 () (< @t927 0))
1.05/1.26	(define @t932 () (+ 0 0 @t59))
1.05/1.26	(define @t933 () (* 0 @t36))
1.05/1.26	(define @t934 () (= @t933 0))
1.05/1.26	(define @t935 () (+ @t402 @t933 @t25 @t406 @t404))
1.05/1.26	(define @t936 () (+ tptp.c @t15 @t36))
1.05/1.26	(define @t937 () (* -1 @t936))
1.05/1.26	(define @t938 () (+ @t927 @t409 @t937))
1.05/1.26	(define @t939 () (>= @t938 @t932))
1.05/1.26	(define @t940 () (= @t936 0))
1.05/1.26	(define @t941 () (= (* 1 (- @t936 0)) @t39))
1.05/1.26	(define @t942 () (= @t940 @t40))
1.05/1.26	(define @t943 () (and @t40 @t397 @t930))
1.05/1.26	(define @t944 () (= @t25 @t37))
1.05/1.26	(define @t945 () (not @t944))
1.05/1.26	(define @t946 () (>= @t927 1))
1.05/1.26	(define @t947 () (+ @t25 @t933 @t402 @t406 @t404))
1.05/1.26	(define @t948 () (+ (* -1 @t927) @t431 @t936))
1.05/1.26	(define @t949 () (* 1 (- @t25 @t37)))
1.05/1.26	(define @t950 () (= @t927 0))
1.05/1.26	(define @t951 () (and @t40 @t397 @t928 @t945))
1.05/1.26	(define @t952 () (= @t25 @t36))
1.05/1.26	(define @t953 () (or @t952 @t944))
1.05/1.26	(define @t954 () (not @t953))
1.05/1.26	(define @t955 () (not @t923))
1.05/1.26	(define @t956 () (and @t923 @t953 @t240 @t850))
1.05/1.26	(define @t957 () (not @t850))
1.05/1.26	(define @t958 () (>= @t924 0))
1.05/1.26	(define @t959 () (not @t958))
1.05/1.26	(define @t960 () (>= @t860 0))
1.05/1.26	(define @t961 () (not @t960))
1.05/1.26	(define @t962 () (ite @t877 @t926 (ite @t914 @t961 @t959)))
1.05/1.26	(define @t963 () (not @t877))
1.05/1.26	(define @t964 () (* 1 (- @t924 0)))
1.05/1.26	(define @t965 () (- @t856))
1.05/1.26	(define @t966 () (- @t26))
1.05/1.26	(define @t967 () (<= @t966 @t965))
1.05/1.26	(define @t968 () (* 1 (- @t860 0)))
1.05/1.26	(define @t969 () (<= @t966 @t856))
1.05/1.26	(define @t970 () (ite @t914 (> @t966 @t856) (> @t966 @t965)))
1.05/1.26	(define @t971 () (* -1 (- @t860 1)))
1.05/1.26	(define @t972 () (+ @t918 1))
1.05/1.26	(define @t973 () (>= @t26 @t972))
1.05/1.26	(define @t974 () (<= @t26 @t965))
1.05/1.26	(define @t975 () (* -1 (- @t924 1)))
1.05/1.26	(define @t976 () (+ @t856 1))
1.05/1.26	(define @t977 () (>= @t26 @t976))
1.05/1.26	(define @t978 () (ite @t914 (> @t26 @t856) (> @t26 @t965)))
1.05/1.26	(define @t979 () (ite @t877 @t978 @t970))
1.05/1.26	(define @t980 () (- @t36))
1.05/1.26	(define @t981 () (= @t25 @t980))
1.05/1.26	(define @t982 () (or @t952 @t981))
1.05/1.26	(define @t983 () (- tptp.b))
1.05/1.26	(define @t984 () (<= @t115 @t983))
1.05/1.26	(define @t985 () (* 1 (- @t911 0)))
1.05/1.26	(define @t986 () (<= @t115 tptp.b))
1.05/1.26	(define @t987 () (ite @t270 (> @t115 tptp.b) (> @t115 @t983)))
1.05/1.26	(define @t988 () (* -1 (- @t911 1)))
1.05/1.26	(define @t989 () (+ @t17 1))
1.05/1.26	(define @t990 () (>= tptp.a @t989))
1.05/1.26	(define @t991 () (<= tptp.a @t983))
1.05/1.26	(define @t992 () (+ tptp.b 1))
1.05/1.26	(define @t993 () (>= tptp.a @t992))
1.05/1.26	(define @t994 () (ite @t270 (> tptp.a tptp.b) (> tptp.a @t983)))
1.05/1.26	(define @t995 () (ite @t370 @t994 @t987))
1.05/1.26	(define @t996 () (and @t995 @t982 @t240 @t850))
1.05/1.26	(define @t997 () (not @t909))
1.05/1.26	(define @t998 () (>= @t13 @t611))
1.05/1.26	(define @t999 () (<= @t13 -1))
1.05/1.26	(define @t1000 () (+ -1 1 @t59 @t59))
1.05/1.26	(define @t1001 () (+ @t144 @t142 @t17 tptp.b))
1.05/1.26	(define @t1002 () (+ @t13 @t908 @t17 @t168))
1.05/1.26	(define @t1003 () (>= @t1002 @t1000))
1.05/1.26	(define @t1004 () (and @t106 @t270 @t997 @t204))
1.05/1.26	(define @t1005 () (* 1 (- tptp.b @t10)))
1.05/1.26	(define @t1006 () (* 1 (- @t908 0)))
1.05/1.26	(define @t1007 () (= tptp.b @t10))
1.05/1.26	(define @t1008 () (= @t908 0))
1.05/1.26	(define @t1009 () (+ @t908 (* -1 @t908)))
1.05/1.26	(define @t1010 () (not @t1007))
1.05/1.26	(define @t1011 () (= @t9 @t17))
1.05/1.26	(define @t1012 () (= (* tptp.b -1) @t17))
1.05/1.26	(define @t1013 () (>= @t908 0))
1.05/1.26	(define @t1014 () (ite @t244 @t910 (ite @t270 (not @t1013) @t895)))
1.05/1.26	(define @t1015 () (not @t244))
1.05/1.26	(define @t1016 () (>= @t10 @t989))
1.05/1.26	(define @t1017 () (<= @t548 @t983))
1.05/1.26	(define @t1018 () (<= @t548 tptp.b))
1.05/1.26	(define @t1019 () (ite @t270 (> @t548 tptp.b) (> @t548 @t983)))
1.05/1.26	(define @t1020 () (>= @t9 @t989))
1.05/1.26	(define @t1021 () (<= @t9 @t983))
1.05/1.26	(define @t1022 () (>= tptp.b @t9))
1.05/1.26	(define @t1023 () (ite @t270 (> @t9 tptp.b) (> @t9 @t983)))
1.05/1.26	(define @t1024 () (ite @t244 @t1023 @t1019))
1.05/1.26	(define @t1025 () (>= tptp.c -1))
1.05/1.26	(define @t1026 () (not @t1025))
1.05/1.26	(define @t1027 () (<= @t472 @t659))
1.05/1.26	(define @t1028 () (<= @t472 1))
1.05/1.26	(define @t1029 () (ite @t662 (> @t472 1) (> @t472 @t659)))
1.05/1.26	(define @t1030 () (>= tptp.c 2))
1.05/1.26	(define @t1031 () (>= tptp.c @t611))
1.05/1.26	(define @t1032 () (<= tptp.c @t659))
1.05/1.26	(define @t1033 () (>= tptp.c @t667))
1.05/1.26	(define @t1034 () (ite @t662 (> tptp.c 1) (> tptp.c @t659)))
1.05/1.26	(define @t1035 () (ite @t259 @t1034 @t1029))
1.05/1.26	(define @t1036 () (and @t1035 @t250 @t243))
1.05/1.26	(define @t1037 () (abs @t9))
1.05/1.26	(define @t1038 () (+ @t560 (* -1 @t1037)))
1.05/1.26	(define @t1039 () (>= @t560 @t1037))
1.05/1.26	(define @t1040 () (* 1 tptp.b))
1.05/1.26	(define @t1041 () (abs @t1040))
1.05/1.26	(define @t1042 () (<= @t556 @t1041))
1.05/1.26	(define @t1043 () (ite @t259 @t1030 @t1026))
1.05/1.26	(define @t1044 () (and @t1043 @t250 @t243))
1.05/1.26	(define @t1045 () (not @t1043))
1.05/1.26	(define @t1046 () (not @t243))
1.05/1.26	(define @t1047 () (and @t261 @t682))
1.05/1.26	(define @t1048 () (@list @t468))
1.05/1.26	(define @t1049 () (@list false false true false))
1.05/1.26	(define @t1050 () (- tptp.d @t8))
1.05/1.26	(define @t1051 () (= tptp.d @t8))
1.05/1.26	(define @t1052 () (= @t8 tptp.d))
1.05/1.26	(define @t1053 () (= (* 1 tptp.d) tptp.d))
1.05/1.26	(define @t1054 () (+ @t838 @t820))
1.05/1.26	(define @t1055 () (not @t29))
1.05/1.26	(define @t1056 () (>= @t608 @t611))
1.05/1.26	(define @t1057 () (<= @t608 -1))
1.05/1.26	(define @t1058 () (+ -1 0 @t59 1 0))
1.05/1.26	(define @t1059 () (+ @t607 @t402 @t26 @t25 @t299 @t144 @t8 @t15 tptp.d @t404))
1.05/1.26	(define @t1060 () (+ @t608 @t409 @t839 @t820 @t27))
1.05/1.26	(define @t1061 () (>= @t1060 @t1058))
1.05/1.26	(define @t1062 () (= @t810 0))
1.05/1.26	(define @t1063 () (and @t29 @t822 @t775 @t397 @t610))
1.05/1.26	(define @t1064 () (+ @t25 @t26))
1.05/1.26	(define @t1065 () (>= @t1064 1))
1.05/1.26	(define @t1066 () (ite @t399 @t610 @t1065))
1.05/1.26	(define @t1067 () (>= @t608 1))
1.05/1.26	(define @t1068 () (>= @t1064 0))
1.05/1.26	(define @t1069 () (ite @t877 @t1066 (ite @t399 (not @t1068) @t1067)))
1.05/1.26	(define @t1070 () (+ @t402 1))
1.05/1.26	(define @t1071 () (>= @t607 @t1070))
1.05/1.26	(define @t1072 () (- @t25))
1.05/1.26	(define @t1073 () (<= @t966 @t1072))
1.05/1.26	(define @t1074 () (<= @t966 @t25))
1.05/1.26	(define @t1075 () (ite @t399 (> @t966 @t25) (> @t966 @t1072)))
1.05/1.26	(define @t1076 () (>= @t26 @t1070))
1.05/1.26	(define @t1077 () (<= @t26 @t1072))
1.05/1.26	(define @t1078 () (>= @t25 @t26))
1.05/1.26	(define @t1079 () (ite @t399 (> @t26 @t25) (> @t26 @t1072)))
1.05/1.26	(define @t1080 () (ite @t877 @t1079 @t1075))
1.05/1.26	(define @t1081 () (>= tptp.a -1))
1.05/1.26	(define @t1082 () (not @t1081))
1.05/1.26	(define @t1083 () (<= @t115 @t659))
1.05/1.26	(define @t1084 () (<= @t115 1))
1.05/1.26	(define @t1085 () (ite @t662 (> @t115 1) (> @t115 @t659)))
1.05/1.26	(define @t1086 () (>= tptp.a 2))
1.05/1.26	(define @t1087 () (>= tptp.a @t611))
1.05/1.26	(define @t1088 () (<= tptp.a @t659))
1.05/1.26	(define @t1089 () (>= tptp.a @t667))
1.05/1.26	(define @t1090 () (ite @t662 (> tptp.a 1) (> tptp.a @t659)))
1.05/1.26	(define @t1091 () (ite @t370 @t1090 @t1085))
1.05/1.26	(define @t1092 () (and @t1091 @t850 @t240))
1.05/1.26	(define @t1093 () (abs @t26))
1.05/1.26	(define @t1094 () (abs @t25))
1.05/1.26	(define @t1095 () (+ @t1094 (* -1 @t1093)))
1.05/1.26	(define @t1096 () (>= @t1094 @t1093))
1.05/1.26	(define @t1097 () (* 1 @t25))
1.05/1.26	(define @t1098 () (abs @t1097))
1.05/1.26	(define @t1099 () (<= @t1093 @t1098))
1.05/1.26	(define @t1100 () (ite @t370 @t1086 @t1082))
1.05/1.26	(define @t1101 () (and @t1100 @t850 @t240))
1.05/1.26	(define @t1102 () (not @t1100))
1.05/1.26	(define @t1103 () (not @t1086))
1.05/1.26	(define @t1104 () (+ 2 @t91 @t91))
1.05/1.26	(define @t1105 () (>= @t754 @t1104))
1.05/1.26	(define @t1106 () (= tptp.a 1))
1.05/1.26	(define @t1107 () (not @t1106))
1.05/1.26	(define @t1108 () (+ 1 @t897 1))
1.05/1.26	(define @t1109 () (>= @t735 @t1108))
1.05/1.26	(define @t1110 () (- tptp.d @t11))
1.05/1.26	(define @t1111 () (= tptp.d @t11))
1.05/1.26	(define @t1112 () (= @t11 tptp.d))
1.05/1.26	(define @t1113 () (= tptp.c @t13))
1.05/1.26	(define @t1114 () (= @t13 tptp.c))
1.05/1.26	(define @t1115 () (not @t1111))
1.05/1.26	(define @t1116 () (+ tptp.d @t12))
1.05/1.26	(define @t1117 () (>= @t1116 0))
1.05/1.26	(define @t1118 () (not @t1117))
1.05/1.26	(define @t1119 () (= @t1116 0))
1.05/1.26	(define @t1120 () (+ @t348 @t406))
1.05/1.26	(define @t1121 () (* -1 @t1116))
1.05/1.26	(define @t1122 () (+ @t1121 @t1116))
1.05/1.26	(define @t1123 () (and @t1111 @t1118))
1.05/1.26	(define @t1124 () (not @t1113))
1.05/1.26	(define @t1125 () (and @t775 @t1113 @t138))
1.05/1.26	(define @t1126 () (+ @t59 1 -1 @t59))
1.05/1.26	(define @t1127 () (+ @t299 @t144 @t348 @t8 @t142 @t406))
1.05/1.26	(define @t1128 () (+ @t150 @t820 @t14 @t1121))
1.05/1.26	(define @t1129 () (>= @t1128 @t1126))
1.05/1.26	(define @t1130 () (and @t1117 @t30 @t822 @t110))
1.05/1.26	(define @t1131 () (= (* 0 tptp.d) 0))
1.05/1.26	(define @t1132 () (= @t8 0))
1.05/1.26	(define @t1133 () (= @t9 0))
1.05/1.26	(define @t1134 () (and @t1132 @t1133))
1.05/1.26	(define @t1135 () (not @t1133))
1.05/1.26	(define @t1136 () (+ 0 @t59 @t59))
1.05/1.26	(define @t1137 () (= (+ tptp.a @t42 @t17) 0))
1.05/1.26	(define @t1138 () (+ tptp.a @t95 @t17))
1.05/1.26	(define @t1139 () (>= @t1138 @t1136))
1.05/1.26	(define @t1140 () (+ 1 0 -1 @t59))
1.05/1.26	(define @t1141 () (+ @t105 @t299 @t41 @t10 @t12 @t8 @t9 @t11 @t13 tptp.a))
1.05/1.26	(define @t1142 () (+ @t882 @t564 @t14 @t41))
1.05/1.26	(define @t1143 () (>= @t1142 @t1140))
1.05/1.26	(define @t1144 () (@list false false false false false))
1.05/1.26	(define @t1145 () (@list @t194))
1.05/1.26	(define @t1146 () (and @t243 @t259))
1.05/1.26	(define @t1147 () (and @t287 @t198))
1.05/1.26	(define @t1148 () (and @t271 @t190))
1.05/1.26	(define @t1149 () (>= @t1138 @t751))
1.05/1.26	(define @t1150 () (+ @t59 @t59 -1))
1.05/1.26	(define @t1151 () (+ @t868 @t696 @t857))
1.05/1.26	(define @t1152 () (>= @t36 0))
1.05/1.26	(define @t1153 () (not @t1152))
1.05/1.26	(define @t1154 () (not @t1153))
1.05/1.26	(define @t1155 () (+ @t933 @t406 @t404))
1.05/1.26	(define @t1156 () (+ @t36 @t16 @t937))
1.05/1.26	(define @t1157 () (>= @t1156 @t932))
1.05/1.26	(define @t1158 () (>= @t36 -1))
1.05/1.26	(define @t1159 () (>= @t36 @t611))
1.05/1.26	(define @t1160 () (<= @t36 -1))
1.05/1.26	(define @t1161 () (not @t1158))
1.05/1.26	(define @t1162 () (not @t1160))
1.05/1.26	(define @t1163 () (+ 1 -1))
1.05/1.26	(define @t1164 () (+ @t178 -1))
1.05/1.26	(define @t1165 () (+ @t37 @t36))
1.05/1.26	(define @t1166 () (= @t1165 0))
1.05/1.26	(define @t1167 () (>= @t1165 @t1164))
1.05/1.26	(define @t1168 () (= @t36 -1))
1.05/1.26	(define @t1169 () (not @t1168))
1.05/1.26	(define @t1170 () (+ @t59 @t59 0 @t91))
1.05/1.26	(define @t1171 () (* 0 @t25))
1.05/1.26	(define @t1172 () (+ @t1171 @t37 @t36 @t406 @t404))
1.05/1.26	(define @t1173 () (+ @t37 @t431 @t936 @t402))
1.05/1.26	(define @t1174 () (and @t843 @t40 @t397 @t1169 @t1158))
1.05/1.26	(define @t1175 () (+ @t36 @t37))
1.05/1.26	(define @t1176 () (and @t1168 @t1152))
1.05/1.26	(define @t1177 () (@list false false false false))
1.05/1.26	(define @t1178 () (and @t844 @t399))
1.05/1.26	(define @t1179 () (+ @t25 @t37))
1.05/1.26	(define @t1180 () (>= @t1179 0))
1.05/1.26	(define @t1181 () (not @t1180))
1.05/1.26	(define @t1182 () (< @t1179 0))
1.05/1.26	(define @t1183 () (+ 0 0 0 @t738))
1.05/1.26	(define @t1184 () (+ @t402 @t37 @t36 @t25 @t406 @t404))
1.05/1.26	(define @t1185 () (+ @t1179 @t936 @t409 (* -2 @t16)))
1.05/1.26	(define @t1186 () (>= @t1185 @t1183))
1.05/1.26	(define @t1187 () (not @t952))
1.05/1.26	(define @t1188 () (>= @t1179 1))
1.05/1.26	(define @t1189 () (* 2 0))
1.05/1.26	(define @t1190 () (+ @t91 @t59 @t59 @t1189))
1.05/1.26	(define @t1191 () (+ @t793 @t827))
1.05/1.26	(define @t1192 () (+ @t34 tptp.d @t37))
1.05/1.26	(define @t1193 () (+ @t402 @t36))
1.05/1.26	(define @t1194 () (* 2 @t16))
1.05/1.26	(define @t1195 () (* -1 @t1179))
1.05/1.26	(define @t1196 () (+ @t1195 @t937 @t431 @t1194))
1.05/1.26	(define @t1197 () (- @t25 @t36))
1.05/1.26	(define @t1198 () (= @t1179 0))
1.05/1.26	(define @t1199 () (and @t520 @t397 @t40 @t1180 @t1187))
1.05/1.26	(define @t1200 () (= @t26 0))
1.05/1.26	(define @t1201 () (= @t36 0))
1.05/1.26	(define @t1202 () (and @t844 @t399 @t952))
1.05/1.26	(define @t1203 () (>= @t20 0))
1.05/1.26	(define @t1204 () (not @t1200))
1.05/1.26	(define @t1205 () (not @t1203))
1.05/1.26	(define @t1206 () (+ @t693 @t348 @t142))
1.05/1.26	(define @t1207 () (+ @t20 @t696 @t607))
1.05/1.26	(define @t1208 () (>= @t1207 @t1136))
1.05/1.26	(define @t1209 () (= (* tptp.b 0) 0))
1.05/1.26	(define @t1210 () (= @t856 0))
1.05/1.26	(define @t1211 () (not @t1201))
1.05/1.26	(define @t1212 () (not @t1210))
1.05/1.26	(define @t1213 () (< @t860 0))
1.05/1.26	(define @t1214 () (+ 0 0 @t59 @t59))
1.05/1.26	(define @t1215 () (+ @t607 @t918 @t856 @t26 @t348 @t142))
1.05/1.26	(define @t1216 () (+ @t860 @t624 @t567 @t918))
1.05/1.26	(define @t1217 () (>= @t1216 @t1214))
1.05/1.26	(define @t1218 () (and @t1210 @t1203 @t586 @t961))
1.05/1.26	(define @t1219 () (>= tptp.b -1))
1.05/1.26	(define @t1220 () (>= tptp.b @t611))
1.05/1.26	(define @t1221 () (<= tptp.b -1))
1.05/1.26	(define @t1222 () (not @t1219))
1.05/1.26	(define @t1223 () (not @t1221))
1.05/1.26	(define @t1224 () (>= @t280 @t1164))
1.05/1.26	(define @t1225 () (* 2 tptp.a))
1.05/1.26	(define @t1226 () (+ @t1225 @t607))
1.05/1.26	(define @t1227 () (>= @t1226 1))
1.05/1.26	(define @t1228 () (not @t1227))
1.05/1.26	(define @t1229 () (>= @t857 @t611))
1.05/1.26	(define @t1230 () (<= @t857 -1))
1.05/1.26	(define @t1231 () (* -2 -1))
1.05/1.26	(define @t1232 () (+ -1 1 @t1231 @t179 @t59 @t59))
1.05/1.26	(define @t1233 () (* -2 tptp.a))
1.05/1.26	(define @t1234 () (* 2 tptp.b))
1.05/1.26	(define @t1235 () (* -2 tptp.b))
1.05/1.26	(define @t1236 () (+ @t693 @t918 @t856 @t1235 @t1225 @t348 @t142 @t1234 @t1233))
1.05/1.26	(define @t1237 () (+ @t857 @t1226 @t1235 (* -2 @t18) @t696 @t918))
1.05/1.26	(define @t1238 () (>= @t1237 @t1232))
1.05/1.26	(define @t1239 () (and @t914 @t586 @t50 @t1219 @t1228 @t859))
1.05/1.26	(define @t1240 () (+ @t1226 1))
1.05/1.26	(define @t1241 () (* tptp.a @t796))
1.05/1.26	(define @t1242 () (>= @t588 @t1241))
1.05/1.26	(define @t1243 () (>= @t25 2))
1.05/1.26	(define @t1244 () (and @t199 @t1243))
1.05/1.26	(define @t1245 () (>= @t25 @t796))
1.05/1.26	(define @t1246 () (and @t199 @t1245))
1.05/1.26	(define @t1247 () (and @t194 @t1243))
1.05/1.26	(define @t1248 () (not @t1243))
1.05/1.26	(define @t1249 () (= @t36 @t856))
1.05/1.26	(define @t1250 () (not @t1249))
1.05/1.26	(define @t1251 () (>= @t25 @t667))
1.05/1.26	(define @t1252 () (<= @t25 1))
1.05/1.26	(define @t1253 () (+ 1 @t59 0 @t59 0 @t91 0 0))
1.05/1.26	(define @t1254 () (+ @t918 @t402 @t856 @t933 @t25 @t105 @t12 @t11 @t13 @t406 @t63 @t404 @t61))
1.05/1.26	(define @t1255 () (+ @t36 @t918))
1.05/1.26	(define @t1256 () (+ @t25 @t937 @t1255 @t17 @t882 @t95 @t409 @t857))
1.05/1.26	(define @t1257 () (>= @t1256 @t1253))
1.05/1.26	(define @t1258 () (- @t36 @t856))
1.05/1.26	(define @t1259 () (and @t859 @t397 @t50 @t893 @t270 @t1249 @t40 @t1248))
1.05/1.26	(define @t1260 () (= @t856 @t36))
1.05/1.26	(define @t1261 () (= (* 1 @t36) @t36))
1.05/1.26	(define @t1262 () (@list @t50))
1.05/1.26	(define @t1263 () (>= @t564 1))
1.05/1.26	(define @t1264 () (not @t1263))
1.05/1.26	(define @t1265 () (not @t1264))
1.05/1.26	(define @t1266 () (+ 1 0 @t91 -1 0))
1.05/1.26	(define @t1267 () (+ @t607 @t26 @t105 @t299 @t41 @t10 @t12 @t8 @t9 @t11 @t13 tptp.a))
1.05/1.26	(define @t1268 () (+ @t564 @t882 @t41 @t27 @t624))
1.05/1.26	(define @t1269 () (>= @t1268 @t1266))
1.05/1.26	(define @t1270 () (* -1 @t564))
1.05/1.26	(define @t1271 () (+ @t564 @t1270))
1.05/1.26	(define @t1272 () (= @t1271 @t311))
1.05/1.26	(define @t1273 () (and @t1263 @t1132))
1.05/1.26	(define @t1274 () (and @t271 @t1153))
1.05/1.26	(define @t1275 () (>= @t20 1))
1.05/1.26	(define @t1276 () (not @t1275))
1.05/1.26	(define @t1277 () (not @t1276))
1.05/1.26	(define @t1278 () (+ @t105 @t41 @t12 @t11 @t13 tptp.a))
1.05/1.26	(define @t1279 () (+ @t20 @t882 @t41))
1.05/1.26	(define @t1280 () (>= @t1279 @t375))
1.05/1.26	(define @t1281 () (>= @t856 1))
1.05/1.26	(define @t1282 () (>= @t856 @t188))
1.05/1.26	(define @t1283 () (and @t287 (< @t36 0)))
1.05/1.26	(define @t1284 () (>= @t13 @t11))
1.05/1.26	(define @t1285 () (+ @t11 1))
1.05/1.26	(define @t1286 () (>= @t13 @t1285))
1.05/1.26	(define @t1287 () (<= @t13 @t11))
1.05/1.26	(define @t1288 () (not @t1284))
1.05/1.26	(define @t1289 () (not @t1287))
1.05/1.26	(define @t1290 () (+ @t12 @t11))
1.05/1.26	(define @t1291 () (>= @t229 @t1290))
1.05/1.26	(define @t1292 () (not @t1281))
1.05/1.26	(define @t1293 () (+ @t918 @t856 @t348 @t142))
1.05/1.26	(define @t1294 () (+ @t918 @t567 @t857))
1.05/1.26	(define @t1295 () (>= @t1294 @t92))
1.05/1.26	(define @t1296 () (and @t859 @t1203 @t1281))
1.05/1.26	(define @t1297 () (ite @t370 @t922 @t50))
1.05/1.26	(define @t1298 () (ite @t270 (ite @t370 @t81 @t912) @t1297))
1.05/1.26	(define @t1299 () (and @t371 @t397))
1.05/1.26	(define @t1300 () (and @t368 @t397))
1.05/1.26	(define @t1301 () (and @t368 @t398))
1.05/1.26	(define @t1302 () (< @t856 0))
1.05/1.26	(define @t1303 () (+ @t856 @t918))
1.05/1.26	(define @t1304 () (>= @t1303 @t246))
1.05/1.26	(define @t1305 () (not @t873))
1.05/1.26	(define @t1306 () (+ @t91 @t59 1))
1.05/1.26	(define @t1307 () (+ @t607 @t696 @t20))
1.05/1.26	(define @t1308 () (>= @t1307 @t1306))
1.05/1.26	(define @t1309 () (and @t1276 @t586 @t873))
1.05/1.26	(define @t1310 () (ite @t877 @t959 @t861))
1.05/1.26	(define @t1311 () (not @t1310))
1.05/1.26	(define @t1312 () (and @t1305 @t1204))
1.05/1.26	(define @t1313 () (ite @t914 @t1310 (ite @t877 @t961 @t925)))
1.05/1.26	(define @t1314 () (+ @t607 1))
1.05/1.26	(define @t1315 () (>= @t918 @t1314))
1.05/1.26	(define @t1316 () (<= @t965 @t966))
1.05/1.26	(define @t1317 () (<= @t965 @t26))
1.05/1.26	(define @t1318 () (ite @t877 (> @t965 @t26) (> @t965 @t966)))
1.05/1.26	(define @t1319 () (>= @t856 @t1314))
1.05/1.26	(define @t1320 () (<= @t856 @t966))
1.05/1.26	(define @t1321 () (>= @t26 @t856))
1.05/1.26	(define @t1322 () (ite @t877 (> @t856 @t26) (> @t856 @t966)))
1.05/1.26	(define @t1323 () (ite @t914 @t1322 @t1318))
1.05/1.26	(define @t1324 () (= @t36 @t1072))
1.05/1.26	(define @t1325 () (= @t36 @t25))
1.05/1.26	(define @t1326 () (or @t1325 @t1324))
1.05/1.26	(define @t1327 () (>= @t17 @t645))
1.05/1.26	(define @t1328 () (<= @t983 @t115))
1.05/1.26	(define @t1329 () (<= @t983 tptp.a))
1.05/1.26	(define @t1330 () (ite @t370 (> @t983 tptp.a) (> @t983 @t115)))
1.05/1.26	(define @t1331 () (>= tptp.b @t645))
1.05/1.26	(define @t1332 () (<= tptp.b @t115))
1.05/1.26	(define @t1333 () (ite @t370 (> tptp.b tptp.a) (> tptp.b @t115)))
1.05/1.26	(define @t1334 () (ite @t270 @t1333 @t1330))
1.05/1.26	(define @t1335 () (and @t1334 @t1326 @t250 @t1211))
1.05/1.26	(define @t1336 () (and @t1298 @t953 @t250 @t1211))
1.05/1.26	(define @t1337 () (not @t1298))
1.05/1.26	(define @t1338 () (and @t1201 @t1153))
1.05/1.26	(define @t1339 () (@list true true))
1.05/1.26	(define @t1340 () (@list @t270))
1.05/1.26	(define @t1341 () (and @t271 @t40))
1.05/1.26	(define @t1342 () (+ @t8 @t918))
1.05/1.26	(define @t1343 () (* 1 (- @t9 @t1342)))
1.05/1.26	(define @t1344 () (= @t9 @t1342))
1.05/1.26	(define @t1345 () (* tptp.b @t265))
1.05/1.26	(define @t1346 () (* tptp.b @t36))
1.05/1.26	(define @t1347 () (= @t1346 @t1345))
1.05/1.26	(define @t1348 () (and @t287 @t40))
1.05/1.26	(define @t1349 () (= @t36 @t265))
1.05/1.26	(define @t1350 () (and @t287 @t1349))
1.05/1.26	(define @t1351 () (+ @t34 @t15 tptp.d tptp.c))
1.05/1.26	(define @t1352 () (+ @t16 @t34 tptp.d))
1.05/1.26	(define @t1353 () (>= @t1352 @t734))
1.05/1.26	(define @t1354 () (not @t437))
1.05/1.26	(define @t1355 () (+ @t91 1 @t59))
1.05/1.26	(define @t1356 () (+ @t126 @t102 @t341 @t340))
1.05/1.26	(define @t1357 () (+ @t126 @t344 @t341))
1.05/1.26	(define @t1358 () (>= @t1357 @t1355))
1.05/1.26	(define @t1359 () (and @t422 @t360 @t437))
1.05/1.26	(define @t1360 () (+ @t34 @t15))
1.05/1.26	(define @t1361 () (* -1 @t475))
1.05/1.26	(define @t1362 () (+ tptp.c tptp.d @t1361))
1.05/1.26	(define @t1363 () (>= @t1362 @t234))
1.05/1.26	(define @t1364 () (>= @t340 1))
1.05/1.26	(define @t1365 () (not @t1364))
1.05/1.26	(define @t1366 () (+ @t341 @t340))
1.05/1.26	(define @t1367 () (>= @t339 1))
1.05/1.26	(define @t1368 () (not @t1367))
1.05/1.26	(define @t1369 () (+ 1 @t91 0))
1.05/1.26	(define @t1370 () (+ @t461 @t339 @t63 @t61))
1.05/1.26	(define @t1371 () (+ @t339 @t95 @t502))
1.05/1.26	(define @t1372 () (>= @t1371 @t1369))
1.05/1.26	(define @t1373 () (>= @t340 @t188))
1.05/1.26	(define @t1374 () (>= @t339 @t188))
1.05/1.26	(define @t1375 () (and @t198 (> @t339 0)))
1.05/1.26	(define @t1376 () (and @t190 @t1367))
1.05/1.26	(define @t1377 () (@list false true false))
1.05/1.26	(define @t1378 () (+ 1 @t59 @t91))
1.05/1.26	(define @t1379 () (+ tptp.c @t15 @t265))
1.05/1.26	(define @t1380 () (>= @t1379 @t1378))
1.05/1.26	(define @t1381 () (ite @t257 @t468 @t481))
1.05/1.26	(define @t1382 () (ite @t259 @t1381 (ite @t257 @t489 @t260)))
1.05/1.26	(define @t1383 () (+ @t59 @t91 @t59 @t1189))
1.05/1.26	(define @t1384 () (+ @t41 tptp.b @t339))
1.05/1.26	(define @t1385 () (+ @t41 @t17))
1.05/1.26	(define @t1386 () (* -1 @t911))
1.05/1.26	(define @t1387 () (+ @t1386 @t461 @t512 @t1225))
1.05/1.26	(define @t1388 () (and @t238 @t495 @t1367 @t921))
1.05/1.26	(define @t1389 () (< tptp.a -1))
1.05/1.26	(define @t1390 () (>= @t758 @t159))
1.05/1.26	(define @t1391 () (= tptp.a -1))
1.05/1.26	(define @t1392 () (not @t1391))
1.05/1.26	(define @t1393 () (and @t371 @t1392))
1.05/1.26	(define @t1394 () (not @t1344))
1.05/1.26	(define @t1395 () (+ @t9 @t299 @t856))
1.05/1.26	(define @t1396 () (= @t1395 0))
1.05/1.26	(define @t1397 () (+ 0 0 @t91))
1.05/1.26	(define @t1398 () (+ @t865 @t693 @t299 @t10 @t8 @t9))
1.05/1.26	(define @t1399 () (+ @t1395 @t27 @t868))
1.05/1.26	(define @t1400 () (>= @t1399 @t1397))
1.05/1.26	(define @t1401 () (= (* 1 (- @t1395 0)) @t1343))
1.05/1.26	(define @t1402 () (= @t1396 @t1344))
1.05/1.26	(define @t1403 () (and @t861 @t29 @t1344))
1.05/1.26	(define @t1404 () (+ @t607 @t26 @t299 @t10 @t8 @t9))
1.05/1.26	(define @t1405 () (+ @t564 @t607 @t27))
1.05/1.26	(define @t1406 () (>= @t1405 @t734))
1.05/1.26	(define @t1407 () (>= @t564 0))
1.05/1.26	(define @t1408 () (not @t1407))
1.05/1.26	(define @t1409 () (>= @t564 @t611))
1.05/1.26	(define @t1410 () (<= @t564 -1))
1.05/1.26	(define @t1411 () (+ -1 @t91))
1.05/1.26	(define @t1412 () (>= @t293 0))
1.05/1.26	(define @t1413 () (not @t1412))
1.05/1.26	(define @t1414 () (>= @t8 0))
1.05/1.26	(define @t1415 () (ite @t1414 @t1413 @t1408))
1.05/1.26	(define @t1416 () (not @t1415))
1.05/1.26	(define @t1417 () (not @t1414))
1.05/1.26	(define @t1418 () (< @t293 0))
1.05/1.26	(define @t1419 () (+ 0 @t59 @t738))
1.05/1.26	(define @t1420 () (* -2 @t8))
1.05/1.26	(define @t1421 () (+ @t1420 @t8 @t8 @t144))
1.05/1.26	(define @t1422 () (+ @t293 @t1270 @t1420))
1.05/1.26	(define @t1423 () (>= @t1422 @t1419))
1.05/1.26	(define @t1424 () (ite @t244 (ite @t1414 @t1263 @t294) @t1415))
1.05/1.26	(define @t1425 () (- @t8))
1.05/1.26	(define @t1426 () (<= @t548 @t1425))
1.05/1.26	(define @t1427 () (<= @t548 @t8))
1.05/1.26	(define @t1428 () (ite @t1414 (> @t548 @t8) (> @t548 @t1425)))
1.05/1.26	(define @t1429 () (+ @t299 1))
1.05/1.26	(define @t1430 () (>= @t9 @t1429))
1.05/1.26	(define @t1431 () (<= @t9 @t1425))
1.05/1.26	(define @t1432 () (+ @t8 1))
1.05/1.26	(define @t1433 () (>= @t9 @t1432))
1.05/1.26	(define @t1434 () (ite @t1414 (> @t9 @t8) (> @t9 @t1425)))
1.05/1.26	(define @t1435 () (ite @t244 @t1434 @t1428))
1.05/1.26	(define @t1436 () (<= @t472 @t473))
1.05/1.26	(define @t1437 () (<= @t472 tptp.d))
1.05/1.26	(define @t1438 () (ite @t257 (> @t472 tptp.d) (> @t472 @t473)))
1.05/1.26	(define @t1439 () (+ @t15 1))
1.05/1.26	(define @t1440 () (>= tptp.c @t1439))
1.05/1.26	(define @t1441 () (<= tptp.c @t473))
1.05/1.26	(define @t1442 () (+ tptp.d 1))
1.05/1.26	(define @t1443 () (>= tptp.c @t1442))
1.05/1.26	(define @t1444 () (ite @t257 (> tptp.c tptp.d) (> tptp.c @t473)))
1.05/1.26	(define @t1445 () (ite @t259 @t1444 @t1438))
1.05/1.26	(define @t1446 () (and @t1445 @t243 @t250))
1.05/1.26	(define @t1447 () (abs @t8))
1.05/1.26	(define @t1448 () (+ @t1037 (* -1 @t1447)))
1.05/1.26	(define @t1449 () (>= @t1448 1))
1.05/1.26	(define @t1450 () (+ @t1447 1))
1.05/1.26	(define @t1451 () (>= @t1037 @t1450))
1.05/1.26	(define @t1452 () (<= @t556 @t559))
1.05/1.26	(define @t1453 () (and @t1382 @t243 @t250))
1.05/1.26	(define @t1454 () (not @t1382))
1.05/1.26	(define @t1455 () (+ tptp.c @t34))
1.05/1.26	(define @t1456 () (+ @t59 0 @t59 0))
1.05/1.26	(define @t1457 () (+ @t607 @t918 @t856 @t26 @t299 @t10 @t8 @t9))
1.05/1.26	(define @t1458 () (+ @t607 @t27 @t918 @t1395))
1.05/1.26	(define @t1459 () (>= @t1458 @t1456))
1.05/1.26	(define @t1460 () (and @t1344 @t1210 @t29 @t1200))
1.05/1.26	(assume @p1 @t5)
1.05/1.26	(assume @p2 @t6)
1.05/1.26	(assume @p3 @t7)
1.05/1.26	(assume @p4 true)
1.05/1.26	(step @p5 :rule arith-elim-leq :args (0 @t14))
1.05/1.26	(step @p6 :rule arith_poly_norm :args ((= (* @t18 @t16) @t14)))
1.05/1.26	(step @p7 :rule arith_poly_norm :args ((= @t1 @t16)))
1.05/1.26	(step @p8 :rule arith_poly_norm :args ((= @t2 @t18)))
1.05/1.26	(step @p9 :rule nary_cong :premises (@p8 @p7) :args (@t3))
1.05/1.26	(step @p10 :rule trans :premises (@p9 @p6))
1.05/1.26	(step @p11 :rule refl :args (0))
1.05/1.26	(step @p12 :rule cong :premises (@p11 @p10) :args (@t4))
1.05/1.26	(step @p13 :rule trans :premises (@p12 @p5))
1.05/1.26	(step @p14 :rule cong :premises (@p13) :args (@t5))
1.05/1.26	(step @p15 :rule eq_resolve :premises (@p1 @p14))
1.05/1.26	(step @p16 :rule refl :args (@t19))
1.05/1.26	(step @p17 :rule arith_poly_norm :args ((= (+ @t20 @t10 @t8) @t14)))
1.05/1.26	(step @p18 :rule refl :args (@t8))
1.05/1.26	(step @p19 :rule refl :args (@t10))
1.05/1.26	(step @p20 :rule arith_poly_norm :args ((= @t21 @t20)))
1.05/1.26	(step @p21 :rule nary_cong :premises (@p20 @p19 @p18) :args (@t22))
1.05/1.26	(step @p22 :rule trans :premises (@p21 @p17))
1.05/1.26	(step @p23 :rule cong :premises (@p22 @p11) :args (@t23))
1.05/1.26	(step @p24 :rule cong :premises (@p23) :args (@t24))
1.05/1.26	(step @p25 :rule nary_cong :premises (@p24 @p16) :args ((or @t24 @t19)))
1.05/1.26	(step @p26 :rule skolem_intro :args (@t25))
1.05/1.26	(step @p27 :rule refl :args (tptp.a))
1.05/1.26	(step @p28 :rule nary_cong :premises (@p27 @p26) :args (@t26))
1.05/1.26	(step @p29 :rule nary_cong :premises (@p28 @p19 @p18) :args (@t27))
1.05/1.26	(step @p30 :rule cong :premises (@p29 @p11) :args (@t28))
1.05/1.26	(step @p31 :rule cong :premises (@p30) :args (@t29))
1.05/1.26	(step @p32 :rule nary_cong :premises (@p31 @p16) :args ((or @t29 @t19)))
1.05/1.26	(step @p33 :rule trans :premises (@p32 @p25))
1.05/1.26	(step @p34 :rule symm :premises (@p33))
1.05/1.26	(step @p35 :rule bool-double-not-elim :args (@t19))
1.05/1.26	(step @p36 :rule refl :args (@t30))
1.05/1.26	(step @p37 :rule nary_cong :premises (@p36 @p35) :args ((or @t30 @t31)))
1.05/1.26	(step @p38 :rule trans :premises (@p37 @p34))
1.05/1.26	(step @p39 :rule split :args (@t30))
1.05/1.26	(step @p40 :rule eq_resolve :premises (@p39 @p38))
1.05/1.26	(step @p41 :rule reordering :premises (@p40) :args ((or @t19 @t29)))
1.05/1.26	(step @p42 :rule chain_resolution :premises (@p41 @p15) :args (@t32 @t33))
1.05/1.26	(step @p43 :rule arith_poly_norm :args ((= (* 1 (- @t36 @t35)) @t39)))
1.05/1.26	(step @p44 :rule arith_poly_norm_rel :premises (@p43) :args ((= (= @t36 @t35) @t40)))
1.05/1.26	(step @p45 :rule skolem_intro :args (@t36))
1.05/1.26	(step @p46 :rule eq_resolve :premises (@p45 @p44))
1.05/1.26	(step @p47 :rule arith_poly_norm :args ((= (* 1 (- @t43 @t42)) @t47)))
1.05/1.26	(step @p48 :rule arith_poly_norm_rel :premises (@p47) :args ((= (= @t43 @t42) @t48)))
1.05/1.26	(step @p49 :rule skolem_intro :args (@t43))
1.05/1.26	(step @p50 :rule eq_resolve :premises (@p49 @p48))
1.05/1.26	(step @p51 :rule bool-double-not-elim :args (@t49))
1.05/1.26	(step @p52 :rule bool-double-not-elim :args (@t50))
1.05/1.26	(step @p53 :rule refl :args (@t51))
1.05/1.26	(step @p54 :rule nary_cong :premises (@p53 @p52 @p51) :args ((or @t51 @t55 @t53)))
1.05/1.26	(assume-push @p7136 @t48)
1.05/1.26	(assume-push @p7137 @t54)
1.05/1.26	(assume-push @p7138 @t52)
1.05/1.26	(step @p58 :rule evaluate :args (@t56))
1.05/1.26	(step @p59 :rule evaluate :args (@t57))
1.05/1.26	(step @p60 :rule evaluate :args (@t58))
1.05/1.26	(step @p61 :rule evaluate :args (@t59))
1.05/1.26	(step @p62 :rule nary_cong :premises (@p11 @p61 @p11) :args (@t60))
1.05/1.26	(step @p63 :rule trans :premises (@p62 @p60))
1.05/1.26	(step @p64 :rule arith_poly_norm :args (@t62))
1.05/1.26	(step @p65 :rule arith_poly_norm :args (@t64))
1.05/1.26	(step @p66 :rule arith_poly_norm :args (@t66))
1.05/1.26	(step @p67 :rule nary_cong :premises (@p66 @p65 @p64) :args (@t67))
1.05/1.26	(step @p68 :rule trans :premises (@p67 @p60))
1.05/1.26	(step @p69 :rule arith_poly_norm :args ((= @t70 @t67)))
1.05/1.26	(step @p70 :rule trans :premises (@p69 @p68))
1.05/1.26	(step @p71 :rule cong :premises (@p70 @p63) :args (@t71))
1.05/1.26	(step @p72 :rule trans :premises (@p71 @p59))
1.05/1.26	(step @p73 :rule cong :premises (@p72) :args ((not @t71)))
1.05/1.26	(step @p74 :rule trans :premises (@p73 @p58))
1.05/1.26	(step @p75 :rule arith-elim-lt :args (@t70 @t60))
1.05/1.26	(step @p76 :rule trans :premises (@p75 @p74))
1.05/1.26	(step @p77 :rule arith-elim-lt :args (@t18 1))
1.05/1.26	(step @p78 :rule symm :premises (@p77))
1.05/1.26	(step @p79 :rule eq_resolve :premises (@p7137 @p78))
1.05/1.26	(step @p80 :rule int_tight_ub :premises (@p79))
1.05/1.26	(step @p81 :rule arith_mult_neg :args (-1 @t72))
1.05/1.26	(step @p82 :rule arith_poly_norm :args (@t73))
1.05/1.26	(step @p83 :rule arith_poly_norm_rel :premises (@p82) :args (@t74))
1.05/1.26	(step @p84 :rule symm :premises (@p83))
1.05/1.26	(step @p85 :rule eq_resolve :premises (@p50 @p84))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p88 :rule and_intro :premises (@p87 @p85))
1.05/1.26	(step @p89 :rule modus_ponens :premises (@p88 @p81))
1.05/1.26	(step @p90 :rule arith-elim-lt :args (@t43 0))
1.05/1.26	(step @p91 :rule symm :premises (@p90))
1.05/1.26	(step @p92 :rule eq_resolve :premises (@p7138 @p91))
1.05/1.26	(step @p93 :rule arith_sum_ub :premises (@p92 @p89 @p80))
1.05/1.26	(step @p94 false :rule eq_resolve :premises (@p93 @p76))
1.05/1.26	(step-pop @p7138 :rule scope :premises (@p94))
1.05/1.26	(step-pop @p7139 :rule scope :premises (@p7138))
1.05/1.26	(step-pop @p7140 :rule scope :premises (@p7139))
1.05/1.26	(step @p95 :rule process_scope :premises (@p7140) :args (false))
1.05/1.26	(step @p99 :rule not_and :premises (@p95))
1.05/1.26	(step @p100 :rule eq_resolve :premises (@p99 @p54))
1.05/1.26	(step @p101 :rule reordering :premises (@p100) :args ((or @t50 @t51 @t49)))
1.05/1.26	(step @p102 :rule arith_poly_norm :args ((= @t77 @t76)))
1.05/1.26	(step @p103 :rule arith_poly_norm_rel :premises (@p102) :args ((= @t79 @t78)))
1.05/1.26	(step @p104 :rule arith-elim-leq :args (tptp.b tptp.a))
1.05/1.26	(step @p105 :rule trans :premises (@p104 @p103))
1.05/1.26	(step @p106 :rule eq_resolve :premises (@p3 @p105))
1.05/1.26	(step @p107 :rule refl :args (@t80))
1.05/1.26	(step @p108 :rule refl :args (@t81))
1.05/1.26	(step @p109 :rule nary_cong :premises (@p108 @p52 @p107) :args ((or @t81 @t55 @t80)))
1.05/1.26	(assume-push @p7142 @t78)
1.05/1.26	(assume-push @p7143 @t54)
1.05/1.26	(assume-push @p7144 @t78)
1.05/1.26	(assume-push @p7145 @t54)
1.05/1.26	(step @p114 :rule arith_poly_norm :args (@t82))
1.05/1.26	(step @p115 :rule arith_poly_norm_rel :premises (@p114) :args (@t83))
1.05/1.26	(step @p77 :rule arith-elim-lt :args (@t18 1))
1.05/1.26	(step @p78 :rule symm :premises (@p77))
1.05/1.26	(step @p116 :rule eq_resolve :premises (@p7143 @p78))
1.05/1.26	(step @p117 :rule int_tight_ub :premises (@p116))
1.05/1.26	(step @p118 :rule arith_trichotomy :premises (@p106 @p117))
1.05/1.26	(step @p119 :rule eq_resolve :premises (@p118 @p115))
1.05/1.26	(step-pop @p7145 :rule scope :premises (@p119))
1.05/1.26	(step-pop @p7146 :rule scope :premises (@p7145))
1.05/1.26	(step @p120 :rule process_scope :premises (@p7146) :args (@t80))
1.05/1.26	(step @p123 :rule and_intro :premises (@p106 @p7143))
1.05/1.26	(step @p124 :rule modus_ponens :premises (@p123 @p120))
1.05/1.26	(step-pop @p7147 :rule scope :premises (@p124))
1.05/1.26	(step-pop @p7148 :rule scope :premises (@p7147))
1.05/1.26	(step @p125 :rule process_scope :premises (@p7148) :args (@t80))
1.05/1.26	(step @p128 :rule implies_elim :premises (@p125))
1.05/1.26	(step @p129 :rule cnf_and_neg :args (@t84))
1.05/1.26	(step @p130 :rule resolution :premises (@p129 @p128) :args (true @t84))
1.05/1.26	(step @p131 :rule eq_resolve :premises (@p130 @p109))
1.05/1.26	(step @p132 :rule reordering :premises (@p131) :args ((or @t81 @t80 @t50)))
1.05/1.26	(step @p133 :rule bool-double-not-elim :args (@t85))
1.05/1.26	(step @p134 :rule refl :args (@t52))
1.05/1.26	(step @p135 :rule nary_cong :premises (@p108 @p53 @p134 @p133) :args ((or @t81 @t51 @t52 @t87)))
1.05/1.26	(assume-push @p7150 @t48)
1.05/1.26	(assume-push @p7151 @t78)
1.05/1.26	(assume-push @p7152 @t49)
1.05/1.26	(assume-push @p7153 @t86)
1.05/1.26	(step @p140 :rule arith-elim-lt :args (@t43 1))
1.05/1.26	(step @p141 :rule symm :premises (@p140))
1.05/1.26	(assume-push @p7154 @t88)
1.05/1.26	(step @p143 :rule evaluate :args (@t89))
1.05/1.26	(step @p144 :rule evaluate :args (@t90))
1.05/1.26	(step @p61 :rule evaluate :args (@t59))
1.05/1.26	(step @p145 :rule evaluate :args (@t91))
1.05/1.26	(step @p146 :rule nary_cong :premises (@p145 @p61 @p11) :args (@t92))
1.05/1.26	(step @p147 :rule trans :premises (@p146 @p144))
1.05/1.26	(step @p148 :rule arith_poly_norm :args (@t93))
1.05/1.26	(step @p64 :rule arith_poly_norm :args (@t62))
1.05/1.26	(step @p65 :rule arith_poly_norm :args (@t64))
1.05/1.26	(step @p149 :rule refl :args (@t43))
1.05/1.26	(step @p150 :rule refl :args (@t44))
1.05/1.26	(step @p151 :rule nary_cong :premises (@p150 @p149 @p65 @p64) :args (@t94))
1.05/1.26	(step @p152 :rule trans :premises (@p151 @p148))
1.05/1.26	(step @p153 :rule arith_poly_norm :args ((= @t96 @t94)))
1.05/1.26	(step @p154 :rule trans :premises (@p153 @p152))
1.05/1.26	(step @p155 :rule cong :premises (@p154 @p147) :args ((<= @t96 @t92)))
1.05/1.26	(step @p156 :rule trans :premises (@p155 @p143))
1.05/1.26	(step @p82 :rule arith_poly_norm :args (@t73))
1.05/1.26	(step @p83 :rule arith_poly_norm_rel :premises (@p82) :args (@t74))
1.05/1.26	(step @p84 :rule symm :premises (@p83))
1.05/1.26	(step @p85 :rule eq_resolve :premises (@p50 @p84))
1.05/1.26	(step @p157 :rule arith_mult_neg :args (-1 @t78))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p158 :rule and_intro :premises (@p87 @p106))
1.05/1.26	(step @p159 :rule modus_ponens :premises (@p158 @p157))
1.05/1.26	(step @p160 :rule arith_mult_neg :args (-1 @t88))
1.05/1.26	(step @p161 :rule and_intro :premises (@p87 @p7154))
1.05/1.26	(step @p162 :rule modus_ponens :premises (@p161 @p160))
1.05/1.26	(step @p163 :rule arith_sum_ub :premises (@p162 @p159 @p85))
1.05/1.26	(step @p164 false :rule eq_resolve :premises (@p163 @p156))
1.05/1.26	(step-pop @p7154 :rule scope :premises (@p164))
1.05/1.26	(step @p165 :rule process_scope :premises (@p7154) :args (false))
1.05/1.26	(step @p167 :rule eq_resolve :premises (@p165 @p141))
1.05/1.26	(step @p168 :rule eq_resolve :premises (@p167 @p140))
1.05/1.26	(step @p169 :rule arith_trichotomy :premises (@p7152 @p7153))
1.05/1.26	(step @p170 :rule int_tight_lb :premises (@p169))
1.05/1.26	(step @p171 false :rule contra :premises (@p170 @p168))
1.05/1.26	(step-pop @p7155 :rule scope :premises (@p171))
1.05/1.26	(step-pop @p7156 :rule scope :premises (@p7155))
1.05/1.26	(step-pop @p7157 :rule scope :premises (@p7156))
1.05/1.26	(step-pop @p7158 :rule scope :premises (@p7157))
1.05/1.26	(step @p172 :rule process_scope :premises (@p7158) :args (false))
1.05/1.26	(assume-push @p7160 @t78)
1.05/1.26	(assume-push @p7161 @t48)
1.05/1.26	(assume-push @p7162 @t49)
1.05/1.26	(assume-push @p7163 @t86)
1.05/1.26	(step @p181 :rule and_intro :premises (@p50 @p106 @p7162 @p7163))
1.05/1.26	(step-pop @p7163 :rule scope :premises (@p181))
1.05/1.26	(step-pop @p7164 :rule scope :premises (@p7163))
1.05/1.26	(step-pop @p7165 :rule scope :premises (@p7164))
1.05/1.26	(step-pop @p7166 :rule scope :premises (@p7165))
1.05/1.26	(step @p182 :rule process_scope :premises (@p7166) :args (@t97))
1.05/1.26	(step @p187 :rule implies_elim :premises (@p182))
1.05/1.26	(step @p188 :rule resolution :premises (@p187 @p172) :args (true @t97))
1.05/1.26	(step @p189 :rule not_and :premises (@p188))
1.05/1.26	(step @p190 :rule eq_resolve :premises (@p189 @p135))
1.05/1.26	(step @p191 :rule cnf_or_neg :args (@t99 0))
1.05/1.26	(assume-push @p7168 @t85)
1.05/1.26	(step @p193 :rule evaluate :args (@t100))
1.05/1.26	(step @p194 :rule arith_poly_norm :args (@t101))
1.05/1.26	(step @p195 :rule cong :premises (@p194 @p11) :args (@t101))
1.05/1.26	(step @p196 :rule trans :premises (@p195 @p193))
1.05/1.26	(step @p197 :rule refl :args (tptp.d))
1.05/1.26	(step @p198 :rule nary_cong :premises (@p197 @p7168) :args (@t102))
1.05/1.26	(step @p199 :rule cong :premises (@p198 @p11) :args (@t103))
1.05/1.26	(step @p200 :rule trans :premises (@p199 @p196))
1.05/1.26	(step @p201 :rule true_elim :premises (@p200))
1.05/1.26	(step-pop @p7168 :rule scope :premises (@p201))
1.05/1.26	(step @p202 :rule process_scope :premises (@p7168) :args (@t103))
1.05/1.26	(step @p204 :rule implies_elim :premises (@p202))
1.05/1.26	(step @p205 :rule arith_poly_norm :args ((= (* 1 (- @t9 @t105)) @t104)))
1.05/1.26	(step @p206 :rule arith_poly_norm_rel :premises (@p205) :args ((= (= @t9 @t105) @t106)))
1.05/1.26	(step @p207 :rule arith_poly_norm :args ((= @t107 @t105)))
1.05/1.26	(step @p208 :rule refl :args (@t9))
1.05/1.26	(step @p209 :rule cong :premises (@p208 @p207) :args (@t108))
1.05/1.26	(step @p210 :rule trans :premises (@p209 @p206))
1.05/1.26	(step @p211 :rule arith_poly_norm :args ((= (* 1 (- @t9 @t13)) (* -1 @t109))))
1.05/1.26	(step @p212 :rule arith_poly_norm_rel :premises (@p211) :args ((= @t111 @t110)))
1.05/1.26	(step @p213 :rule nary_cong :premises (@p212 @p210) :args (@t112))
1.05/1.26	(step @p214 :rule arith_poly_norm :args ((= @t114 @t113)))
1.05/1.26	(step @p215 :rule arith_poly_norm_rel :premises (@p214) :args ((= (= tptp.b @t41) @t98)))
1.05/1.26	(step @p216 :rule arith_poly_norm :args ((= @t115 @t41)))
1.05/1.26	(step @p217 :rule refl :args (tptp.b))
1.05/1.26	(step @p218 :rule cong :premises (@p217 @p216) :args (@t116))
1.05/1.26	(step @p219 :rule trans :premises (@p218 @p215))
1.05/1.26	(step @p220 :rule arith_poly_norm :args ((= (* 1 (- tptp.b tptp.a)) (* -1 @t2))))
1.05/1.26	(step @p221 :rule arith_poly_norm_rel :premises (@p220) :args ((= @t117 @t80)))
1.05/1.26	(step @p222 :rule nary_cong :premises (@p221 @p219) :args (@t118))
1.05/1.26	(step @p223 :rule cong :premises (@p222 @p213) :args ((=> @t118 @t112)))
1.05/1.26	(assume-push @p7170 @t118)
1.05/1.26	(step @p225 :rule arith-abs-eq :args (@t9 @t13))
1.05/1.26	(step @p226 :rule refl :args ((abs tptp.c)))
1.05/1.26	(step @p227 :rule arith-abs-eq :args (tptp.b tptp.a))
1.05/1.26	(step @p228 :rule symm :premises (@p227))
1.05/1.26	(step @p229 :rule eq_resolve :premises (@p7170 @p228))
1.05/1.26	(step @p230 :rule arith_mult_abs_comparison :premises (@p229 @p226))
1.05/1.26	(step @p231 :rule eq_resolve :premises (@p230 @p225))
1.05/1.26	(step-pop @p7170 :rule scope :premises (@p231))
1.05/1.26	(step @p232 :rule process_scope :premises (@p7170) :args (@t112))
1.05/1.26	(step @p234 :rule eq_resolve :premises (@p232 @p223))
1.05/1.26	(step @p235 :rule implies_elim :premises (@p234))
1.05/1.26	(step @p236 :rule reordering :premises (@p235) :args ((or @t119 (not @t99))))
1.05/1.26	(step @p237 :rule bool-double-not-elim :args (@t121))
1.05/1.26	(step @p238 :rule refl :args (@t122))
1.05/1.26	(step @p239 :rule nary_cong :premises (@p238 @p52 @p53 @p237) :args ((or @t122 @t55 @t51 (not @t123))))
1.05/1.26	(assume-push @p7172 @t103)
1.05/1.26	(assume-push @p7173 @t54)
1.05/1.26	(assume-push @p7174 @t48)
1.05/1.26	(assume-push @p7175 @t123)
1.05/1.26	(step @p58 :rule evaluate :args (@t56))
1.05/1.26	(step @p59 :rule evaluate :args (@t57))
1.05/1.26	(step @p244 :rule evaluate :args (@t124))
1.05/1.26	(step @p61 :rule evaluate :args (@t59))
1.05/1.26	(step @p245 :rule nary_cong :premises (@p11 @p61 @p11 @p61) :args (@t125))
1.05/1.26	(step @p246 :rule trans :premises (@p245 @p244))
1.05/1.26	(step @p247 :rule arith_poly_norm :args ((= (+ @t126 @t102 0 0 0) 0)))
1.05/1.26	(step @p64 :rule arith_poly_norm :args (@t62))
1.05/1.26	(step @p65 :rule arith_poly_norm :args (@t64))
1.05/1.26	(step @p66 :rule arith_poly_norm :args (@t66))
1.05/1.26	(step @p248 :rule refl :args (@t102))
1.05/1.26	(step @p249 :rule refl :args (@t126))
1.05/1.26	(step @p250 :rule nary_cong :premises (@p249 @p248 @p66 @p65 @p64) :args (@t127))
1.05/1.26	(step @p251 :rule trans :premises (@p250 @p247))
1.05/1.26	(step @p252 :rule arith_poly_norm :args ((= @t128 @t127)))
1.05/1.26	(step @p253 :rule trans :premises (@p252 @p251))
1.05/1.26	(step @p254 :rule cong :premises (@p253 @p246) :args (@t129))
1.05/1.26	(step @p255 :rule trans :premises (@p254 @p59))
1.05/1.26	(step @p256 :rule cong :premises (@p255) :args ((not @t129)))
1.05/1.26	(step @p257 :rule trans :premises (@p256 @p58))
1.05/1.26	(step @p258 :rule arith-elim-lt :args (@t128 @t125))
1.05/1.26	(step @p259 :rule trans :premises (@p258 @p257))
1.05/1.26	(step @p81 :rule arith_mult_neg :args (-1 @t72))
1.05/1.26	(step @p82 :rule arith_poly_norm :args (@t73))
1.05/1.26	(step @p83 :rule arith_poly_norm_rel :premises (@p82) :args (@t74))
1.05/1.26	(step @p84 :rule symm :premises (@p83))
1.05/1.26	(step @p85 :rule eq_resolve :premises (@p50 @p84))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p88 :rule and_intro :premises (@p87 @p85))
1.05/1.26	(step @p89 :rule modus_ponens :premises (@p88 @p81))
1.05/1.26	(step @p77 :rule arith-elim-lt :args (@t18 1))
1.05/1.26	(step @p78 :rule symm :premises (@p77))
1.05/1.26	(step @p260 :rule eq_resolve :premises (@p7173 @p78))
1.05/1.26	(step @p261 :rule int_tight_ub :premises (@p260))
1.05/1.26	(step @p262 :rule arith_mult_neg :args (-1 @t103))
1.05/1.26	(step @p263 :rule and_intro :premises (@p87 @p7172))
1.05/1.26	(step @p264 :rule modus_ponens :premises (@p263 @p262))
1.05/1.26	(step @p265 :rule arith-elim-lt :args (@t120 0))
1.05/1.26	(step @p266 :rule symm :premises (@p265))
1.05/1.26	(step @p267 :rule eq_resolve :premises (@p7175 @p266))
1.05/1.26	(step @p268 :rule arith_sum_ub :premises (@p267 @p264 @p261 @p89))
1.05/1.26	(step @p269 false :rule eq_resolve :premises (@p268 @p259))
1.05/1.26	(step-pop @p7175 :rule scope :premises (@p269))
1.05/1.26	(step-pop @p7176 :rule scope :premises (@p7175))
1.05/1.26	(step-pop @p7177 :rule scope :premises (@p7176))
1.05/1.26	(step-pop @p7178 :rule scope :premises (@p7177))
1.05/1.26	(step @p270 :rule process_scope :premises (@p7178) :args (false))
1.05/1.26	(step @p275 :rule not_and :premises (@p270))
1.05/1.26	(step @p276 :rule eq_resolve :premises (@p275 @p239))
1.05/1.26	(step @p277 :rule reordering :premises (@p276) :args ((or @t50 @t51 @t121 @t122)))
1.05/1.26	(step @p278 :rule arith_poly_norm :args ((= (+ @t13 @t10 @t130) @t14)))
1.05/1.26	(step @p279 :rule arith_poly_norm :args ((= @t131 @t130)))
1.05/1.26	(step @p280 :rule refl :args (@t13))
1.05/1.26	(step @p281 :rule nary_cong :premises (@p280 @p19 @p279) :args (@t132))
1.05/1.26	(step @p282 :rule trans :premises (@p281 @p278))
1.05/1.26	(step @p283 :rule cong :premises (@p282 @p11) :args (@t133))
1.05/1.26	(step @p284 :rule cong :premises (@p283) :args (@t134))
1.05/1.26	(step @p285 :rule nary_cong :premises (@p284 @p16) :args ((or @t134 @t19)))
1.05/1.26	(step @p197 :rule refl :args (tptp.d))
1.05/1.26	(step @p286 :rule nary_cong :premises (@p197 @p49) :args (@t102))
1.05/1.26	(step @p287 :rule nary_cong :premises (@p280 @p19 @p286) :args (@t135))
1.05/1.26	(step @p288 :rule cong :premises (@p287 @p11) :args (@t136))
1.05/1.26	(step @p289 :rule cong :premises (@p288) :args (@t137))
1.05/1.26	(step @p290 :rule nary_cong :premises (@p289 @p16) :args ((or @t137 @t19)))
1.05/1.26	(step @p291 :rule trans :premises (@p290 @p285))
1.05/1.26	(step @p292 :rule symm :premises (@p291))
1.05/1.26	(step @p293 :rule trans :premises (@p37 @p292))
1.05/1.26	(step @p294 :rule eq_resolve :premises (@p39 @p293))
1.05/1.26	(step @p295 :rule reordering :premises (@p294) :args ((or @t19 @t137)))
1.05/1.26	(step @p296 :rule chain_resolution :premises (@p295 @p15) :args (@t32 @t33))
1.05/1.26	(step @p297 :rule refl :args (@t123))
1.05/1.26	(step @p298 :rule bool-double-not-elim :args (@t136))
1.05/1.26	(step @p299 :rule refl :args (@t138))
1.05/1.26	(step @p300 :rule nary_cong :premises (@p299 @p108 @p298 @p53 @p297) :args ((or @t138 @t81 @t139 @t51 @t123)))
1.05/1.26	(assume-push @p7180 @t110)
1.05/1.26	(assume-push @p7181 @t78)
1.05/1.26	(assume-push @p7182 @t137)
1.05/1.26	(assume-push @p7183 @t48)
1.05/1.26	(assume-push @p7184 @t121)
1.05/1.26	(step @p143 :rule evaluate :args (@t89))
1.05/1.26	(step @p306 :rule evaluate :args ((+ 0 0 0 -1 0)))
1.05/1.26	(step @p307 :rule refl :args (-1))
1.05/1.26	(step @p61 :rule evaluate :args (@t59))
1.05/1.26	(step @p308 :rule nary_cong :premises (@p61 @p61 @p61 @p307 @p11) :args (@t140))
1.05/1.26	(step @p309 :rule trans :premises (@p308 @p306))
1.05/1.26	(step @p310 :rule evaluate :args (@t141))
1.05/1.26	(step @p64 :rule arith_poly_norm :args (@t62))
1.05/1.26	(step @p65 :rule arith_poly_norm :args (@t64))
1.05/1.26	(step @p311 :rule arith_poly_norm :args (@t143))
1.05/1.26	(step @p312 :rule arith_poly_norm :args (@t145))
1.05/1.26	(step @p66 :rule arith_poly_norm :args (@t66))
1.05/1.26	(step @p313 :rule arith_poly_norm :args (@t147))
1.05/1.26	(step @p314 :rule nary_cong :premises (@p313 @p66 @p312 @p311 @p65 @p64) :args (@t148))
1.05/1.26	(step @p315 :rule trans :premises (@p314 @p310))
1.05/1.26	(step @p316 :rule arith_poly_norm :args ((= @t151 @t148)))
1.05/1.26	(step @p317 :rule trans :premises (@p316 @p315))
1.05/1.26	(step @p318 :rule cong :premises (@p317 @p309) :args ((<= @t151 @t140)))
1.05/1.26	(step @p319 :rule trans :premises (@p318 @p143))
1.05/1.26	(step @p82 :rule arith_poly_norm :args (@t73))
1.05/1.26	(step @p83 :rule arith_poly_norm_rel :premises (@p82) :args (@t74))
1.05/1.26	(step @p84 :rule symm :premises (@p83))
1.05/1.26	(step @p85 :rule eq_resolve :premises (@p50 @p84))
1.05/1.26	(step @p320 :rule arith-elim-lt :args (@t135 0))
1.05/1.26	(step @p321 :rule symm :premises (@p320))
1.05/1.26	(step @p322 :rule eq_resolve :premises (@p296 @p321))
1.05/1.26	(step @p323 :rule int_tight_ub :premises (@p322))
1.05/1.26	(step @p157 :rule arith_mult_neg :args (-1 @t78))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p158 :rule and_intro :premises (@p87 @p106))
1.05/1.26	(step @p159 :rule modus_ponens :premises (@p158 @p157))
1.05/1.26	(step @p324 :rule arith_mult_neg :args (-1 @t152))
1.05/1.26	(step @p325 :rule arith_poly_norm :args (@t153))
1.05/1.26	(step @p326 :rule arith_poly_norm_rel :premises (@p325) :args (@t154))
1.05/1.26	(step @p327 :rule symm :premises (@p326))
1.05/1.26	(step @p328 :rule eq_resolve :premises (@p7180 @p327))
1.05/1.26	(step @p329 :rule and_intro :premises (@p87 @p328))
1.05/1.26	(step @p330 :rule modus_ponens :premises (@p329 @p324))
1.05/1.26	(step @p331 :rule arith_mult_neg :args (-1 @t121))
1.05/1.26	(step @p332 :rule and_intro :premises (@p87 @p7184))
1.05/1.26	(step @p333 :rule modus_ponens :premises (@p332 @p331))
1.05/1.26	(step @p334 :rule arith_sum_ub :premises (@p333 @p330 @p159 @p323 @p85))
1.05/1.26	(step @p335 false :rule eq_resolve :premises (@p334 @p319))
1.05/1.26	(step-pop @p7184 :rule scope :premises (@p335))
1.05/1.26	(step-pop @p7185 :rule scope :premises (@p7184))
1.05/1.26	(step-pop @p7186 :rule scope :premises (@p7185))
1.05/1.26	(step-pop @p7187 :rule scope :premises (@p7186))
1.05/1.26	(step-pop @p7188 :rule scope :premises (@p7187))
1.05/1.26	(step @p336 :rule process_scope :premises (@p7188) :args (false))
1.05/1.26	(step @p342 :rule not_and :premises (@p336))
1.05/1.26	(step @p343 :rule eq_resolve :premises (@p342 @p300))
1.05/1.26	(step @p344 :rule reordering :premises (@p343) :args ((or @t81 @t138 @t136 @t51 @t123)))
1.05/1.26	(step @p345 :rule cnf_or_pos :args (@t119))
1.05/1.26	(step @p346 :rule reordering :premises (@p345) :args ((or @t110 @t106 (not @t119))))
1.05/1.26	(assume-push @p7190 @t103)
1.05/1.26	(assume-push @p7191 @t103)
1.05/1.26	(step @p349 :rule bool-double-not-elim :args (@t155))
1.05/1.26	(step @p350 :rule arith-elim-lt :args (@t102 -1))
1.05/1.26	(step @p351 :rule cong :premises (@p350) :args ((not @t156)))
1.05/1.26	(step @p352 :rule trans :premises (@p351 @p349))
1.05/1.26	(assume-push @p7192 @t156)
1.05/1.26	(step @p58 :rule evaluate :args (@t56))
1.05/1.26	(step @p354 :rule evaluate :args (@t157))
1.05/1.26	(step @p355 :rule evaluate :args (@t158))
1.05/1.26	(step @p61 :rule evaluate :args (@t59))
1.05/1.26	(step @p307 :rule refl :args (-1))
1.05/1.26	(step @p356 :rule nary_cong :premises (@p307 @p61) :args (@t159))
1.05/1.26	(step @p357 :rule trans :premises (@p356 @p355))
1.05/1.26	(step @p358 :rule arith_poly_norm :args (@t161))
1.05/1.26	(step @p359 :rule cong :premises (@p358 @p357) :args (@t162))
1.05/1.26	(step @p360 :rule trans :premises (@p359 @p354))
1.05/1.26	(step @p361 :rule cong :premises (@p360) :args ((not @t162)))
1.05/1.26	(step @p362 :rule trans :premises (@p361 @p58))
1.05/1.26	(step @p363 :rule arith-elim-lt :args (@t160 @t159))
1.05/1.26	(step @p364 :rule trans :premises (@p363 @p362))
1.05/1.26	(step @p262 :rule arith_mult_neg :args (-1 @t103))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p365 :rule and_intro :premises (@p87 @p7190))
1.05/1.26	(step @p366 :rule modus_ponens :premises (@p365 @p262))
1.05/1.26	(step @p367 :rule arith_sum_ub :premises (@p7192 @p366))
1.05/1.26	(step @p368 false :rule eq_resolve :premises (@p367 @p364))
1.05/1.26	(step-pop @p7192 :rule scope :premises (@p368))
1.05/1.26	(step @p369 :rule process_scope :premises (@p7192) :args (false))
1.05/1.26	(step @p371 :rule eq_resolve :premises (@p369 @p352))
1.05/1.26	(step-pop @p7193 :rule scope :premises (@p371))
1.05/1.26	(step @p372 :rule process_scope :premises (@p7193) :args (@t155))
1.05/1.26	(step @p374 :rule modus_ponens :premises (@p7190 @p372))
1.05/1.26	(step-pop @p7194 :rule scope :premises (@p374))
1.05/1.26	(step @p375 :rule process_scope :premises (@p7194) :args (@t155))
1.05/1.26	(step @p377 :rule implies_elim :premises (@p375))
1.05/1.26	(step @p378 :rule reordering :premises (@p377) :args ((or @t155 @t122)))
1.05/1.26	(assume-push @p7196 @t106)
1.05/1.26	(assume-push @p7197 @t106)
1.05/1.26	(step @p381 :rule arith-elim-lt :args (@t163 1))
1.05/1.26	(step @p382 :rule symm :premises (@p381))
1.05/1.26	(assume-push @p7198 @t164)
1.05/1.26	(step @p143 :rule evaluate :args (@t89))
1.05/1.26	(step @p355 :rule evaluate :args (@t158))
1.05/1.26	(step @p145 :rule evaluate :args (@t91))
1.05/1.26	(step @p384 :rule nary_cong :premises (@p145 @p11) :args (@t165))
1.05/1.26	(step @p385 :rule trans :premises (@p384 @p355))
1.05/1.26	(step @p386 :rule evaluate :args (@t166))
1.05/1.26	(step @p311 :rule arith_poly_norm :args (@t143))
1.05/1.26	(step @p312 :rule arith_poly_norm :args (@t145))
1.05/1.26	(step @p387 :rule nary_cong :premises (@p312 @p311) :args (@t167))
1.05/1.26	(step @p388 :rule trans :premises (@p387 @p386))
1.05/1.26	(step @p389 :rule arith_poly_norm :args ((= @t169 @t167)))
1.05/1.26	(step @p390 :rule trans :premises (@p389 @p388))
1.05/1.26	(step @p391 :rule cong :premises (@p390 @p385) :args ((<= @t169 @t165)))
1.05/1.26	(step @p392 :rule trans :premises (@p391 @p143))
1.05/1.26	(step @p393 :rule arith_poly_norm :args (@t170))
1.05/1.26	(step @p394 :rule arith_poly_norm_rel :premises (@p393) :args (@t172))
1.05/1.26	(step @p395 :rule symm :premises (@p394))
1.05/1.26	(step @p396 :rule eq_resolve :premises (@p7196 @p395))
1.05/1.26	(step @p397 :rule arith_mult_neg :args (-1 @t164))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p398 :rule and_intro :premises (@p87 @p7198))
1.05/1.26	(step @p399 :rule modus_ponens :premises (@p398 @p397))
1.05/1.26	(step @p400 :rule arith_sum_ub :premises (@p399 @p396))
1.05/1.26	(step @p401 false :rule eq_resolve :premises (@p400 @p392))
1.05/1.26	(step-pop @p7198 :rule scope :premises (@p401))
1.05/1.26	(step @p402 :rule process_scope :premises (@p7198) :args (false))
1.05/1.26	(step @p404 :rule eq_resolve :premises (@p402 @p382))
1.05/1.26	(step @p405 :rule eq_resolve :premises (@p404 @p381))
1.05/1.26	(step-pop @p7199 :rule scope :premises (@p405))
1.05/1.26	(step @p406 :rule process_scope :premises (@p7199) :args (@t173))
1.05/1.26	(step @p408 :rule modus_ponens :premises (@p7196 @p406))
1.05/1.26	(step-pop @p7200 :rule scope :premises (@p408))
1.05/1.26	(step @p409 :rule process_scope :premises (@p7200) :args (@t173))
1.05/1.26	(step @p411 :rule implies_elim :premises (@p409))
1.05/1.26	(step @p412 :rule refl :args (@t174))
1.05/1.26	(step @p413 :rule bool-double-not-elim :args (@t164))
1.05/1.26	(step @p414 :rule refl :args (@t176))
1.05/1.26	(step @p415 :rule nary_cong :premises (@p414 @p413 @p298 @p412) :args ((or @t176 (not @t173) @t139 @t174)))
1.05/1.26	(assume-push @p7202 @t155)
1.05/1.26	(assume-push @p7203 @t175)
1.05/1.26	(assume-push @p7204 @t173)
1.05/1.26	(assume-push @p7205 @t137)
1.05/1.26	(step @p320 :rule arith-elim-lt :args (@t135 0))
1.05/1.26	(step @p420 :rule cong :premises (@p320) :args ((not @t177)))
1.05/1.26	(step @p421 :rule trans :premises (@p420 @p298))
1.05/1.26	(step @p422 :rule symm :premises (@p421))
1.05/1.26	(assume-push @p7206 @t177)
1.05/1.26	(step @p58 :rule evaluate :args (@t56))
1.05/1.26	(step @p59 :rule evaluate :args (@t57))
1.05/1.26	(step @p424 :rule evaluate :args ((+ 0 1 -2 1)))
1.05/1.26	(step @p425 :rule evaluate :args (@t178))
1.05/1.26	(step @p426 :rule evaluate :args (@t179))
1.05/1.26	(step @p427 :rule refl :args (1))
1.05/1.26	(step @p428 :rule nary_cong :premises (@p11 @p427 @p426 @p425) :args (@t180))
1.05/1.26	(step @p429 :rule trans :premises (@p428 @p424))
1.05/1.26	(step @p430 :rule arith_poly_norm :args ((= @t183 0)))
1.05/1.26	(step @p431 :rule arith_poly_norm :args ((= @t184 @t183)))
1.05/1.26	(step @p432 :rule trans :premises (@p431 @p430))
1.05/1.26	(step @p433 :rule cong :premises (@p432 @p429) :args (@t185))
1.05/1.26	(step @p434 :rule trans :premises (@p433 @p59))
1.05/1.26	(step @p435 :rule cong :premises (@p434) :args ((not @t185)))
1.05/1.26	(step @p436 :rule trans :premises (@p435 @p58))
1.05/1.26	(step @p437 :rule arith-elim-lt :args (@t184 @t180))
1.05/1.26	(step @p438 :rule trans :premises (@p437 @p436))
1.05/1.26	(step @p439 :rule arith_mult_neg :args (-1 @t155))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p440 :rule and_intro :premises (@p87 @p7202))
1.05/1.26	(step @p441 :rule modus_ponens :premises (@p440 @p439))
1.05/1.26	(step @p442 :rule arith_mult_neg :args (-2 @t175))
1.05/1.26	(step @p443 :rule evaluate :args (@t186))
1.05/1.26	(step @p444 :rule true_elim :premises (@p443))
1.05/1.26	(step @p445 :rule and_intro :premises (@p444 @p7203))
1.05/1.26	(step @p446 :rule modus_ponens :premises (@p445 @p442))
1.05/1.26	(step @p381 :rule arith-elim-lt :args (@t163 1))
1.05/1.26	(step @p382 :rule symm :premises (@p381))
1.05/1.26	(step @p447 :rule eq_resolve :premises (@p7204 @p382))
1.05/1.26	(step @p321 :rule symm :premises (@p320))
1.05/1.26	(step @p322 :rule eq_resolve :premises (@p296 @p321))
1.05/1.26	(step @p448 :rule arith_sum_ub :premises (@p322 @p447 @p446 @p441))
1.05/1.26	(step @p449 false :rule eq_resolve :premises (@p448 @p438))
1.05/1.26	(step-pop @p7206 :rule scope :premises (@p449))
1.05/1.26	(step @p450 :rule process_scope :premises (@p7206) :args (false))
1.05/1.26	(step @p452 :rule eq_resolve :premises (@p450 @p421))
1.05/1.26	(step @p453 :rule eq_resolve :premises (@p452 @p422))
1.05/1.26	(step @p321 :rule symm :premises (@p320))
1.05/1.26	(step @p322 :rule eq_resolve :premises (@p296 @p321))
1.05/1.26	(step @p454 false :rule contra :premises (@p322 @p453))
1.05/1.26	(step-pop @p7207 :rule scope :premises (@p454))
1.05/1.26	(step-pop @p7208 :rule scope :premises (@p7207))
1.05/1.26	(step-pop @p7209 :rule scope :premises (@p7208))
1.05/1.26	(step-pop @p7210 :rule scope :premises (@p7209))
1.05/1.26	(step @p455 :rule process_scope :premises (@p7210) :args (false))
1.05/1.26	(assume-push @p7212 @t175)
1.05/1.26	(assume-push @p7213 @t173)
1.05/1.26	(assume-push @p7214 @t137)
1.05/1.26	(assume-push @p7215 @t155)
1.05/1.26	(step @p464 :rule and_intro :premises (@p7215 @p7212 @p7213 @p296))
1.05/1.26	(step-pop @p7215 :rule scope :premises (@p464))
1.05/1.26	(step-pop @p7216 :rule scope :premises (@p7215))
1.05/1.26	(step-pop @p7217 :rule scope :premises (@p7216))
1.05/1.26	(step-pop @p7218 :rule scope :premises (@p7217))
1.05/1.26	(step @p465 :rule process_scope :premises (@p7218) :args (@t187))
1.05/1.26	(step @p470 :rule implies_elim :premises (@p465))
1.05/1.26	(step @p471 :rule resolution :premises (@p470 @p455) :args (true @t187))
1.05/1.26	(step @p472 :rule not_and :premises (@p471))
1.05/1.26	(step @p473 :rule eq_resolve :premises (@p472 @p415))
1.05/1.26	(step @p474 :rule bool-double-not-elim :args (@t175))
1.05/1.26	(step @p475 :rule evaluate :args (@t188))
1.05/1.26	(step @p476 :rule refl :args (@t13))
1.05/1.26	(step @p477 :rule cong :premises (@p476 @p475) :args (@t189))
1.05/1.26	(step @p478 :rule cong :premises (@p477) :args ((not @t189)))
1.05/1.26	(step @p479 :rule arith-leq-norm :args (@t13 0))
1.05/1.26	(step @p480 :rule trans :premises (@p479 @p478))
1.05/1.26	(step @p481 :rule cong :premises (@p480) :args ((not (<= @t13 0))))
1.05/1.26	(step @p482 :rule trans :premises (@p481 @p474))
1.05/1.26	(step @p483 :rule arith-elim-leq :args (@t13 0))
1.05/1.26	(step @p484 :rule symm :premises (@p483))
1.05/1.26	(step @p485 :rule cong :premises (@p484) :args ((not (>= 0 @t13))))
1.05/1.26	(step @p486 :rule arith-elim-gt :args (@t13 0))
1.05/1.26	(step @p487 :rule trans :premises (@p486 @p485))
1.05/1.26	(step @p488 :rule trans :premises (@p487 @p482))
1.05/1.26	(step @p489 :rule bool-double-not-elim :args (@t190))
1.05/1.26	(step @p490 :rule refl :args (tptp.c))
1.05/1.26	(step @p491 :rule cong :premises (@p490 @p475) :args (@t191))
1.05/1.26	(step @p492 :rule cong :premises (@p491) :args ((not @t191)))
1.05/1.26	(step @p493 :rule arith-leq-norm :args (tptp.c 0))
1.05/1.26	(step @p494 :rule trans :premises (@p493 @p492))
1.05/1.26	(step @p495 :rule cong :premises (@p494) :args (@t193))
1.05/1.26	(step @p496 :rule trans :premises (@p495 @p489))
1.05/1.26	(step @p497 :rule arith-elim-leq :args (tptp.c 0))
1.05/1.26	(step @p498 :rule symm :premises (@p497))
1.05/1.26	(step @p499 :rule cong :premises (@p498) :args ((not (>= 0 tptp.c))))
1.05/1.26	(step @p500 :rule arith-elim-gt :args (tptp.c 0))
1.05/1.26	(step @p501 :rule trans :premises (@p500 @p499))
1.05/1.26	(step @p502 :rule trans :premises (@p501 @p496))
1.05/1.26	(step @p503 :rule bool-double-not-elim :args (@t194))
1.05/1.26	(step @p504 :rule refl :args (tptp.a))
1.05/1.26	(step @p505 :rule cong :premises (@p504 @p475) :args (@t195))
1.05/1.26	(step @p506 :rule cong :premises (@p505) :args ((not @t195)))
1.05/1.26	(step @p507 :rule arith-leq-norm :args (tptp.a 0))
1.05/1.26	(step @p508 :rule trans :premises (@p507 @p506))
1.05/1.26	(step @p509 :rule cong :premises (@p508) :args (@t197))
1.05/1.26	(step @p510 :rule trans :premises (@p509 @p503))
1.05/1.26	(step @p511 :rule arith-elim-leq :args (tptp.a 0))
1.05/1.26	(step @p512 :rule symm :premises (@p511))
1.05/1.26	(step @p513 :rule cong :premises (@p512) :args ((not (>= 0 tptp.a))))
1.05/1.26	(step @p514 :rule arith-elim-gt :args (tptp.a 0))
1.05/1.26	(step @p515 :rule trans :premises (@p514 @p513))
1.05/1.26	(step @p516 :rule trans :premises (@p515 @p510))
1.05/1.26	(step @p517 :rule nary_cong :premises (@p516 @p502) :args (@t200))
1.05/1.26	(step @p518 :rule cong :premises (@p517 @p488) :args ((=> @t200 @t201)))
1.05/1.26	(step @p519 :rule arith_mult_sign :args (@t200 @t13))
1.05/1.26	(step @p520 :rule eq_resolve :premises (@p519 @p518))
1.05/1.26	(step @p521 :rule implies_elim :premises (@p520))
1.05/1.26	(step @p522 :rule reordering :premises (@p521) :args ((or @t175 (not @t202))))
1.05/1.26	(step @p523 :rule refl :args (@t204))
1.05/1.26	(step @p524 :rule refl :args (@t205))
1.05/1.26	(step @p525 :rule nary_cong :premises (@p238 @p524 @p298 @p523) :args ((or @t122 @t205 @t139 @t204)))
1.05/1.26	(assume-push @p7220 @t103)
1.05/1.26	(assume-push @p7221 @t106)
1.05/1.26	(assume-push @p7222 @t137)
1.05/1.26	(assume-push @p7223 @t203)
1.05/1.26	(step @p530 :rule evaluate :args (@t206))
1.05/1.26	(step @p531 :rule evaluate :args ((+ 0 0/1 0/1 -1/2)))
1.05/1.26	(step @p532 :rule evaluate :args (@t207))
1.05/1.26	(step @p533 :rule evaluate :args (@t208))
1.05/1.26	(step @p534 :rule evaluate :args (@t209))
1.05/1.26	(step @p61 :rule evaluate :args (@t59))
1.05/1.26	(step @p535 :rule nary_cong :premises (@p61 @p534 @p533 @p532) :args (@t210))
1.05/1.26	(step @p536 :rule trans :premises (@p535 @p531))
1.05/1.26	(step @p537 :rule arith_poly_norm :args ((= (+ @t105 @t217 @t216 @t214) 0/1)))
1.05/1.26	(step @p538 :rule arith_poly_norm :args ((= @t218 @t214)))
1.05/1.26	(step @p539 :rule arith_poly_norm :args (@t220))
1.05/1.26	(step @p540 :rule refl :args (@t217))
1.05/1.26	(step @p541 :rule refl :args (@t105))
1.05/1.26	(step @p542 :rule nary_cong :premises (@p541 @p540 @p539 @p538) :args (@t221))
1.05/1.26	(step @p543 :rule trans :premises (@p542 @p537))
1.05/1.26	(step @p544 :rule cong :premises (@p543 @p536) :args ((<= @t221 @t210)))
1.05/1.26	(step @p545 :rule trans :premises (@p544 @p530))
1.05/1.26	(step @p546 :rule arith_mult_pos :args (1/2 (<= @t135 -1)))
1.05/1.26	(step @p320 :rule arith-elim-lt :args (@t135 0))
1.05/1.26	(step @p321 :rule symm :premises (@p320))
1.05/1.26	(step @p322 :rule eq_resolve :premises (@p296 @p321))
1.05/1.26	(step @p323 :rule int_tight_ub :premises (@p322))
1.05/1.26	(step @p547 :rule evaluate :args (@t222))
1.05/1.26	(step @p548 :rule true_elim :premises (@p547))
1.05/1.26	(step @p549 :rule and_intro :premises (@p548 @p323))
1.05/1.26	(step @p550 :rule modus_ponens :premises (@p549 @p546))
1.05/1.26	(step @p551 :rule arith_mult_pos :args (1/2 @t171))
1.05/1.26	(step @p393 :rule arith_poly_norm :args (@t170))
1.05/1.26	(step @p394 :rule arith_poly_norm_rel :premises (@p393) :args (@t172))
1.05/1.26	(step @p395 :rule symm :premises (@p394))
1.05/1.26	(step @p552 :rule eq_resolve :premises (@p7221 @p395))
1.05/1.26	(step @p553 :rule and_intro :premises (@p548 @p552))
1.05/1.26	(step @p554 :rule modus_ponens :premises (@p553 @p551))
1.05/1.26	(step @p555 :rule arith_mult_neg :args (-1/2 @t103))
1.05/1.26	(step @p556 :rule evaluate :args (@t223))
1.05/1.26	(step @p557 :rule true_elim :premises (@p556))
1.05/1.26	(step @p558 :rule and_intro :premises (@p557 @p7220))
1.05/1.26	(step @p559 :rule modus_ponens :premises (@p558 @p555))
1.05/1.26	(step @p560 :rule arith_mult_neg :args (-1 @t203))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p561 :rule and_intro :premises (@p87 @p7223))
1.05/1.26	(step @p562 :rule modus_ponens :premises (@p561 @p560))
1.05/1.26	(step @p563 :rule arith_sum_ub :premises (@p562 @p559 @p554 @p550))
1.05/1.26	(step @p564 false :rule eq_resolve :premises (@p563 @p545))
1.05/1.26	(step-pop @p7223 :rule scope :premises (@p564))
1.05/1.26	(step-pop @p7224 :rule scope :premises (@p7223))
1.05/1.26	(step-pop @p7225 :rule scope :premises (@p7224))
1.05/1.26	(step-pop @p7226 :rule scope :premises (@p7225))
1.05/1.26	(step @p565 :rule process_scope :premises (@p7226) :args (false))
1.05/1.26	(step @p570 :rule not_and :premises (@p565))
1.05/1.26	(step @p571 :rule eq_resolve :premises (@p570 @p525))
1.05/1.26	(step @p572 :rule reordering :premises (@p571) :args ((or @t204 @t205 @t136 @t122)))
1.05/1.26	(step @p573 :rule refl :args (@t225))
1.05/1.26	(step @p574 :rule bool-double-not-elim :args (@t203))
1.05/1.26	(step @p575 :rule nary_cong :premises (@p574 @p573) :args ((or @t226 @t225)))
1.05/1.26	(assume-push @p7228 @t204)
1.05/1.26	(assume-push @p7229 @t204)
1.05/1.26	(assume-push @p7230 @t224)
1.05/1.26	(step @p143 :rule evaluate :args (@t89))
1.05/1.26	(step @p579 :rule evaluate :args (@t227))
1.05/1.26	(step @p307 :rule refl :args (-1))
1.05/1.26	(step @p61 :rule evaluate :args (@t59))
1.05/1.26	(step @p580 :rule nary_cong :premises (@p61 @p307) :args (@t228))
1.05/1.26	(step @p581 :rule trans :premises (@p580 @p579))
1.05/1.26	(step @p582 :rule arith_poly_norm :args (@t230))
1.05/1.26	(step @p583 :rule cong :premises (@p582 @p581) :args ((<= @t229 @t228)))
1.05/1.26	(step @p584 :rule trans :premises (@p583 @p143))
1.05/1.26	(step @p585 :rule arith-elim-lt :args (@t13 0))
1.05/1.26	(step @p586 :rule symm :premises (@p585))
1.05/1.26	(step @p587 :rule eq_resolve :premises (@p7228 @p586))
1.05/1.26	(step @p588 :rule int_tight_ub :premises (@p587))
1.05/1.26	(step @p589 :rule arith_mult_neg :args (-1 @t224))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p590 :rule and_intro :premises (@p87 @p7230))
1.05/1.26	(step @p591 :rule modus_ponens :premises (@p590 @p589))
1.05/1.26	(step @p592 :rule arith_sum_ub :premises (@p591 @p588))
1.05/1.26	(step @p593 false :rule eq_resolve :premises (@p592 @p584))
1.05/1.26	(step-pop @p7230 :rule scope :premises (@p593))
1.05/1.26	(step @p594 :rule process_scope :premises (@p7230) :args (false))
1.05/1.26	(step-pop @p7231 :rule scope :premises (@p594))
1.05/1.26	(step @p596 :rule process_scope :premises (@p7231) :args (@t225))
1.05/1.26	(step @p598 :rule modus_ponens :premises (@p7228 @p596))
1.05/1.26	(step-pop @p7232 :rule scope :premises (@p598))
1.05/1.26	(step @p599 :rule process_scope :premises (@p7232) :args (@t225))
1.05/1.26	(step @p601 :rule implies_elim :premises (@p599))
1.05/1.26	(step @p602 :rule eq_resolve :premises (@p601 @p575))
1.05/1.26	(step @p603 :rule reordering :premises (@p602) :args ((or @t225 @t203)))
1.05/1.26	(step @p604 :rule bool-double-not-elim :args (@t231))
1.05/1.26	(step @p605 :rule nary_cong :premises (@p574 @p524 @p604) :args ((or @t226 @t205 (not @t232))))
1.05/1.26	(assume-push @p7234 @t204)
1.05/1.26	(assume-push @p7235 @t106)
1.05/1.26	(assume-push @p7236 @t232)
1.05/1.26	(step @p58 :rule evaluate :args (@t56))
1.05/1.26	(step @p59 :rule evaluate :args (@t57))
1.05/1.26	(step @p609 :rule evaluate :args (@t233))
1.05/1.26	(step @p61 :rule evaluate :args (@t59))
1.05/1.26	(step @p307 :rule refl :args (-1))
1.05/1.26	(step @p427 :rule refl :args (1))
1.05/1.26	(step @p610 :rule nary_cong :premises (@p427 @p307 @p61) :args (@t234))
1.05/1.26	(step @p611 :rule trans :premises (@p610 @p609))
1.05/1.26	(step @p612 :rule arith_poly_norm :args ((= (+ @t9 @t13 @t235) 0)))
1.05/1.26	(step @p613 :rule arith_poly_norm :args ((= @t168 @t235)))
1.05/1.26	(step @p614 :rule nary_cong :premises (@p208 @p280 @p613) :args (@t236))
1.05/1.26	(step @p615 :rule trans :premises (@p614 @p612))
1.05/1.26	(step @p616 :rule cong :premises (@p615 @p611) :args (@t237))
1.05/1.26	(step @p617 :rule trans :premises (@p616 @p59))
1.05/1.26	(step @p618 :rule cong :premises (@p617) :args ((not @t237)))
1.05/1.26	(step @p619 :rule trans :premises (@p618 @p58))
1.05/1.26	(step @p620 :rule arith-elim-lt :args (@t236 @t234))
1.05/1.26	(step @p621 :rule trans :premises (@p620 @p619))
1.05/1.26	(step @p622 :rule arith_mult_neg :args (-1 @t171))
1.05/1.26	(step @p393 :rule arith_poly_norm :args (@t170))
1.05/1.26	(step @p394 :rule arith_poly_norm_rel :premises (@p393) :args (@t172))
1.05/1.26	(step @p395 :rule symm :premises (@p394))
1.05/1.26	(step @p623 :rule eq_resolve :premises (@p7235 @p395))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p624 :rule and_intro :premises (@p87 @p623))
1.05/1.26	(step @p625 :rule modus_ponens :premises (@p624 @p622))
1.05/1.26	(step @p585 :rule arith-elim-lt :args (@t13 0))
1.05/1.26	(step @p586 :rule symm :premises (@p585))
1.05/1.26	(step @p626 :rule eq_resolve :premises (@p7234 @p586))
1.05/1.26	(step @p627 :rule int_tight_ub :premises (@p626))
1.05/1.26	(step @p628 :rule arith-elim-lt :args (@t9 1))
1.05/1.26	(step @p629 :rule symm :premises (@p628))
1.05/1.26	(step @p630 :rule eq_resolve :premises (@p7236 @p629))
1.05/1.26	(step @p631 :rule arith_sum_ub :premises (@p630 @p627 @p625))
1.05/1.26	(step @p632 false :rule eq_resolve :premises (@p631 @p621))
1.05/1.26	(step-pop @p7236 :rule scope :premises (@p632))
1.05/1.26	(step-pop @p7237 :rule scope :premises (@p7236))
1.05/1.26	(step-pop @p7238 :rule scope :premises (@p7237))
1.05/1.26	(step @p633 :rule process_scope :premises (@p7238) :args (false))
1.05/1.26	(step @p637 :rule not_and :premises (@p633))
1.05/1.26	(step @p638 :rule eq_resolve :premises (@p637 @p605))
1.05/1.26	(step @p639 :rule reordering :premises (@p638) :args ((or @t231 @t203 @t205)))
1.05/1.26	(assume-push @p7240 @t238)
1.05/1.26	(step @p193 :rule evaluate :args (@t100))
1.05/1.26	(step @p641 :rule arith_poly_norm :args (@t239))
1.05/1.26	(step @p642 :rule cong :premises (@p641 @p11) :args (@t239))
1.05/1.26	(step @p643 :rule trans :premises (@p642 @p193))
1.05/1.26	(step @p644 :rule refl :args (tptp.c))
1.05/1.26	(step @p645 :rule nary_cong :premises (@p7240 @p644) :args (@t13))
1.05/1.26	(step @p646 :rule cong :premises (@p645 @p11) :args (@t224))
1.05/1.26	(step @p647 :rule trans :premises (@p646 @p643))
1.05/1.26	(step @p648 :rule true_elim :premises (@p647))
1.05/1.26	(step-pop @p7240 :rule scope :premises (@p648))
1.05/1.26	(step @p649 :rule process_scope :premises (@p7240) :args (@t224))
1.05/1.26	(step @p651 :rule implies_elim :premises (@p649))
1.05/1.26	(step @p652 :rule reordering :premises (@p651) :args ((or @t224 @t240)))
1.05/1.26	(assume-push @p7242 @t241)
1.05/1.26	(step @p193 :rule evaluate :args (@t100))
1.05/1.26	(step @p654 :rule arith_poly_norm :args (@t242))
1.05/1.26	(step @p655 :rule cong :premises (@p654 @p11) :args (@t242))
1.05/1.26	(step @p656 :rule trans :premises (@p655 @p193))
1.05/1.26	(step @p657 :rule nary_cong :premises (@p27 @p7242) :args (@t13))
1.05/1.26	(step @p658 :rule cong :premises (@p657 @p11) :args (@t224))
1.05/1.26	(step @p659 :rule trans :premises (@p658 @p656))
1.05/1.26	(step @p660 :rule true_elim :premises (@p659))
1.05/1.26	(step-pop @p7242 :rule scope :premises (@p660))
1.05/1.26	(step @p661 :rule process_scope :premises (@p7242) :args (@t224))
1.05/1.26	(step @p663 :rule implies_elim :premises (@p661))
1.05/1.26	(step @p664 :rule reordering :premises (@p663) :args ((or @t224 @t243)))
1.05/1.26	(assume-push @p7244 @t231)
1.05/1.26	(assume-push @p7245 @t231)
1.05/1.26	(step @p667 :rule bool-double-not-elim :args (@t244))
1.05/1.26	(step @p668 :rule arith-elim-lt :args (@t9 0))
1.05/1.26	(step @p669 :rule cong :premises (@p668) :args ((not @t245)))
1.05/1.26	(step @p670 :rule trans :premises (@p669 @p667))
1.05/1.26	(assume-push @p7246 @t245)
1.05/1.26	(step @p58 :rule evaluate :args (@t56))
1.05/1.26	(step @p354 :rule evaluate :args (@t157))
1.05/1.26	(step @p579 :rule evaluate :args (@t227))
1.05/1.26	(step @p145 :rule evaluate :args (@t91))
1.05/1.26	(step @p672 :rule nary_cong :premises (@p11 @p145) :args (@t246))
1.05/1.26	(step @p673 :rule trans :premises (@p672 @p579))
1.05/1.26	(step @p674 :rule arith_poly_norm :args ((= @t247 0)))
1.05/1.26	(step @p675 :rule cong :premises (@p674 @p673) :args (@t248))
1.05/1.26	(step @p676 :rule trans :premises (@p675 @p354))
1.05/1.26	(step @p677 :rule cong :premises (@p676) :args ((not @t248)))
1.05/1.26	(step @p678 :rule trans :premises (@p677 @p58))
1.05/1.26	(step @p679 :rule arith-elim-lt :args (@t247 @t246))
1.05/1.26	(step @p680 :rule trans :premises (@p679 @p678))
1.05/1.26	(step @p681 :rule arith_mult_neg :args (-1 @t231))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p682 :rule and_intro :premises (@p87 @p7244))
1.05/1.26	(step @p683 :rule modus_ponens :premises (@p682 @p681))
1.05/1.26	(step @p684 :rule arith_sum_ub :premises (@p7246 @p683))
1.05/1.26	(step @p685 false :rule eq_resolve :premises (@p684 @p680))
1.05/1.26	(step-pop @p7246 :rule scope :premises (@p685))
1.05/1.26	(step @p686 :rule process_scope :premises (@p7246) :args (false))
1.05/1.26	(step @p688 :rule eq_resolve :premises (@p686 @p670))
1.05/1.26	(step-pop @p7247 :rule scope :premises (@p688))
1.05/1.26	(step @p689 :rule process_scope :premises (@p7247) :args (@t244))
1.05/1.26	(step @p691 :rule modus_ponens :premises (@p7244 @p689))
1.05/1.26	(step-pop @p7248 :rule scope :premises (@p691))
1.05/1.26	(step @p692 :rule process_scope :premises (@p7248) :args (@t244))
1.05/1.26	(step @p694 :rule implies_elim :premises (@p692))
1.05/1.26	(step @p695 :rule refl :args (@t250))
1.05/1.26	(step @p696 :rule bool-double-not-elim :args (@t238))
1.05/1.26	(step @p697 :rule nary_cong :premises (@p108 @p696 @p52 @p695) :args ((or @t81 @t251 @t55 @t250)))
1.05/1.26	(assume-push @p7250 @t78)
1.05/1.26	(assume-push @p7251 @t240)
1.05/1.26	(assume-push @p7252 @t54)
1.05/1.26	(assume-push @p7253 @t240)
1.05/1.26	(assume-push @p7254 @t80)
1.05/1.26	(step @p703 :rule false_intro :premises (@p7251))
1.05/1.26	(step @p704 :rule symm :premises (@p7254))
1.05/1.26	(step @p705 :rule cong :premises (@p704 @p11) :args (@t249))
1.05/1.26	(step @p706 :rule trans :premises (@p705 @p703))
1.05/1.26	(step @p707 :rule false_elim :premises (@p706))
1.05/1.26	(step-pop @p7254 :rule scope :premises (@p707))
1.05/1.26	(step-pop @p7255 :rule scope :premises (@p7254))
1.05/1.26	(step @p708 :rule process_scope :premises (@p7255) :args (@t250))
1.05/1.26	(assume-push @p7257 @t78)
1.05/1.26	(assume-push @p7258 @t54)
1.05/1.26	(step @p114 :rule arith_poly_norm :args (@t82))
1.05/1.26	(step @p115 :rule arith_poly_norm_rel :premises (@p114) :args (@t83))
1.05/1.26	(step @p77 :rule arith-elim-lt :args (@t18 1))
1.05/1.26	(step @p78 :rule symm :premises (@p77))
1.05/1.26	(step @p116 :rule eq_resolve :premises (@p7252 @p78))
1.05/1.26	(step @p117 :rule int_tight_ub :premises (@p116))
1.05/1.26	(step @p118 :rule arith_trichotomy :premises (@p106 @p117))
1.05/1.26	(step @p119 :rule eq_resolve :premises (@p118 @p115))
1.05/1.26	(step-pop @p7258 :rule scope :premises (@p119))
1.05/1.26	(step-pop @p7259 :rule scope :premises (@p7258))
1.05/1.26	(step @p713 :rule process_scope :premises (@p7259) :args (@t80))
1.05/1.26	(step @p716 :rule and_intro :premises (@p106 @p7252))
1.05/1.26	(step @p717 :rule modus_ponens :premises (@p716 @p713))
1.05/1.26	(step @p718 :rule and_intro :premises (@p7251 @p717))
1.05/1.26	(step @p719 :rule modus_ponens :premises (@p718 @p708))
1.05/1.26	(step-pop @p7260 :rule scope :premises (@p719))
1.05/1.26	(step-pop @p7261 :rule scope :premises (@p7260))
1.05/1.26	(step-pop @p7262 :rule scope :premises (@p7261))
1.05/1.26	(step @p720 :rule process_scope :premises (@p7262) :args (@t250))
1.05/1.26	(step @p724 :rule implies_elim :premises (@p720))
1.05/1.26	(step @p725 :rule cnf_and_neg :args (@t252))
1.05/1.26	(step @p726 :rule resolution :premises (@p725 @p724) :args (true @t252))
1.05/1.26	(step @p727 :rule eq_resolve :premises (@p726 @p697))
1.05/1.26	(step @p728 :rule reordering :premises (@p727) :args ((or @t81 @t238 @t250 @t50)))
1.05/1.26	(step @p729 :rule arith_poly_norm :args ((= @t254 @t253)))
1.05/1.26	(step @p730 :rule arith_poly_norm_rel :premises (@p729) :args ((= @t256 @t255)))
1.05/1.26	(step @p731 :rule arith-elim-leq :args (tptp.d tptp.c))
1.05/1.26	(step @p732 :rule trans :premises (@p731 @p730))
1.05/1.26	(step @p733 :rule eq_resolve :premises (@p2 @p732))
1.05/1.26	(step @p734 :rule refl :args (@t258))
1.05/1.26	(step @p735 :rule bool-double-not-elim :args (@t259))
1.05/1.26	(step @p736 :rule refl :args (@t260))
1.05/1.26	(step @p737 :rule nary_cong :premises (@p736 @p735 @p734) :args ((or @t260 @t262 @t258)))
1.05/1.26	(assume-push @p7264 @t261)
1.05/1.26	(assume-push @p7265 @t255)
1.05/1.26	(assume-push @p7266 @t257)
1.05/1.26	(step @p741 :rule arith-elim-lt :args (tptp.d 0))
1.05/1.26	(step @p742 :rule symm :premises (@p741))
1.05/1.26	(assume-push @p7267 @t257)
1.05/1.26	(step @p58 :rule evaluate :args (@t56))
1.05/1.26	(step @p59 :rule evaluate :args (@t57))
1.05/1.26	(step @p60 :rule evaluate :args (@t58))
1.05/1.26	(step @p61 :rule evaluate :args (@t59))
1.05/1.26	(step @p744 :rule nary_cong :premises (@p61 @p61 @p11) :args (@t263))
1.05/1.26	(step @p745 :rule trans :premises (@p744 @p60))
1.05/1.26	(step @p746 :rule arith_poly_norm :args (@t264))
1.05/1.26	(step @p644 :rule refl :args (tptp.c))
1.05/1.26	(step @p747 :rule arith_poly_norm :args (@t266))
1.05/1.26	(step @p748 :rule refl :args (@t15))
1.05/1.26	(step @p749 :rule nary_cong :premises (@p748 @p747 @p644) :args (@t267))
1.05/1.26	(step @p750 :rule trans :premises (@p749 @p746))
1.05/1.26	(step @p751 :rule cong :premises (@p750 @p745) :args (@t268))
1.05/1.26	(step @p752 :rule trans :premises (@p751 @p59))
1.05/1.26	(step @p753 :rule cong :premises (@p752) :args ((not @t268)))
1.05/1.26	(step @p754 :rule trans :premises (@p753 @p58))
1.05/1.26	(step @p755 :rule arith-elim-lt :args (@t267 @t263))
1.05/1.26	(step @p756 :rule trans :premises (@p755 @p754))
1.05/1.26	(step @p757 :rule arith-elim-lt :args (tptp.c 0))
1.05/1.26	(step @p758 :rule symm :premises (@p757))
1.05/1.26	(step @p759 :rule eq_resolve :premises (@p7264 @p758))
1.05/1.26	(step @p760 :rule arith_mult_neg :args (-1 @t255))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p761 :rule and_intro :premises (@p87 @p733))
1.05/1.26	(step @p762 :rule modus_ponens :premises (@p761 @p760))
1.05/1.26	(step @p763 :rule arith_mult_neg :args (-1 @t257))
1.05/1.26	(step @p764 :rule and_intro :premises (@p87 @p7266))
1.05/1.26	(step @p765 :rule modus_ponens :premises (@p764 @p763))
1.05/1.26	(step @p766 :rule arith_sum_ub :premises (@p765 @p762 @p759))
1.05/1.26	(step @p767 false :rule eq_resolve :premises (@p766 @p756))
1.05/1.26	(step-pop @p7267 :rule scope :premises (@p767))
1.05/1.26	(step @p768 :rule process_scope :premises (@p7267) :args (false))
1.05/1.26	(step @p770 :rule eq_resolve :premises (@p768 @p742))
1.05/1.26	(step @p771 :rule eq_resolve :premises (@p770 @p741))
1.05/1.26	(step @p772 false :rule contra :premises (@p7266 @p771))
1.05/1.26	(step-pop @p7268 :rule scope :premises (@p772))
1.05/1.26	(step-pop @p7269 :rule scope :premises (@p7268))
1.05/1.26	(step-pop @p7270 :rule scope :premises (@p7269))
1.05/1.26	(step @p773 :rule process_scope :premises (@p7270) :args (false))
1.05/1.26	(assume-push @p7272 @t255)
1.05/1.26	(assume-push @p7273 @t261)
1.05/1.26	(assume-push @p7274 @t257)
1.05/1.26	(step @p780 :rule and_intro :premises (@p7273 @p733 @p7274))
1.05/1.26	(step-pop @p7274 :rule scope :premises (@p780))
1.05/1.26	(step-pop @p7275 :rule scope :premises (@p7274))
1.05/1.26	(step-pop @p7276 :rule scope :premises (@p7275))
1.05/1.26	(step @p781 :rule process_scope :premises (@p7276) :args (@t269))
1.05/1.26	(step @p785 :rule implies_elim :premises (@p781))
1.05/1.26	(step @p786 :rule resolution :premises (@p785 @p773) :args (true @t269))
1.05/1.26	(step @p787 :rule not_and :premises (@p786))
1.05/1.26	(step @p788 :rule eq_resolve :premises (@p787 @p737))
1.05/1.26	(step @p789 :rule bool-double-not-elim :args (@t270))
1.05/1.26	(step @p790 :rule refl :args (@t272))
1.05/1.26	(step @p791 :rule nary_cong :premises (@p790 @p789 @p735) :args ((or @t272 @t273 @t262)))
1.05/1.26	(step @p792 :rule cnf_and_neg :args (@t272))
1.05/1.26	(step @p793 :rule eq_resolve :premises (@p792 @p791))
1.05/1.26	(step @p794 :rule reordering :premises (@p793) :args ((or @t259 @t270 @t272)))
1.05/1.26	(step @p795 :rule bool-double-not-elim :args (@t257))
1.05/1.26	(step @p796 :rule refl :args (@t274))
1.05/1.26	(step @p797 :rule nary_cong :premises (@p796 @p789 @p795) :args ((or @t274 @t273 @t275)))
1.05/1.26	(step @p798 :rule cnf_and_neg :args (@t274))
1.05/1.26	(step @p799 :rule eq_resolve :premises (@p798 @p797))
1.05/1.26	(step @p800 :rule reordering :premises (@p799) :args ((or @t270 @t257 @t274)))
1.05/1.26	(step @p801 :rule refl :args (@t270))
1.05/1.26	(step @p802 :rule refl :args (tptp.b))
1.05/1.26	(step @p803 :rule cong :premises (@p802 @p475) :args (@t276))
1.05/1.26	(step @p804 :rule cong :premises (@p803) :args ((not @t276)))
1.05/1.26	(step @p805 :rule arith-leq-norm :args (tptp.b 0))
1.05/1.26	(step @p806 :rule trans :premises (@p805 @p804))
1.05/1.26	(step @p807 :rule nary_cong :premises (@p806 @p801) :args ((or @t277 @t270)))
1.05/1.26	(step @p808 :rule symm :premises (@p807))
1.05/1.26	(step @p809 :rule bool-double-not-elim :args (@t277))
1.05/1.26	(step @p810 :rule trans :premises (@p809 @p806))
1.05/1.26	(step @p811 :rule nary_cong :premises (@p810 @p789) :args ((or (not @t278) @t273)))
1.05/1.26	(step @p812 :rule trans :premises (@p811 @p808))
1.05/1.26	(assume-push @p7278 @t278)
1.05/1.26	(assume-push @p7279 @t271)
1.05/1.26	(step @p58 :rule evaluate :args (@t56))
1.05/1.26	(step @p59 :rule evaluate :args (@t57))
1.05/1.26	(step @p386 :rule evaluate :args (@t166))
1.05/1.26	(step @p61 :rule evaluate :args (@t59))
1.05/1.26	(step @p815 :rule nary_cong :premises (@p61 @p11) :args (@t279))
1.05/1.26	(step @p816 :rule trans :premises (@p815 @p386))
1.05/1.26	(step @p817 :rule arith_poly_norm :args (@t281))
1.05/1.26	(step @p818 :rule cong :premises (@p817 @p816) :args (@t282))
1.05/1.26	(step @p819 :rule trans :premises (@p818 @p59))
1.05/1.26	(step @p820 :rule cong :premises (@p819) :args ((not @t282)))
1.05/1.26	(step @p821 :rule trans :premises (@p820 @p58))
1.05/1.26	(step @p822 :rule arith-elim-lt :args (@t280 @t279))
1.05/1.26	(step @p823 :rule trans :premises (@p822 @p821))
1.05/1.26	(step @p824 :rule arith-elim-lt :args (tptp.b 0))
1.05/1.26	(step @p825 :rule symm :premises (@p824))
1.05/1.26	(step @p826 :rule eq_resolve :premises (@p7279 @p825))
1.05/1.26	(step @p827 :rule arith_mult_neg :args (-1 (> tptp.b 0)))
1.05/1.26	(step @p828 :rule bool-double-not-elim :args (@t283))
1.05/1.26	(step @p829 :rule cong :premises (@p806) :args (@t278))
1.05/1.26	(step @p830 :rule trans :premises (@p829 @p828))
1.05/1.26	(step @p831 :rule arith-elim-leq :args (tptp.b 0))
1.05/1.26	(step @p832 :rule symm :premises (@p831))
1.05/1.26	(step @p833 :rule cong :premises (@p832) :args ((not (>= 0 tptp.b))))
1.05/1.26	(step @p834 :rule arith-elim-gt :args (tptp.b 0))
1.05/1.26	(step @p835 :rule trans :premises (@p834 @p833))
1.05/1.26	(step @p836 :rule trans :premises (@p835 @p830))
1.05/1.26	(step @p837 :rule symm :premises (@p836))
1.05/1.26	(step @p838 :rule trans :premises (@p830 @p837))
1.05/1.26	(step @p839 :rule eq_resolve :premises (@p7278 @p838))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p840 :rule and_intro :premises (@p87 @p839))
1.05/1.26	(step @p841 :rule modus_ponens :premises (@p840 @p827))
1.05/1.26	(step @p842 :rule arith_sum_ub :premises (@p841 @p826))
1.05/1.26	(step @p843 false :rule eq_resolve :premises (@p842 @p823))
1.05/1.26	(step-pop @p7279 :rule scope :premises (@p843))
1.05/1.26	(step-pop @p7280 :rule scope :premises (@p7279))
1.05/1.26	(step @p844 :rule process_scope :premises (@p7280) :args (false))
1.05/1.26	(step @p847 :rule not_and :premises (@p844))
1.05/1.26	(step @p848 :rule eq_resolve :premises (@p847 @p812))
1.05/1.26	(step @p849 :rule eq_resolve :premises (@p848 @p807))
1.05/1.26	(step @p850 :rule reordering :premises (@p849) :args ((or @t270 @t284)))
1.05/1.26	(step @p851 :rule refl :args (@t9))
1.05/1.26	(step @p852 :rule cong :premises (@p851 @p475) :args (@t285))
1.05/1.26	(step @p853 :rule cong :premises (@p852) :args ((not @t285)))
1.05/1.26	(step @p854 :rule arith-leq-norm :args (@t9 0))
1.05/1.26	(step @p855 :rule trans :premises (@p854 @p853))
1.05/1.26	(step @p856 :rule cong :premises (@p855) :args ((not (<= @t9 0))))
1.05/1.26	(step @p857 :rule trans :premises (@p856 @p604))
1.05/1.26	(step @p858 :rule arith-elim-leq :args (@t9 0))
1.05/1.26	(step @p859 :rule symm :premises (@p858))
1.05/1.26	(step @p860 :rule cong :premises (@p859) :args ((not (>= 0 @t9))))
1.05/1.26	(step @p861 :rule arith-elim-gt :args (@t9 0))
1.05/1.26	(step @p862 :rule trans :premises (@p861 @p860))
1.05/1.26	(step @p863 :rule trans :premises (@p862 @p857))
1.05/1.26	(step @p757 :rule arith-elim-lt :args (tptp.c 0))
1.05/1.26	(step @p824 :rule arith-elim-lt :args (tptp.b 0))
1.05/1.26	(step @p864 :rule nary_cong :premises (@p824 @p757) :args (@t288))
1.05/1.26	(step @p865 :rule cong :premises (@p864 @p863) :args ((=> @t288 (> @t9 0))))
1.05/1.26	(step @p866 :rule arith_mult_sign :args (@t288 @t9))
1.05/1.26	(step @p867 :rule eq_resolve :premises (@p866 @p865))
1.05/1.26	(step @p868 :rule implies_elim :premises (@p867))
1.05/1.26	(step @p869 :rule reordering :premises (@p868) :args ((or @t231 (not @t272))))
1.05/1.26	(step @p870 :rule bool-double-not-elim :args (@t289))
1.05/1.26	(step @p871 :rule refl :args (@t8))
1.05/1.26	(step @p872 :rule cong :premises (@p871 @p475) :args (@t290))
1.05/1.26	(step @p873 :rule cong :premises (@p872) :args ((not @t290)))
1.05/1.26	(step @p874 :rule arith-leq-norm :args (@t8 0))
1.05/1.26	(step @p875 :rule trans :premises (@p874 @p873))
1.05/1.26	(step @p876 :rule cong :premises (@p875) :args ((not (<= @t8 0))))
1.05/1.26	(step @p877 :rule trans :premises (@p876 @p870))
1.05/1.26	(step @p878 :rule arith-elim-leq :args (@t8 0))
1.05/1.26	(step @p879 :rule symm :premises (@p878))
1.05/1.26	(step @p880 :rule cong :premises (@p879) :args ((not (>= 0 @t8))))
1.05/1.26	(step @p881 :rule arith-elim-gt :args (@t8 0))
1.05/1.26	(step @p882 :rule trans :premises (@p881 @p880))
1.05/1.26	(step @p883 :rule trans :premises (@p882 @p877))
1.05/1.26	(step @p741 :rule arith-elim-lt :args (tptp.d 0))
1.05/1.26	(step @p884 :rule nary_cong :premises (@p824 @p741) :args (@t292))
1.05/1.26	(step @p885 :rule cong :premises (@p884 @p883) :args ((=> @t292 (> @t8 0))))
1.05/1.26	(step @p886 :rule arith_mult_sign :args (@t292 @t8))
1.05/1.26	(step @p887 :rule eq_resolve :premises (@p886 @p885))
1.05/1.26	(step @p888 :rule implies_elim :premises (@p887))
1.05/1.26	(step @p889 :rule reordering :premises (@p888) :args ((or @t289 (not @t274))))
1.05/1.26	(step @p890 :rule bool-double-not-elim :args (@t294))
1.05/1.26	(step @p891 :rule refl :args (@t232))
1.05/1.26	(step @p892 :rule refl :args (@t295))
1.05/1.26	(step @p893 :rule nary_cong :premises (@p892 @p891 @p890) :args ((or @t295 @t232 (not @t296))))
1.05/1.26	(assume-push @p7282 @t289)
1.05/1.26	(assume-push @p7283 @t231)
1.05/1.26	(assume-push @p7284 @t296)
1.05/1.26	(step @p58 :rule evaluate :args (@t56))
1.05/1.26	(step @p354 :rule evaluate :args (@t157))
1.05/1.26	(step @p897 :rule evaluate :args (@t297))
1.05/1.26	(step @p145 :rule evaluate :args (@t91))
1.05/1.26	(step @p427 :rule refl :args (1))
1.05/1.26	(step @p898 :rule nary_cong :premises (@p427 @p145 @p145) :args (@t298))
1.05/1.26	(step @p899 :rule trans :premises (@p898 @p897))
1.05/1.26	(step @p900 :rule arith_poly_norm :args ((= @t300 0)))
1.05/1.26	(step @p901 :rule arith_poly_norm :args ((= @t301 @t300)))
1.05/1.26	(step @p902 :rule trans :premises (@p901 @p900))
1.05/1.26	(step @p903 :rule cong :premises (@p902 @p899) :args (@t302))
1.05/1.26	(step @p904 :rule trans :premises (@p903 @p354))
1.05/1.26	(step @p905 :rule cong :premises (@p904) :args ((not @t302)))
1.05/1.26	(step @p906 :rule trans :premises (@p905 @p58))
1.05/1.26	(step @p907 :rule arith-elim-lt :args (@t301 @t298))
1.05/1.26	(step @p908 :rule trans :premises (@p907 @p906))
1.05/1.26	(step @p681 :rule arith_mult_neg :args (-1 @t231))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p909 :rule and_intro :premises (@p87 @p7283))
1.05/1.26	(step @p910 :rule modus_ponens :premises (@p909 @p681))
1.05/1.26	(step @p911 :rule arith_mult_neg :args (-1 @t289))
1.05/1.26	(step @p912 :rule and_intro :premises (@p87 @p7282))
1.05/1.26	(step @p913 :rule modus_ponens :premises (@p912 @p911))
1.05/1.26	(step @p914 :rule arith-elim-lt :args (@t293 1))
1.05/1.26	(step @p915 :rule symm :premises (@p914))
1.05/1.26	(step @p916 :rule eq_resolve :premises (@p7284 @p915))
1.05/1.26	(step @p917 :rule arith_sum_ub :premises (@p916 @p913 @p910))
1.05/1.26	(step @p918 false :rule eq_resolve :premises (@p917 @p908))
1.05/1.26	(step-pop @p7284 :rule scope :premises (@p918))
1.05/1.26	(step-pop @p7285 :rule scope :premises (@p7284))
1.05/1.26	(step-pop @p7286 :rule scope :premises (@p7285))
1.05/1.26	(step @p919 :rule process_scope :premises (@p7286) :args (false))
1.05/1.26	(step @p923 :rule not_and :premises (@p919))
1.05/1.26	(step @p924 :rule eq_resolve :premises (@p923 @p893))
1.05/1.26	(assume-push @p7288 @t294)
1.05/1.26	(assume-push @p7289 @t294)
1.05/1.26	(step @p927 :rule arith_poly_norm :args (@t305))
1.05/1.26	(step @p928 :rule arith_poly_norm_rel :premises (@p927) :args (@t308))
1.05/1.26	(step @p929 :rule cong :premises (@p928) :args ((not @t307)))
1.05/1.26	(assume-push @p7290 @t307)
1.05/1.26	(step @p143 :rule evaluate :args (@t89))
1.05/1.26	(step @p579 :rule evaluate :args (@t227))
1.05/1.26	(step @p145 :rule evaluate :args (@t91))
1.05/1.26	(step @p672 :rule nary_cong :premises (@p11 @p145) :args (@t246))
1.05/1.26	(step @p673 :rule trans :premises (@p672 @p579))
1.05/1.26	(step @p386 :rule evaluate :args (@t166))
1.05/1.26	(step @p312 :rule arith_poly_norm :args (@t145))
1.05/1.26	(step @p931 :rule arith_poly_norm :args (@t310))
1.05/1.26	(step @p932 :rule nary_cong :premises (@p931 @p312) :args (@t311))
1.05/1.26	(step @p933 :rule trans :premises (@p932 @p386))
1.05/1.26	(step @p934 :rule arith_poly_norm :args ((= @t313 @t311)))
1.05/1.26	(step @p935 :rule trans :premises (@p934 @p933))
1.05/1.26	(step @p936 :rule cong :premises (@p935 @p673) :args ((<= @t313 @t246)))
1.05/1.26	(step @p937 :rule trans :premises (@p936 @p143))
1.05/1.26	(step @p938 :rule arith_mult_neg :args (-1 @t294))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p939 :rule and_intro :premises (@p87 @p7288))
1.05/1.26	(step @p940 :rule modus_ponens :premises (@p939 @p938))
1.05/1.26	(step @p941 :rule arith_sum_ub :premises (@p7290 @p940))
1.05/1.26	(step @p942 false :rule eq_resolve :premises (@p941 @p937))
1.05/1.26	(step-pop @p7290 :rule scope :premises (@p942))
1.05/1.26	(step @p943 :rule process_scope :premises (@p7290) :args (false))
1.05/1.26	(step @p945 :rule eq_resolve :premises (@p943 @p929))
1.05/1.26	(step-pop @p7291 :rule scope :premises (@p945))
1.05/1.26	(step @p946 :rule process_scope :premises (@p7291) :args (@t314))
1.05/1.26	(step @p948 :rule modus_ponens :premises (@p7288 @p946))
1.05/1.26	(step-pop @p7292 :rule scope :premises (@p948))
1.05/1.26	(step @p949 :rule process_scope :premises (@p7292) :args (@t314))
1.05/1.26	(step @p951 :rule implies_elim :premises (@p949))
1.05/1.26	(step @p952 :rule reordering :premises (@p951) :args ((or @t314 @t296)))
1.05/1.26	(step @p953 :rule refl :args (@t316))
1.05/1.26	(step @p954 :rule nary_cong :premises (@p795 @p953) :args ((or @t275 @t316)))
1.05/1.26	(assume-push @p7294 @t258)
1.05/1.26	(assume-push @p7295 @t258)
1.05/1.26	(assume-push @p7296 @t315)
1.05/1.26	(step @p143 :rule evaluate :args (@t89))
1.05/1.26	(step @p579 :rule evaluate :args (@t227))
1.05/1.26	(step @p307 :rule refl :args (-1))
1.05/1.26	(step @p61 :rule evaluate :args (@t59))
1.05/1.26	(step @p580 :rule nary_cong :premises (@p61 @p307) :args (@t228))
1.05/1.26	(step @p581 :rule trans :premises (@p580 @p579))
1.05/1.26	(step @p958 :rule arith_poly_norm :args ((= @t317 0)))
1.05/1.26	(step @p959 :rule cong :premises (@p958 @p581) :args ((<= @t317 @t228)))
1.05/1.26	(step @p960 :rule trans :premises (@p959 @p143))
1.05/1.26	(step @p742 :rule symm :premises (@p741))
1.05/1.26	(step @p961 :rule eq_resolve :premises (@p7294 @p742))
1.05/1.26	(step @p962 :rule int_tight_ub :premises (@p961))
1.05/1.26	(step @p963 :rule arith_mult_neg :args (-1 @t315))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p964 :rule and_intro :premises (@p87 @p7296))
1.05/1.26	(step @p965 :rule modus_ponens :premises (@p964 @p963))
1.05/1.26	(step @p966 :rule arith_sum_ub :premises (@p965 @p962))
1.05/1.26	(step @p967 false :rule eq_resolve :premises (@p966 @p960))
1.05/1.26	(step-pop @p7296 :rule scope :premises (@p967))
1.05/1.26	(step @p968 :rule process_scope :premises (@p7296) :args (false))
1.05/1.26	(step-pop @p7297 :rule scope :premises (@p968))
1.05/1.26	(step @p970 :rule process_scope :premises (@p7297) :args (@t316))
1.05/1.26	(step @p972 :rule modus_ponens :premises (@p7294 @p970))
1.05/1.26	(step-pop @p7298 :rule scope :premises (@p972))
1.05/1.26	(step @p973 :rule process_scope :premises (@p7298) :args (@t316))
1.05/1.26	(step @p975 :rule implies_elim :premises (@p973))
1.05/1.26	(step @p976 :rule eq_resolve :premises (@p975 @p954))
1.05/1.26	(step @p977 :rule refl :args (@t318))
1.05/1.26	(step @p978 :rule nary_cong :premises (@p977 @p795 @p53) :args ((or @t318 @t275 @t51)))
1.05/1.26	(step @p979 :rule cnf_and_neg :args (@t318))
1.05/1.26	(step @p980 :rule eq_resolve :premises (@p979 @p978))
1.05/1.26	(step @p981 :rule reordering :premises (@p980) :args ((or @t257 @t51 @t318)))
1.05/1.26	(step @p982 :rule arith_poly_norm :args ((= (* 1 (- @t8 @t321)) (* -1 @t320))))
1.05/1.26	(step @p983 :rule arith_poly_norm_rel :premises (@p982) :args ((= (= @t8 @t321) @t322)))
1.05/1.26	(step @p984 :rule arith_poly_norm :args ((= (* tptp.d @t323) @t321)))
1.05/1.26	(step @p985 :rule arith_poly_norm :args ((= @t324 @t43)))
1.05/1.26	(step @p986 :rule nary_cong :premises (@p27 @p985) :args (@t325))
1.05/1.26	(step @p987 :rule nary_cong :premises (@p197 @p986) :args (@t326))
1.05/1.26	(step @p988 :rule trans :premises (@p987 @p984))
1.05/1.26	(step @p989 :rule arith_poly_norm :args ((= @t327 @t8)))
1.05/1.26	(step @p990 :rule cong :premises (@p989 @p988) :args (@t328))
1.05/1.26	(step @p991 :rule trans :premises (@p990 @p983))
1.05/1.26	(step @p992 :rule refl :args (@t48))
1.05/1.26	(step @p993 :rule nary_cong :premises (@p741 @p992) :args (@t329))
1.05/1.26	(step @p994 :rule cong :premises (@p993 @p991) :args ((=> @t329 @t328)))
1.05/1.26	(step @p995 :rule symm :premises (@p994))
1.05/1.26	(step @p996 :rule arith_poly_norm :args ((= (* 1 (- tptp.b @t323)) (* -1 @t46))))
1.05/1.26	(step @p997 :rule arith_poly_norm_rel :premises (@p996) :args ((= (= tptp.b @t323) @t48)))
1.05/1.26	(step @p998 :rule cong :premises (@p217 @p986) :args (@t330))
1.05/1.26	(step @p999 :rule trans :premises (@p998 @p997))
1.05/1.26	(step @p1000 :rule nary_cong :premises (@p741 @p999) :args (@t331))
1.05/1.26	(step @p1001 :rule cong :premises (@p1000 @p991) :args ((=> @t331 @t328)))
1.05/1.26	(step @p1002 :rule trans :premises (@p1001 @p995))
1.05/1.26	(step @p1003 :rule arith_mult_neg :args (tptp.d @t330))
1.05/1.26	(step @p1004 :rule eq_resolve :premises (@p1003 @p1002))
1.05/1.26	(step @p1005 :rule eq_resolve :premises (@p1004 @p994))
1.05/1.26	(step @p1006 :rule implies_elim :premises (@p1005))
1.05/1.26	(step @p1007 :rule reordering :premises (@p1006) :args ((or @t322 (not @t318))))
1.05/1.26	(step @p1008 :rule arith_poly_norm :args ((= (* -1 (- 0 @t333)) (* -1 (- @t332 1)))))
1.05/1.26	(step @p1009 :rule arith_poly_norm_rel :premises (@p1008) :args ((= (>= 0 @t333) (>= @t332 1))))
1.05/1.26	(step @p1010 :rule arith-geq-tighten :args (@t14 0))
1.05/1.26	(step @p1011 :rule trans :premises (@p1010 @p1009))
1.05/1.26	(step @p1012 :rule symm :premises (@p1011))
1.05/1.26	(step @p427 :rule refl :args (1))
1.05/1.26	(step @p1013 :rule arith_poly_norm :args ((= (+ @t11 @t299 @t334) @t332)))
1.05/1.26	(step @p1014 :rule arith_poly_norm :args ((= @t150 @t334)))
1.05/1.26	(step @p1015 :rule arith_poly_norm :args ((= @t335 @t149)))
1.05/1.26	(step @p307 :rule refl :args (-1))
1.05/1.26	(step @p1016 :rule nary_cong :premises (@p307 @p1015) :args (@t336))
1.05/1.26	(step @p1017 :rule trans :premises (@p1016 @p1014))
1.05/1.26	(step @p1018 :rule refl :args (@t299))
1.05/1.26	(step @p1019 :rule refl :args (@t11))
1.05/1.26	(step @p1020 :rule nary_cong :premises (@p1019 @p1018 @p1017) :args (@t337))
1.05/1.26	(step @p1021 :rule trans :premises (@p1020 @p1013))
1.05/1.26	(step @p1022 :rule cong :premises (@p1021 @p427) :args (@t338))
1.05/1.26	(step @p1023 :rule trans :premises (@p1022 @p1012))
1.05/1.26	(step @p1024 :rule nary_cong :premises (@p1023 @p16) :args ((or @t338 @t19)))
1.05/1.26	(step @p1025 :rule skolem_intro :args (@t339))
1.05/1.26	(step @p644 :rule refl :args (tptp.c))
1.05/1.26	(step @p1026 :rule nary_cong :premises (@p644 @p1025) :args (@t340))
1.05/1.26	(step @p1027 :rule nary_cong :premises (@p307 @p1026) :args (@t341))
1.05/1.26	(step @p1028 :rule nary_cong :premises (@p1019 @p1018 @p1027) :args (@t342))
1.05/1.26	(step @p1029 :rule cong :premises (@p1028 @p427) :args (@t343))
1.05/1.26	(step @p1030 :rule nary_cong :premises (@p1029 @p16) :args ((or @t343 @t19)))
1.05/1.26	(step @p1031 :rule trans :premises (@p1030 @p1024))
1.05/1.26	(step @p1032 :rule symm :premises (@p1031))
1.05/1.26	(step @p1033 :rule trans :premises (@p37 @p1032))
1.05/1.26	(step @p1034 :rule eq_resolve :premises (@p39 @p1033))
1.05/1.26	(step @p1035 :rule reordering :premises (@p1034) :args ((or @t19 @t343)))
1.05/1.26	(assume-push @p7300 @t343)
1.05/1.26	(assume-push @p7301 @t322)
1.05/1.26	(assume-push @p7302 @t345)
1.05/1.26	(step @p1039 :rule arith-elim-lt :args (@t344 0))
1.05/1.26	(step @p1040 :rule symm :premises (@p1039))
1.05/1.26	(assume-push @p7303 @t345)
1.05/1.26	(step @p143 :rule evaluate :args (@t89))
1.05/1.26	(step @p1042 :rule evaluate :args (@t346))
1.05/1.26	(step @p145 :rule evaluate :args (@t91))
1.05/1.26	(step @p61 :rule evaluate :args (@t59))
1.05/1.26	(step @p1043 :rule nary_cong :premises (@p61 @p11 @p145) :args (@t347))
1.05/1.26	(step @p1044 :rule trans :premises (@p1043 @p1042))
1.05/1.26	(step @p1045 :rule arith_poly_norm :args ((= (+ 0 @t340 @t341 0 0) 0)))
1.05/1.26	(step @p1046 :rule arith_poly_norm :args (@t349))
1.05/1.26	(step @p931 :rule arith_poly_norm :args (@t310))
1.05/1.26	(step @p1047 :rule refl :args (@t341))
1.05/1.26	(step @p1048 :rule refl :args (@t340))
1.05/1.26	(step @p313 :rule arith_poly_norm :args (@t147))
1.05/1.26	(step @p1049 :rule nary_cong :premises (@p313 @p1048 @p1047 @p931 @p1046) :args (@t350))
1.05/1.26	(step @p1050 :rule trans :premises (@p1049 @p1045))
1.05/1.26	(step @p1051 :rule arith_poly_norm :args ((= @t354 @t350)))
1.05/1.26	(step @p1052 :rule trans :premises (@p1051 @p1050))
1.05/1.26	(step @p1053 :rule cong :premises (@p1052 @p1044) :args ((<= @t354 @t347)))
1.05/1.26	(step @p1054 :rule trans :premises (@p1053 @p143))
1.05/1.26	(step @p1055 :rule arith_mult_neg :args (-1 @t343))
1.05/1.26	(step @p1056 :rule chain_resolution :premises (@p1035 @p15) :args (@t32 @t33))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p1057 :rule and_intro :premises (@p87 @p1056))
1.05/1.26	(step @p1058 :rule modus_ponens :premises (@p1057 @p1055))
1.05/1.26	(step @p1059 :rule arith_poly_norm :args (@t355))
1.05/1.26	(step @p1060 :rule arith_poly_norm_rel :premises (@p1059) :args (@t357))
1.05/1.26	(step @p1061 :rule symm :premises (@p1060))
1.05/1.26	(step @p1062 :rule eq_resolve :premises (@p7301 @p1061))
1.05/1.26	(step @p1063 :rule arith_mult_neg :args (-1 @t345))
1.05/1.26	(step @p1064 :rule and_intro :premises (@p87 @p7302))
1.05/1.26	(step @p1065 :rule modus_ponens :premises (@p1064 @p1063))
1.05/1.26	(step @p1066 :rule arith_sum_ub :premises (@p1065 @p1062 @p1058))
1.05/1.26	(step @p1067 false :rule eq_resolve :premises (@p1066 @p1054))
1.05/1.26	(step-pop @p7303 :rule scope :premises (@p1067))
1.05/1.26	(step @p1068 :rule process_scope :premises (@p7303) :args (false))
1.05/1.26	(step @p1070 :rule eq_resolve :premises (@p1068 @p1040))
1.05/1.26	(step @p1071 :rule eq_resolve :premises (@p1070 @p1039))
1.05/1.26	(step @p1072 false :rule contra :premises (@p7302 @p1071))
1.05/1.26	(step-pop @p7304 :rule scope :premises (@p1072))
1.05/1.26	(step-pop @p7305 :rule scope :premises (@p7304))
1.05/1.26	(step-pop @p7306 :rule scope :premises (@p7305))
1.05/1.26	(step @p1073 :rule process_scope :premises (@p7306) :args (false))
1.05/1.26	(assume-push @p7308 @t343)
1.05/1.26	(assume-push @p7309 @t345)
1.05/1.26	(assume-push @p7310 @t322)
1.05/1.26	(step @p1080 :rule chain_resolution :premises (@p1035 @p15) :args (@t32 @t33))
1.05/1.26	(step @p1081 :rule and_intro :premises (@p1080 @p7310 @p7309))
1.05/1.26	(step-pop @p7310 :rule scope :premises (@p1081))
1.05/1.26	(step-pop @p7311 :rule scope :premises (@p7310))
1.05/1.26	(step-pop @p7312 :rule scope :premises (@p7311))
1.05/1.26	(step @p1082 :rule process_scope :premises (@p7312) :args (@t358))
1.05/1.26	(step @p1086 :rule implies_elim :premises (@p1082))
1.05/1.26	(step @p1087 :rule resolution :premises (@p1086 @p1073) :args (true @t358))
1.05/1.26	(step @p1088 :rule not_and :premises (@p1087))
1.05/1.26	(step @p1089 :rule refl :args (@t360))
1.05/1.26	(step @p1090 :rule bool-double-not-elim :args (@t345))
1.05/1.26	(step @p1091 :rule nary_cong :premises (@p1090 @p1089) :args ((or (not @t361) @t360)))
1.05/1.26	(assume-push @p7314 @t361)
1.05/1.26	(assume-push @p7315 @t361)
1.05/1.26	(step @p1094 :rule arith-elim-lt :args (@t344 1))
1.05/1.26	(step @p1095 :rule symm :premises (@p1094))
1.05/1.26	(assume-push @p7316 @t359)
1.05/1.26	(step @p1097 :rule evaluate :args (@t362))
1.05/1.26	(step @p1098 :rule evaluate :args (@t363))
1.05/1.26	(step @p145 :rule evaluate :args (@t91))
1.05/1.26	(step @p1099 :rule nary_cong :premises (@p145 @p307) :args (@t364))
1.05/1.26	(step @p1100 :rule trans :premises (@p1099 @p1098))
1.05/1.26	(step @p386 :rule evaluate :args (@t166))
1.05/1.26	(step @p1101 :rule arith_poly_norm :args ((= @t365 0)))
1.05/1.26	(step @p313 :rule arith_poly_norm :args (@t147))
1.05/1.26	(step @p1102 :rule nary_cong :premises (@p313 @p1101) :args (@t366))
1.05/1.26	(step @p1103 :rule trans :premises (@p1102 @p386))
1.05/1.26	(step @p1104 :rule arith_poly_norm :args ((= @t367 @t366)))
1.05/1.26	(step @p1105 :rule trans :premises (@p1104 @p1103))
1.05/1.26	(step @p1106 :rule cong :premises (@p1105 @p1100) :args ((<= @t367 @t364)))
1.05/1.26	(step @p1107 :rule trans :premises (@p1106 @p1097))
1.05/1.26	(step @p1039 :rule arith-elim-lt :args (@t344 0))
1.05/1.26	(step @p1040 :rule symm :premises (@p1039))
1.05/1.26	(step @p1108 :rule eq_resolve :premises (@p7314 @p1040))
1.05/1.26	(step @p1109 :rule int_tight_ub :premises (@p1108))
1.05/1.26	(step @p1110 :rule arith_mult_neg :args (-1 @t359))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p1111 :rule and_intro :premises (@p87 @p7316))
1.05/1.26	(step @p1112 :rule modus_ponens :premises (@p1111 @p1110))
1.05/1.26	(step @p1113 :rule arith_sum_ub :premises (@p1112 @p1109))
1.05/1.26	(step @p1114 false :rule eq_resolve :premises (@p1113 @p1107))
1.05/1.26	(step-pop @p7316 :rule scope :premises (@p1114))
1.05/1.26	(step @p1115 :rule process_scope :premises (@p7316) :args (false))
1.05/1.26	(step @p1117 :rule eq_resolve :premises (@p1115 @p1095))
1.05/1.26	(step @p1118 :rule eq_resolve :premises (@p1117 @p1094))
1.05/1.26	(step-pop @p7317 :rule scope :premises (@p1118))
1.05/1.26	(step @p1119 :rule process_scope :premises (@p7317) :args (@t360))
1.05/1.26	(step @p1121 :rule modus_ponens :premises (@p7314 @p1119))
1.05/1.26	(step-pop @p7318 :rule scope :premises (@p1121))
1.05/1.26	(step @p1122 :rule process_scope :premises (@p7318) :args (@t360))
1.05/1.26	(step @p1124 :rule implies_elim :premises (@p1122))
1.05/1.26	(step @p1125 :rule eq_resolve :premises (@p1124 @p1091))
1.05/1.26	(step @p1126 :rule reordering :premises (@p1125) :args ((or @t360 @t345)))
1.05/1.26	(step @p1127 :rule nary_cong :premises (@p574 @p414) :args ((or @t226 @t176)))
1.05/1.26	(assume-push @p7320 @t204)
1.05/1.26	(assume-push @p7321 @t204)
1.05/1.26	(step @p1130 :rule arith-elim-lt :args (@t13 1))
1.05/1.26	(step @p1131 :rule symm :premises (@p1130))
1.05/1.26	(assume-push @p7322 @t175)
1.05/1.26	(step @p1097 :rule evaluate :args (@t362))
1.05/1.26	(step @p1098 :rule evaluate :args (@t363))
1.05/1.26	(step @p145 :rule evaluate :args (@t91))
1.05/1.26	(step @p1099 :rule nary_cong :premises (@p145 @p307) :args (@t364))
1.05/1.26	(step @p1100 :rule trans :premises (@p1099 @p1098))
1.05/1.26	(step @p582 :rule arith_poly_norm :args (@t230))
1.05/1.26	(step @p1133 :rule cong :premises (@p582 @p1100) :args ((<= @t229 @t364)))
1.05/1.26	(step @p1134 :rule trans :premises (@p1133 @p1097))
1.05/1.26	(step @p585 :rule arith-elim-lt :args (@t13 0))
1.05/1.26	(step @p586 :rule symm :premises (@p585))
1.05/1.26	(step @p1135 :rule eq_resolve :premises (@p7320 @p586))
1.05/1.26	(step @p1136 :rule int_tight_ub :premises (@p1135))
1.05/1.26	(step @p1137 :rule arith_mult_neg :args (-1 @t175))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p1138 :rule and_intro :premises (@p87 @p7322))
1.05/1.26	(step @p1139 :rule modus_ponens :premises (@p1138 @p1137))
1.05/1.26	(step @p1140 :rule arith_sum_ub :premises (@p1139 @p1136))
1.05/1.26	(step @p1141 false :rule eq_resolve :premises (@p1140 @p1134))
1.05/1.26	(step-pop @p7322 :rule scope :premises (@p1141))
1.05/1.26	(step @p1142 :rule process_scope :premises (@p7322) :args (false))
1.05/1.26	(step @p1144 :rule eq_resolve :premises (@p1142 @p1131))
1.05/1.26	(step @p1145 :rule eq_resolve :premises (@p1144 @p1130))
1.05/1.26	(step-pop @p7323 :rule scope :premises (@p1145))
1.05/1.26	(step @p1146 :rule process_scope :premises (@p7323) :args (@t176))
1.05/1.26	(step @p1148 :rule modus_ponens :premises (@p7320 @p1146))
1.05/1.26	(step-pop @p7324 :rule scope :premises (@p1148))
1.05/1.26	(step @p1149 :rule process_scope :premises (@p7324) :args (@t176))
1.05/1.26	(step @p1151 :rule implies_elim :premises (@p1149))
1.05/1.26	(step @p1152 :rule eq_resolve :premises (@p1151 @p1127))
1.05/1.26	(step @p1153 :rule reordering :premises (@p1152) :args ((or @t176 @t203)))
1.05/1.26	(step @p1154 :rule arith-elim-lt :args (tptp.a 0))
1.05/1.26	(step @p1155 :rule nary_cong :premises (@p1154 @p757) :args (@t369))
1.05/1.26	(step @p1156 :rule cong :premises (@p1155 @p488) :args ((=> @t369 @t201)))
1.05/1.26	(step @p1157 :rule arith_mult_sign :args (@t369 @t13))
1.05/1.26	(step @p1158 :rule eq_resolve :premises (@p1157 @p1156))
1.05/1.26	(step @p1159 :rule implies_elim :premises (@p1158))
1.05/1.26	(step @p1160 :rule reordering :premises (@p1159) :args ((or @t175 (not @t372))))
1.05/1.26	(step @p1161 :rule bool-double-not-elim :args (@t370))
1.05/1.26	(step @p1162 :rule refl :args (@t372))
1.05/1.26	(step @p1163 :rule nary_cong :premises (@p1162 @p1161 @p735) :args ((or @t372 @t373 @t262)))
1.05/1.26	(step @p1164 :rule cnf_and_neg :args (@t372))
1.05/1.26	(step @p1165 :rule eq_resolve :premises (@p1164 @p1163))
1.05/1.26	(step @p1166 :rule reordering :premises (@p1165) :args ((or @t370 @t259 @t372)))
1.05/1.26	(step @p828 :rule bool-double-not-elim :args (@t283))
1.05/1.26	(step @p1167 :rule refl :args (@t371))
1.05/1.26	(step @p1168 :rule nary_cong :premises (@p52 @p696 @p1167 @p828) :args ((or @t55 @t251 @t371 (not @t284))))
1.05/1.26	(assume-push @p7326 @t54)
1.05/1.26	(assume-push @p7327 @t240)
1.05/1.26	(assume-push @p7328 @t370)
1.05/1.26	(assume-push @p7329 @t284)
1.05/1.26	(step @p58 :rule evaluate :args (@t56))
1.05/1.26	(step @p59 :rule evaluate :args (@t57))
1.05/1.26	(step @p1173 :rule evaluate :args (@t374))
1.05/1.26	(step @p145 :rule evaluate :args (@t91))
1.05/1.26	(step @p1174 :rule nary_cong :premises (@p427 @p11 @p145) :args (@t375))
1.05/1.26	(step @p1175 :rule trans :premises (@p1174 @p1173))
1.05/1.26	(step @p1176 :rule arith_poly_norm :args (@t377))
1.05/1.26	(step @p1177 :rule arith_poly_norm :args ((= @t378 @t376)))
1.05/1.26	(step @p1178 :rule trans :premises (@p1177 @p1176))
1.05/1.26	(step @p1179 :rule cong :premises (@p1178 @p1175) :args (@t379))
1.05/1.26	(step @p1180 :rule trans :premises (@p1179 @p59))
1.05/1.26	(step @p1181 :rule cong :premises (@p1180) :args ((not @t379)))
1.05/1.26	(step @p1182 :rule trans :premises (@p1181 @p58))
1.05/1.26	(step @p1183 :rule arith-elim-lt :args (@t378 @t375))
1.05/1.26	(step @p1184 :rule trans :premises (@p1183 @p1182))
1.05/1.26	(step @p1185 :rule arith_mult_neg :args (-1 @t194))
1.05/1.26	(step @p1186 :rule arith_trichotomy :premises (@p7327 @p7328))
1.05/1.26	(step @p1187 :rule int_tight_lb :premises (@p1186))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p1188 :rule and_intro :premises (@p87 @p1187))
1.05/1.26	(step @p1189 :rule modus_ponens :premises (@p1188 @p1185))
1.05/1.26	(step @p77 :rule arith-elim-lt :args (@t18 1))
1.05/1.26	(step @p78 :rule symm :premises (@p77))
1.05/1.26	(step @p1190 :rule eq_resolve :premises (@p7326 @p78))
1.05/1.26	(step @p1191 :rule int_tight_ub :premises (@p1190))
1.05/1.26	(step @p1192 :rule arith-elim-lt :args (tptp.b 1))
1.05/1.26	(step @p1193 :rule symm :premises (@p1192))
1.05/1.26	(step @p1194 :rule eq_resolve :premises (@p7329 @p1193))
1.05/1.26	(step @p1195 :rule arith_sum_ub :premises (@p1194 @p1191 @p1189))
1.05/1.26	(step @p1196 false :rule eq_resolve :premises (@p1195 @p1184))
1.05/1.26	(step-pop @p7329 :rule scope :premises (@p1196))
1.05/1.26	(step-pop @p7330 :rule scope :premises (@p7329))
1.05/1.26	(step-pop @p7331 :rule scope :premises (@p7330))
1.05/1.26	(step-pop @p7332 :rule scope :premises (@p7331))
1.05/1.26	(step @p1197 :rule process_scope :premises (@p7332) :args (false))
1.05/1.26	(step @p1202 :rule not_and :premises (@p1197))
1.05/1.26	(step @p1203 :rule eq_resolve :premises (@p1202 @p1168))
1.05/1.26	(step @p1204 :rule reordering :premises (@p1203) :args ((or @t238 @t371 @t283 @t50)))
1.05/1.26	(step @p1205 :rule refl :args (@t194))
1.05/1.26	(step @p1206 :rule nary_cong :premises (@p696 @p1167 @p1205) :args ((or @t251 @t371 @t194)))
1.05/1.26	(assume-push @p7334 @t240)
1.05/1.26	(assume-push @p7335 @t370)
1.05/1.26	(assume-push @p7336 @t240)
1.05/1.26	(assume-push @p7337 @t370)
1.05/1.26	(step @p1211 :rule arith_trichotomy :premises (@p7334 @p7335))
1.05/1.26	(step @p1212 :rule int_tight_lb :premises (@p1211))
1.05/1.26	(step-pop @p7337 :rule scope :premises (@p1212))
1.05/1.26	(step-pop @p7338 :rule scope :premises (@p7337))
1.05/1.26	(step @p1213 :rule process_scope :premises (@p7338) :args (@t194))
1.05/1.26	(step @p1216 :rule and_intro :premises (@p7334 @p7335))
1.05/1.26	(step @p1217 :rule modus_ponens :premises (@p1216 @p1213))
1.05/1.26	(step-pop @p7339 :rule scope :premises (@p1217))
1.05/1.26	(step-pop @p7340 :rule scope :premises (@p7339))
1.05/1.26	(step @p1218 :rule process_scope :premises (@p7340) :args (@t194))
1.05/1.26	(step @p1221 :rule implies_elim :premises (@p1218))
1.05/1.26	(step @p1222 :rule cnf_and_neg :args (@t380))
1.05/1.26	(step @p1223 :rule resolution :premises (@p1222 @p1221) :args (true @t380))
1.05/1.26	(step @p1224 :rule eq_resolve :premises (@p1223 @p1206))
1.05/1.26	(step @p1225 :rule refl :args (@t54))
1.05/1.26	(step @p1226 :rule refl :args (@t381))
1.05/1.26	(step @p1227 :rule nary_cong :premises (@p1226 @p795 @p1225) :args ((or @t381 @t275 @t54)))
1.05/1.26	(step @p1228 :rule cnf_and_neg :args (@t381))
1.05/1.26	(step @p1229 :rule eq_resolve :premises (@p1228 @p1227))
1.05/1.26	(step @p1230 :rule reordering :premises (@p1229) :args ((or @t257 @t54 @t381)))
1.05/1.26	(assume-push @p7342 @t50)
1.05/1.26	(assume-push @p7343 @t48)
1.05/1.26	(assume-push @p7344 @t49)
1.05/1.26	(step @p90 :rule arith-elim-lt :args (@t43 0))
1.05/1.26	(step @p91 :rule symm :premises (@p90))
1.05/1.26	(assume-push @p7345 @t49)
1.05/1.26	(step @p143 :rule evaluate :args (@t89))
1.05/1.26	(step @p1042 :rule evaluate :args (@t346))
1.05/1.26	(step @p145 :rule evaluate :args (@t91))
1.05/1.26	(step @p61 :rule evaluate :args (@t59))
1.05/1.26	(step @p1043 :rule nary_cong :premises (@p61 @p11 @p145) :args (@t347))
1.05/1.26	(step @p1044 :rule trans :premises (@p1043 @p1042))
1.05/1.26	(step @p148 :rule arith_poly_norm :args (@t93))
1.05/1.26	(step @p64 :rule arith_poly_norm :args (@t62))
1.05/1.26	(step @p65 :rule arith_poly_norm :args (@t64))
1.05/1.26	(step @p149 :rule refl :args (@t43))
1.05/1.26	(step @p150 :rule refl :args (@t44))
1.05/1.26	(step @p151 :rule nary_cong :premises (@p150 @p149 @p65 @p64) :args (@t94))
1.05/1.26	(step @p152 :rule trans :premises (@p151 @p148))
1.05/1.26	(step @p1235 :rule arith_poly_norm :args ((= @t382 @t94)))
1.05/1.26	(step @p1236 :rule trans :premises (@p1235 @p152))
1.05/1.26	(step @p1237 :rule cong :premises (@p1236 @p1044) :args ((<= @t382 @t347)))
1.05/1.26	(step @p1238 :rule trans :premises (@p1237 @p143))
1.05/1.26	(step @p1239 :rule arith_mult_neg :args (-1 @t50))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p1240 :rule and_intro :premises (@p87 @p7342))
1.05/1.26	(step @p1241 :rule modus_ponens :premises (@p1240 @p1239))
1.05/1.26	(step @p82 :rule arith_poly_norm :args (@t73))
1.05/1.26	(step @p83 :rule arith_poly_norm_rel :premises (@p82) :args (@t74))
1.05/1.26	(step @p84 :rule symm :premises (@p83))
1.05/1.26	(step @p85 :rule eq_resolve :premises (@p50 @p84))
1.05/1.26	(step @p1242 :rule arith_mult_neg :args (-1 @t49))
1.05/1.26	(step @p1243 :rule and_intro :premises (@p87 @p7344))
1.05/1.26	(step @p1244 :rule modus_ponens :premises (@p1243 @p1242))
1.05/1.26	(step @p1245 :rule arith_sum_ub :premises (@p1244 @p85 @p1241))
1.05/1.26	(step @p1246 false :rule eq_resolve :premises (@p1245 @p1238))
1.05/1.26	(step-pop @p7345 :rule scope :premises (@p1246))
1.05/1.26	(step @p1247 :rule process_scope :premises (@p7345) :args (false))
1.05/1.26	(step @p1249 :rule eq_resolve :premises (@p1247 @p91))
1.05/1.26	(step @p1250 :rule eq_resolve :premises (@p1249 @p90))
1.05/1.26	(step @p1251 false :rule contra :premises (@p7344 @p1250))
1.05/1.26	(step-pop @p7346 :rule scope :premises (@p1251))
1.05/1.26	(step-pop @p7347 :rule scope :premises (@p7346))
1.05/1.26	(step-pop @p7348 :rule scope :premises (@p7347))
1.05/1.26	(step @p1252 :rule process_scope :premises (@p7348) :args (false))
1.05/1.26	(step @p1256 :rule not_and :premises (@p1252))
1.05/1.26	(step @p1257 :rule arith_poly_norm :args ((= (* 1 (- @t8 @t384)) (* 1 (- @t383 0)))))
1.05/1.26	(step @p1258 :rule arith_poly_norm_rel :premises (@p1257) :args ((= (>= @t8 @t384) @t385)))
1.05/1.26	(step @p1259 :rule arith_poly_norm :args ((= @t387 @t384)))
1.05/1.26	(step @p1260 :rule cong :premises (@p989 @p1259) :args (@t388))
1.05/1.26	(step @p1261 :rule trans :premises (@p1260 @p1258))
1.05/1.26	(step @p1262 :rule refl :args (@t50))
1.05/1.26	(step @p1263 :rule nary_cong :premises (@p741 @p1262) :args (@t389))
1.05/1.26	(step @p1264 :rule cong :premises (@p1263 @p1261) :args ((=> @t389 @t388)))
1.05/1.26	(step @p1265 :rule symm :premises (@p1264))
1.05/1.26	(step @p1266 :rule arith_poly_norm :args ((= (* -1 (- @t386 tptp.b)) @t390)))
1.05/1.26	(step @p1267 :rule arith_poly_norm_rel :premises (@p1266) :args ((= (>= @t386 tptp.b) @t50)))
1.05/1.26	(step @p1268 :rule arith-elim-leq :args (tptp.b @t386))
1.05/1.26	(step @p1269 :rule trans :premises (@p1268 @p1267))
1.05/1.26	(step @p1270 :rule nary_cong :premises (@p741 @p1269) :args (@t392))
1.05/1.26	(step @p1271 :rule cong :premises (@p1270 @p1261) :args ((=> @t392 @t388)))
1.05/1.26	(step @p1272 :rule trans :premises (@p1271 @p1265))
1.05/1.26	(step @p1273 :rule arith_mult_neg :args (tptp.d @t391))
1.05/1.26	(step @p1274 :rule eq_resolve :premises (@p1273 @p1272))
1.05/1.26	(step @p1275 :rule eq_resolve :premises (@p1274 @p1264))
1.05/1.26	(step @p1276 :rule implies_elim :premises (@p1275))
1.05/1.26	(step @p1277 :rule reordering :premises (@p1276) :args ((or @t385 (not @t381))))
1.05/1.26	(step @p1278 :rule refl :args (@t393))
1.05/1.26	(step @p1279 :rule nary_cong :premises (@p1278 @p795 @p51) :args ((or @t393 @t275 @t53)))
1.05/1.26	(step @p1280 :rule cnf_and_neg :args (@t393))
1.05/1.26	(step @p1281 :rule eq_resolve :premises (@p1280 @p1279))
1.05/1.26	(step @p1282 :rule reordering :premises (@p1281) :args ((or @t257 @t49 @t393)))
1.05/1.26	(step @p1283 :rule refl :args (@t86))
1.05/1.26	(step @p1284 :rule nary_cong :premises (@p51 @p1283) :args ((or @t53 @t86)))
1.05/1.26	(assume-push @p7350 @t52)
1.05/1.26	(assume-push @p7351 @t52)
1.05/1.26	(assume-push @p7352 @t85)
1.05/1.26	(step @p143 :rule evaluate :args (@t89))
1.05/1.26	(step @p579 :rule evaluate :args (@t227))
1.05/1.26	(step @p61 :rule evaluate :args (@t59))
1.05/1.26	(step @p580 :rule nary_cong :premises (@p61 @p307) :args (@t228))
1.05/1.26	(step @p581 :rule trans :premises (@p580 @p579))
1.05/1.26	(step @p1288 :rule arith_poly_norm :args ((= @t394 0)))
1.05/1.26	(step @p1289 :rule cong :premises (@p1288 @p581) :args ((<= @t394 @t228)))
1.05/1.26	(step @p1290 :rule trans :premises (@p1289 @p143))
1.05/1.26	(step @p90 :rule arith-elim-lt :args (@t43 0))
1.05/1.26	(step @p91 :rule symm :premises (@p90))
1.05/1.26	(step @p1291 :rule eq_resolve :premises (@p7350 @p91))
1.05/1.26	(step @p1292 :rule int_tight_ub :premises (@p1291))
1.05/1.26	(step @p1293 :rule arith_mult_neg :args (-1 @t85))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p1294 :rule and_intro :premises (@p87 @p7352))
1.05/1.26	(step @p1295 :rule modus_ponens :premises (@p1294 @p1293))
1.05/1.26	(step @p1296 :rule arith_sum_ub :premises (@p1295 @p1292))
1.05/1.26	(step @p1297 false :rule eq_resolve :premises (@p1296 @p1290))
1.05/1.26	(step-pop @p7352 :rule scope :premises (@p1297))
1.05/1.26	(step @p1298 :rule process_scope :premises (@p7352) :args (false))
1.05/1.26	(step-pop @p7353 :rule scope :premises (@p1298))
1.05/1.26	(step @p1300 :rule process_scope :premises (@p7353) :args (@t86))
1.05/1.26	(step @p1302 :rule modus_ponens :premises (@p7350 @p1300))
1.05/1.26	(step-pop @p7354 :rule scope :premises (@p1302))
1.05/1.26	(step @p1303 :rule process_scope :premises (@p7354) :args (@t86))
1.05/1.26	(step @p1305 :rule implies_elim :premises (@p1303))
1.05/1.26	(step @p1306 :rule eq_resolve :premises (@p1305 @p1284))
1.05/1.26	(step @p1307 :rule arith_poly_norm :args ((= (* 1 (- @t25 @t16)) (* -1 @t396))))
1.05/1.26	(step @p1308 :rule arith_poly_norm_rel :premises (@p1307) :args ((= @t398 @t397)))
1.05/1.26	(step @p1309 :rule eq_resolve :premises (@p26 @p1308))
1.05/1.26	(step @p1056 :rule chain_resolution :premises (@p1035 @p15) :args (@t32 @t33))
1.05/1.26	(step @p1310 :rule bool-double-not-elim :args (@t399))
1.05/1.26	(step @p1311 :rule refl :args (@t400))
1.05/1.26	(step @p1312 :rule nary_cong :premises (@p736 @p1311 @p1310) :args ((or @t260 @t400 (not @t401))))
1.05/1.26	(assume-push @p7356 @t255)
1.05/1.26	(assume-push @p7357 @t397)
1.05/1.26	(assume-push @p7358 @t401)
1.05/1.26	(step @p58 :rule evaluate :args (@t56))
1.05/1.26	(step @p59 :rule evaluate :args (@t57))
1.05/1.26	(step @p60 :rule evaluate :args (@t58))
1.05/1.26	(step @p61 :rule evaluate :args (@t59))
1.05/1.26	(step @p62 :rule nary_cong :premises (@p11 @p61 @p11) :args (@t60))
1.05/1.26	(step @p63 :rule trans :premises (@p62 @p60))
1.05/1.26	(step @p1316 :rule arith_poly_norm :args (@t403))
1.05/1.26	(step @p1317 :rule arith_poly_norm :args (@t405))
1.05/1.26	(step @p1318 :rule arith_poly_norm :args (@t407))
1.05/1.26	(step @p1319 :rule refl :args (@t25))
1.05/1.26	(step @p1320 :rule refl :args (@t402))
1.05/1.26	(step @p1321 :rule nary_cong :premises (@p1320 @p1319 @p1318 @p1317) :args (@t408))
1.05/1.26	(step @p1322 :rule trans :premises (@p1321 @p1316))
1.05/1.26	(step @p1323 :rule arith_poly_norm :args ((= @t410 @t408)))
1.05/1.26	(step @p1324 :rule trans :premises (@p1323 @p1322))
1.05/1.26	(step @p1325 :rule cong :premises (@p1324 @p63) :args (@t411))
1.05/1.26	(step @p1326 :rule trans :premises (@p1325 @p59))
1.05/1.26	(step @p1327 :rule cong :premises (@p1326) :args ((not @t411)))
1.05/1.26	(step @p1328 :rule trans :premises (@p1327 @p58))
1.05/1.26	(step @p1329 :rule arith-elim-lt :args (@t410 @t60))
1.05/1.26	(step @p1330 :rule trans :premises (@p1329 @p1328))
1.05/1.26	(step @p1331 :rule arith_poly_norm :args (@t412))
1.05/1.26	(step @p1332 :rule arith_poly_norm_rel :premises (@p1331) :args (@t414))
1.05/1.26	(step @p1333 :rule symm :premises (@p1332))
1.05/1.26	(step @p1334 :rule eq_resolve :premises (@p1309 @p1333))
1.05/1.26	(step @p760 :rule arith_mult_neg :args (-1 @t255))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p761 :rule and_intro :premises (@p87 @p733))
1.05/1.26	(step @p762 :rule modus_ponens :premises (@p761 @p760))
1.05/1.26	(step @p1335 :rule arith-elim-lt :args (@t25 0))
1.05/1.26	(step @p1336 :rule symm :premises (@p1335))
1.05/1.26	(step @p1337 :rule eq_resolve :premises (@p7358 @p1336))
1.05/1.26	(step @p1338 :rule arith_sum_ub :premises (@p1337 @p762 @p1334))
1.05/1.26	(step @p1339 false :rule eq_resolve :premises (@p1338 @p1330))
1.05/1.26	(step-pop @p7358 :rule scope :premises (@p1339))
1.05/1.26	(step-pop @p7359 :rule scope :premises (@p7358))
1.05/1.26	(step-pop @p7360 :rule scope :premises (@p7359))
1.05/1.26	(step @p1340 :rule process_scope :premises (@p7360) :args (false))
1.05/1.26	(step @p1344 :rule not_and :premises (@p1340))
1.05/1.26	(step @p1345 :rule eq_resolve :premises (@p1344 @p1312))
1.05/1.26	(step @p1346 :rule chain_resolution :premises (@p1345 @p733 @p1309) :args (@t415 (@list @t255 @t397)))
1.05/1.26	(assume-push @p7362 @t399)
1.05/1.26	(assume-push @p7363 @t399)
1.05/1.26	(step @p1349 :rule bool-double-not-elim :args (@t416))
1.05/1.26	(step @p1350 :rule arith-elim-lt :args (@t25 -1))
1.05/1.26	(step @p1351 :rule cong :premises (@p1350) :args ((not @t417)))
1.05/1.26	(step @p1352 :rule trans :premises (@p1351 @p1349))
1.05/1.26	(assume-push @p7364 @t417)
1.05/1.26	(step @p58 :rule evaluate :args (@t56))
1.05/1.26	(step @p354 :rule evaluate :args (@t157))
1.05/1.26	(step @p355 :rule evaluate :args (@t158))
1.05/1.26	(step @p61 :rule evaluate :args (@t59))
1.05/1.26	(step @p356 :rule nary_cong :premises (@p307 @p61) :args (@t159))
1.05/1.26	(step @p357 :rule trans :premises (@p356 @p355))
1.05/1.26	(step @p1354 :rule arith_poly_norm :args (@t419))
1.05/1.26	(step @p1355 :rule cong :premises (@p1354 @p357) :args (@t420))
1.05/1.26	(step @p1356 :rule trans :premises (@p1355 @p354))
1.05/1.26	(step @p1357 :rule cong :premises (@p1356) :args ((not @t420)))
1.05/1.26	(step @p1358 :rule trans :premises (@p1357 @p58))
1.05/1.26	(step @p1359 :rule arith-elim-lt :args (@t418 @t159))
1.05/1.26	(step @p1360 :rule trans :premises (@p1359 @p1358))
1.05/1.26	(step @p1361 :rule arith_mult_neg :args (-1 @t399))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p1362 :rule and_intro :premises (@p87 @p7362))
1.05/1.26	(step @p1363 :rule modus_ponens :premises (@p1362 @p1361))
1.05/1.26	(step @p1364 :rule arith_sum_ub :premises (@p7364 @p1363))
1.05/1.26	(step @p1365 false :rule eq_resolve :premises (@p1364 @p1360))
1.05/1.26	(step-pop @p7364 :rule scope :premises (@p1365))
1.05/1.26	(step @p1366 :rule process_scope :premises (@p7364) :args (false))
1.05/1.26	(step @p1368 :rule eq_resolve :premises (@p1366 @p1352))
1.05/1.26	(step-pop @p7365 :rule scope :premises (@p1368))
1.05/1.26	(step @p1369 :rule process_scope :premises (@p7365) :args (@t416))
1.05/1.26	(step @p1371 :rule modus_ponens :premises (@p7362 @p1369))
1.05/1.26	(step-pop @p7366 :rule scope :premises (@p1371))
1.05/1.26	(step @p1372 :rule process_scope :premises (@p7366) :args (@t416))
1.05/1.26	(step @p1374 :rule implies_elim :premises (@p1372))
1.05/1.26	(step @p1375 :rule chain_resolution :premises (@p1374 @p1346) :args (@t421 (@list @t399)))
1.05/1.26	(step @p1376 :rule refl :args (@t423))
1.05/1.26	(step @p1377 :rule refl :args (@t424))
1.05/1.26	(step @p1378 :rule refl :args (@t425))
1.05/1.26	(step @p1379 :rule refl :args (@t426))
1.05/1.26	(step @p1380 :rule nary_cong :premises (@p735 @p1379 @p1311 @p1378 @p1377 @p1376) :args ((or @t262 @t426 @t400 @t425 @t424 @t423)))
1.05/1.26	(assume-push @p7368 @t343)
1.05/1.26	(assume-push @p7369 @t261)
1.05/1.26	(assume-push @p7370 @t416)
1.05/1.26	(assume-push @p7371 @t397)
1.05/1.26	(assume-push @p7372 @t385)
1.05/1.26	(assume-push @p7373 @t422)
1.05/1.26	(step @p1387 :rule arith-elim-lt :args (@t340 0))
1.05/1.26	(step @p1388 :rule symm :premises (@p1387))
1.05/1.26	(assume-push @p7374 @t422)
1.05/1.26	(step @p58 :rule evaluate :args (@t56))
1.05/1.26	(step @p59 :rule evaluate :args (@t57))
1.05/1.26	(step @p1390 :rule evaluate :args ((+ 0 0 0 1 0 -1)))
1.05/1.26	(step @p145 :rule evaluate :args (@t91))
1.05/1.26	(step @p425 :rule evaluate :args (@t178))
1.05/1.26	(step @p61 :rule evaluate :args (@t59))
1.05/1.26	(step @p1391 :rule nary_cong :premises (@p61 @p61 @p61 @p425 @p11 @p145) :args (@t427))
1.05/1.26	(step @p1392 :rule trans :premises (@p1391 @p1390))
1.05/1.26	(step @p1393 :rule arith_poly_norm :args ((= (+ @t341 @t430 @t429 @t402 tptp.c @t428) 0)))
1.05/1.26	(step @p1394 :rule arith_poly_norm :args ((= @t351 @t428)))
1.05/1.26	(step @p1320 :rule refl :args (@t402))
1.05/1.26	(step @p1395 :rule arith_poly_norm :args (@t432))
1.05/1.26	(step @p1396 :rule arith_poly_norm :args ((= @t433 @t430)))
1.05/1.26	(step @p1047 :rule refl :args (@t341))
1.05/1.26	(step @p1397 :rule nary_cong :premises (@p1047 @p1396 @p1395 @p1320 @p644 @p1394) :args (@t434))
1.05/1.26	(step @p1398 :rule trans :premises (@p1397 @p1393))
1.05/1.26	(step @p1399 :rule cong :premises (@p1398 @p1392) :args (@t435))
1.05/1.26	(step @p1400 :rule trans :premises (@p1399 @p59))
1.05/1.26	(step @p1401 :rule cong :premises (@p1400) :args ((not @t435)))
1.05/1.26	(step @p1402 :rule trans :premises (@p1401 @p58))
1.05/1.26	(step @p1403 :rule arith-elim-lt :args (@t434 @t427))
1.05/1.26	(step @p1404 :rule trans :premises (@p1403 @p1402))
1.05/1.26	(step @p1405 :rule arith_mult_neg :args (-1 @t343))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p1057 :rule and_intro :premises (@p87 @p1056))
1.05/1.26	(step @p1406 :rule modus_ponens :premises (@p1057 @p1405))
1.05/1.26	(step @p758 :rule symm :premises (@p757))
1.05/1.26	(step @p1407 :rule eq_resolve :premises (@p7369 @p758))
1.05/1.26	(step @p1408 :rule arith_mult_neg :args (-1 @t416))
1.05/1.26	(step @p1409 :rule and_intro :premises (@p87 @p7370))
1.05/1.26	(step @p1410 :rule modus_ponens :premises (@p1409 @p1408))
1.05/1.26	(step @p1411 :rule arith_mult_neg :args (-1 @t413))
1.05/1.26	(step @p1331 :rule arith_poly_norm :args (@t412))
1.05/1.26	(step @p1332 :rule arith_poly_norm_rel :premises (@p1331) :args (@t414))
1.05/1.26	(step @p1333 :rule symm :premises (@p1332))
1.05/1.26	(step @p1334 :rule eq_resolve :premises (@p1309 @p1333))
1.05/1.26	(step @p1412 :rule and_intro :premises (@p87 @p1334))
1.05/1.26	(step @p1413 :rule modus_ponens :premises (@p1412 @p1411))
1.05/1.26	(step @p1414 :rule arith_mult_neg :args (-1 @t385))
1.05/1.26	(step @p1415 :rule and_intro :premises (@p87 @p7372))
1.05/1.26	(step @p1416 :rule modus_ponens :premises (@p1415 @p1414))
1.05/1.26	(step @p1417 :rule arith_mult_neg :args (-1 @t422))
1.05/1.26	(step @p1418 :rule and_intro :premises (@p87 @p7373))
1.05/1.26	(step @p1419 :rule modus_ponens :premises (@p1418 @p1417))
1.05/1.26	(step @p1420 :rule arith_sum_ub :premises (@p1419 @p1416 @p1413 @p1410 @p1407 @p1406))
1.05/1.26	(step @p1421 false :rule eq_resolve :premises (@p1420 @p1404))
1.05/1.26	(step-pop @p7374 :rule scope :premises (@p1421))
1.05/1.26	(step @p1422 :rule process_scope :premises (@p7374) :args (false))
1.05/1.26	(step @p1424 :rule eq_resolve :premises (@p1422 @p1388))
1.05/1.26	(step @p1425 :rule eq_resolve :premises (@p1424 @p1387))
1.05/1.26	(step @p1426 false :rule contra :premises (@p7373 @p1425))
1.05/1.26	(step-pop @p7375 :rule scope :premises (@p1426))
1.05/1.26	(step-pop @p7376 :rule scope :premises (@p7375))
1.05/1.26	(step-pop @p7377 :rule scope :premises (@p7376))
1.05/1.26	(step-pop @p7378 :rule scope :premises (@p7377))
1.05/1.26	(step-pop @p7379 :rule scope :premises (@p7378))
1.05/1.26	(step-pop @p7380 :rule scope :premises (@p7379))
1.05/1.26	(step @p1427 :rule process_scope :premises (@p7380) :args (false))
1.05/1.26	(assume-push @p7382 @t261)
1.05/1.26	(assume-push @p7383 @t385)
1.05/1.26	(assume-push @p7384 @t397)
1.05/1.26	(assume-push @p7385 @t343)
1.05/1.26	(assume-push @p7386 @t416)
1.05/1.26	(assume-push @p7387 @t422)
1.05/1.26	(step @p1440 :rule and_intro :premises (@p1056 @p7382 @p7386 @p1309 @p7383 @p7387))
1.05/1.26	(step-pop @p7387 :rule scope :premises (@p1440))
1.05/1.26	(step-pop @p7388 :rule scope :premises (@p7387))
1.05/1.26	(step-pop @p7389 :rule scope :premises (@p7388))
1.05/1.26	(step-pop @p7390 :rule scope :premises (@p7389))
1.05/1.26	(step-pop @p7391 :rule scope :premises (@p7390))
1.05/1.26	(step-pop @p7392 :rule scope :premises (@p7391))
1.05/1.26	(step @p1441 :rule process_scope :premises (@p7392) :args (@t436))
1.05/1.26	(step @p1448 :rule implies_elim :premises (@p1441))
1.05/1.26	(step @p1449 :rule resolution :premises (@p1448 @p1427) :args (true @t436))
1.05/1.26	(step @p1450 :rule not_and :premises (@p1449))
1.05/1.26	(step @p1451 :rule eq_resolve :premises (@p1450 @p1380))
1.05/1.26	(step @p1452 :rule reordering :premises (@p1451) :args ((or @t259 @t426 @t425 @t400 @t424 @t423)))
1.05/1.26	(step @p1453 :rule bool-double-not-elim :args (@t437))
1.05/1.26	(step @p1454 :rule refl :args (@t102))
1.05/1.26	(step @p1455 :rule cong :premises (@p1454 @p475) :args (@t438))
1.05/1.26	(step @p1456 :rule cong :premises (@p1455) :args ((not @t438)))
1.05/1.26	(step @p1457 :rule arith-leq-norm :args (@t102 0))
1.05/1.26	(step @p1458 :rule trans :premises (@p1457 @p1456))
1.05/1.26	(step @p1459 :rule cong :premises (@p1458) :args ((not (<= @t102 0))))
1.05/1.26	(step @p1460 :rule trans :premises (@p1459 @p1453))
1.05/1.26	(step @p1461 :rule arith-elim-leq :args (@t102 0))
1.05/1.26	(step @p1462 :rule symm :premises (@p1461))
1.05/1.26	(step @p1463 :rule cong :premises (@p1462) :args ((not (>= 0 @t102))))
1.05/1.26	(step @p1464 :rule arith-elim-gt :args (@t102 0))
1.05/1.26	(step @p1465 :rule trans :premises (@p1464 @p1463))
1.05/1.26	(step @p1466 :rule trans :premises (@p1465 @p1460))
1.05/1.26	(step @p90 :rule arith-elim-lt :args (@t43 0))
1.05/1.26	(step @p1467 :rule nary_cong :premises (@p741 @p90) :args (@t439))
1.05/1.26	(step @p1468 :rule cong :premises (@p1467 @p1466) :args ((=> @t439 (> @t102 0))))
1.05/1.26	(step @p1469 :rule arith_mult_sign :args (@t439 @t102))
1.05/1.26	(step @p1470 :rule eq_resolve :premises (@p1469 @p1468))
1.05/1.26	(step @p1471 :rule implies_elim :premises (@p1470))
1.05/1.26	(step @p1472 :rule reordering :premises (@p1471) :args ((or @t437 (not @t393))))
1.05/1.26	(step @p1473 :rule cnf_ite_pos2 :args (@t442))
1.05/1.26	(step @p1474 :rule reordering :premises (@p1473) :args ((or @t422 @t359 (not @t442))))
1.05/1.26	(assume-push @p7394 @t437)
1.05/1.26	(assume-push @p7395 @t437)
1.05/1.26	(step @p1477 :rule bool-double-not-elim :args (@t443))
1.05/1.26	(step @p1478 :rule arith-elim-lt :args (@t102 0))
1.05/1.26	(step @p1479 :rule cong :premises (@p1478) :args ((not @t444)))
1.05/1.26	(step @p1480 :rule trans :premises (@p1479 @p1477))
1.05/1.26	(assume-push @p7396 @t444)
1.05/1.26	(step @p58 :rule evaluate :args (@t56))
1.05/1.26	(step @p354 :rule evaluate :args (@t157))
1.05/1.26	(step @p579 :rule evaluate :args (@t227))
1.05/1.26	(step @p145 :rule evaluate :args (@t91))
1.05/1.26	(step @p672 :rule nary_cong :premises (@p11 @p145) :args (@t246))
1.05/1.26	(step @p673 :rule trans :premises (@p672 @p579))
1.05/1.26	(step @p358 :rule arith_poly_norm :args (@t161))
1.05/1.26	(step @p1482 :rule cong :premises (@p358 @p673) :args (@t445))
1.05/1.26	(step @p1483 :rule trans :premises (@p1482 @p354))
1.05/1.26	(step @p1484 :rule cong :premises (@p1483) :args ((not @t445)))
1.05/1.26	(step @p1485 :rule trans :premises (@p1484 @p58))
1.05/1.26	(step @p1486 :rule arith-elim-lt :args (@t160 @t246))
1.05/1.26	(step @p1487 :rule trans :premises (@p1486 @p1485))
1.05/1.26	(step @p1488 :rule arith_mult_neg :args (-1 @t437))
1.05/1.26	(step @p86 :rule evaluate :args (@t75))
1.05/1.26	(step @p87 :rule true_elim :premises (@p86))
1.05/1.26	(step @p1489 :rule and_intro :premises (@p87 @p7394))
1.05/1.26	(step @p1490 :rule modus_ponens :premises (@p1489 @p1488))
1.05/1.26	(step @p1491 :rule arith_sum_ub :premises (@p7396 @p1490))
1.05/1.26	(step @p1492 false :rule eq_resolve :premises (@p1491 @p1487))
1.05/1.26	(step-pop @p7396 :rule scope :premises (@p1492))
1.05/1.26	(step @p1493 :rule process_scope :premises (@p7396) :args (false))
1.05/1.26	(step @p1495 :rule eq_resolve :premises (@p1493 @p1480))
1.05/1.26	(step-pop @p7397 :rule scope :premises (@p1495))
1.05/1.26	(step @p1496 :rule process_scope :premises (@p7397) :args (@t443))
1.05/1.26	(step @p1498 :rule modus_ponens :premises (@p7394 @p1496))
1.05/1.26	(step-pop @p7398 :rule scope :premises (@p1498))
1.05/1.26	(step @p1499 :rule process_scope :premises (@p7398) :args (@t443))
1.05/1.26	(step @p1501 :rule implies_elim :premises (@p1499))
1.05/1.26	(step @p1502 :rule cnf_ite_pos1 :args (@t447))
1.05/1.26	(step @p1503 :rule reordering :premises (@p1502) :args ((or (not @t443) @t442 (not @t447))))
1.05/1.26	(step @p1504 :rule bool-double-not-elim :args (@t446))
1.05/1.26	(step @p1505 :rule arith_poly_norm :args ((= (* -1 (- @t126 @t448)) (* -1 (- @t440 1)))))
1.05/1.26	(step @p1506 :rule arith_poly_norm_rel :premises (@p1505) :args ((= @t449 @t446)))
1.05/1.26	(step @p1507 :rule cong :premises (@p1506) :args ((not @t449)))
1.05/1.26	(step @p1508 :rule arith-leq-norm :args (@t126 @t341))
1.05/1.26	(step @p1509 :rule trans :premises (@p1508 @p1507))
1.05/1.26	(step @p1510 :rule arith_poly_norm :args ((= @t450 @t341)))
1.05/1.26	(step @p1511 :rule arith_poly_norm :args ((= @t451 @t126)))
1.05/1.26	(step @p1512 :rule cong :premises (@p1511 @p1510) :args (@t452))
1.05/1.26	(step @p1513 :rule trans :premises (@p1512 @p1509))
1.05/1.26	(step @p1514 :rule cong :premises (@p1513) :args ((not @t452)))
1.05/1.26	(step @p1515 :rule trans :premises (@p1514 @p1504))
1.05/1.26	(step @p1516 :rule arith-elim-leq :args (@t451 @t450))
1.05/1.26	(step @p1517 :rule symm :premises (@p1516))
1.05/1.26	(step @p1518 :rule cong :premises (@p1517) :args ((not (>= @t450 @t451))))
1.05/1.26	(step @p1519 :rule arith-elim-gt :args (@t451 @t450))
1.05/1.26	(step @p1520 :rule trans :premises (@p1519 @p1518))
1.05/1.26	(step @p1521 :rule trans :premises (@p1520 @p1515))
1.05/1.26	(step @p1522 :rule arith_poly_norm :args ((= (* 1 (- @t340 @t126)) (* 1 (- @t344 0)))))
1.05/1.26	(step @p1523 :rule arith_poly_norm_rel :premises (@p1522) :args ((= (>= @t340 @t126) @t345)))
1.05/1.26	(step @p1524 :rule arith-elim-leq :args (@t126 @t340))
1.05/1.26	(step @p1525 :rule trans :premises (@p1524 @p1523))
1.05/1.26	(step @p1048 :rule refl :args (@t340))
1.05/1.26	(step @p1526 :rule cong :premises (@p1511 @p1048) :args (@t453))
1.05/1.26	(step @p1527 :rule trans :premises (@p1526 @p1525))
1.05/1.26	(step @p1528 :rule cong :premises (@p1527) :args ((not @t453)))
1.05/1.26	(step @p1529 :rule arith-elim-leq :args (@t451 @t340))
1.05/1.26	(step @p1530 :rule symm :premises (@p1529))
1.05/1.26	(step @p1531 :rule cong :premises (@p1530) :args ((not (>= @t340 @t451))))
1.05/1.26	(step @p1532 :rule arith-elim-gt :args (@t451 @t340))
1.05/1.26	(step @p1533 :rule trans :premises (@p1532 @p1531))
1.05/1.26	(step @p1534 :rule trans :premises (@p1533 @p1528))
1.05/1.26	(step @p1535 :rule refl :args (@t422))
1.05/1.26	(step @p1536 :rule cong :premises (@p1535 @p1534 @p1521) :args (@t454))
1.05/1.26	(step @p1537 :rule bool-double-not-elim :args (@t359))
1.05/1.26	(step @p1538 :rule arith_poly_norm :args ((= (* -1 (- @t102 @t448)) (* -1 (- @t344 1)))))
1.05/1.26	(step @p1539 :rule arith_poly_norm_rel :premises (@p1538) :args ((= @t455 @t359)))
1.05/1.26	(step @p1540 :rule cong :premises (@p1539) :args ((not @t455)))
1.05/1.26	(step @p1541 :rule arith-leq-norm :args (@t102 @t341))
1.05/1.26	(step @p1542 :rule trans :premises (@p1541 @p1540))
1.05/1.26	(step @p248 :rule refl :args (@t102))
1.05/1.26	(step @p1543 :rule cong :premises (@p248 @p1510) :args (@t456))
1.05/1.26	(step @p1544 :rule trans :premises (@p1543 @p1542))
1.05/1.26	(step @p1545 :rule cong :premises (@p1544) :args ((not @t456)))
1.05/1.26	(step @p1546 :rule trans :premises (@p1545 @p1537))
1.05/1.26	(step @p1547 :rule arith-elim-leq :args (@t102 @t450))
1.05/1.26	(step @p1548 :rule symm :premises (@p1547))
1.05/1.26	(step @p1549 :rule cong :premises (@p1548) :args ((not (>= @t450 @t102))))
1.05/1.26	(step @p1550 :rule arith-elim-gt :args (@t102 @t450))
1.05/1.26	(step @p1551 :rule trans :premises (@p1550 @p1549))
1.05/1.26	(step @p1552 :rule trans :premises (@p1551 @p1546))
1.05/1.26	(step @p1553 :rule arith_poly_norm :args ((= (* 1 (- @t340 @t102)) (* 1 (- @t440 0)))))
1.05/1.26	(step @p1554 :rule arith_poly_norm_rel :premises (@p1553) :args ((= @t457 @t441)))
1.05/1.26	(step @p1555 :rule arith-elim-leq :args (@t102 @t340))
1.05/1.26	(step @p1556 :rule trans :premises (@p1555 @p1554))
1.05/1.26	(step @p1557 :rule cong :premises (@p1556) :args ((not (<= @t102 @t340))))
1.05/1.26	(step @p1558 :rule symm :premises (@p1555))
1.05/1.26	(step @p1559 :rule cong :premises (@p1558) :args ((not @t457)))
1.05/1.26	(step @p1560 :rule arith-elim-gt :args (@t102 @t340))
1.05/1.26	(step @p1561 :rule trans :premises (@p1560 @p1559))
1.05/1.26	(step @p1562 :rule trans :premises (@p1561 @p1557))
1.05/1.26	(step @p1563 :rule cong :premises (@p1535 @p1562 @p1552) :args (@t458))
1.05/1.26	(step @p1564 :rule refl :args (@t443))
1.05/1.26	(step @p1565 :rule cong :premises (@p1564 @p1563 @p1536) :args (@t459))
1.05/1.26	(step @p1566 :rule arith_poly_norm :args ((= (* 1 (- @t43 @t461)) @t460)))
1.05/1.26	(step @p1567 :rule arith_poly_norm_rel :premises (@p1566) :args ((= (= @t43 @t461) @t462)))
1.05/1.26	(step @p1568 :rule arith_poly_norm :args ((= @t463 @t461)))
1.05/1.26	(step @p149 :rule refl :args (@t43))
1.05/1.26	(step @p1569 :rule cong :premises (@p149 @p1568) :args (@t464))
1.05/1.27	(step @p1570 :rule trans :premises (@p1569 @p1567))
1.05/1.27	(step @p1571 :rule arith_poly_norm :args ((= (* 1 (- @t43 @t339)) (* -1 (- @t339 @t43)))))
1.05/1.27	(step @p1572 :rule arith_poly_norm_rel :premises (@p1571) :args ((= @t466 @t465)))
1.05/1.27	(step @p1573 :rule nary_cong :premises (@p1572 @p1570) :args (@t467))
1.05/1.27	(step @p1574 :rule bool-double-not-elim :args (@t468))
1.05/1.27	(step @p1575 :rule arith_poly_norm :args ((= (* -1 (- @t15 @t470)) @t469)))
1.05/1.27	(step @p1576 :rule arith_poly_norm_rel :premises (@p1575) :args ((= @t471 @t468)))
1.05/1.27	(step @p1577 :rule cong :premises (@p1576) :args ((not @t471)))
1.05/1.27	(step @p1578 :rule arith-leq-norm :args (@t15 @t34))
1.05/1.27	(step @p1579 :rule trans :premises (@p1578 @p1577))
1.05/1.27	(step @p1580 :rule arith_poly_norm :args ((= @t472 @t34)))
1.05/1.27	(step @p1581 :rule arith_poly_norm :args ((= @t473 @t15)))
1.05/1.27	(step @p1582 :rule cong :premises (@p1581 @p1580) :args (@t474))
1.05/1.27	(step @p1583 :rule trans :premises (@p1582 @p1579))
1.05/1.27	(step @p1584 :rule cong :premises (@p1583) :args ((not @t474)))
1.05/1.27	(step @p1585 :rule trans :premises (@p1584 @p1574))
1.05/1.27	(step @p1586 :rule arith-elim-leq :args (@t473 @t472))
1.05/1.27	(step @p1587 :rule symm :premises (@p1586))
1.05/1.27	(step @p1588 :rule cong :premises (@p1587) :args ((not (>= @t472 @t473))))
1.05/1.27	(step @p1589 :rule arith-elim-gt :args (@t473 @t472))
1.05/1.27	(step @p1590 :rule trans :premises (@p1589 @p1588))
1.05/1.27	(step @p1591 :rule trans :premises (@p1590 @p1585))
1.05/1.27	(step @p1592 :rule arith_poly_norm :args ((= @t477 @t476)))
1.05/1.27	(step @p1593 :rule arith_poly_norm_rel :premises (@p1592) :args ((= (>= tptp.c @t15) @t478)))
1.05/1.27	(step @p1594 :rule arith-elim-leq :args (@t15 tptp.c))
1.05/1.27	(step @p1595 :rule trans :premises (@p1594 @p1593))
1.05/1.27	(step @p1596 :rule cong :premises (@p1581 @p644) :args (@t479))
1.05/1.27	(step @p1597 :rule trans :premises (@p1596 @p1595))
1.05/1.27	(step @p1598 :rule cong :premises (@p1597) :args ((not @t479)))
1.05/1.27	(step @p1599 :rule arith-elim-leq :args (@t473 tptp.c))
1.05/1.27	(step @p1600 :rule symm :premises (@p1599))
1.05/1.27	(step @p1601 :rule cong :premises (@p1600) :args ((not (>= tptp.c @t473))))
1.05/1.27	(step @p1602 :rule arith-elim-gt :args (@t473 tptp.c))
1.05/1.27	(step @p1603 :rule trans :premises (@p1602 @p1601))
1.05/1.27	(step @p1604 :rule trans :premises (@p1603 @p1598))
1.05/1.27	(step @p1605 :rule refl :args (@t259))
1.05/1.27	(step @p1606 :rule cong :premises (@p1605 @p1604 @p1591) :args (@t480))
1.05/1.27	(step @p1607 :rule bool-double-not-elim :args (@t481))
1.05/1.27	(step @p1608 :rule arith_poly_norm :args ((= (* -1 (- tptp.d @t470)) @t482)))
1.05/1.27	(step @p1609 :rule arith_poly_norm_rel :premises (@p1608) :args ((= @t483 @t481)))
1.05/1.27	(step @p1610 :rule cong :premises (@p1609) :args ((not @t483)))
1.05/1.27	(step @p1611 :rule arith-leq-norm :args (tptp.d @t34))
1.05/1.27	(step @p1612 :rule trans :premises (@p1611 @p1610))
1.05/1.27	(step @p1613 :rule cong :premises (@p197 @p1580) :args (@t484))
1.05/1.27	(step @p1614 :rule trans :premises (@p1613 @p1612))
1.05/1.27	(step @p1615 :rule cong :premises (@p1614) :args ((not @t484)))
1.05/1.27	(step @p1616 :rule trans :premises (@p1615 @p1607))
1.05/1.27	(step @p1617 :rule arith-elim-leq :args (tptp.d @t472))
1.05/1.27	(step @p1618 :rule symm :premises (@p1617))
1.05/1.27	(step @p1619 :rule cong :premises (@p1618) :args ((not (>= @t472 tptp.d))))
1.05/1.27	(step @p1620 :rule arith-elim-gt :args (tptp.d @t472))
1.05/1.27	(step @p1621 :rule trans :premises (@p1620 @p1619))
1.05/1.27	(step @p1622 :rule trans :premises (@p1621 @p1616))
1.05/1.27	(step @p1623 :rule cong :premises (@p732) :args ((not @t6)))
1.05/1.27	(step @p1624 :rule symm :premises (@p731))
1.05/1.27	(step @p1625 :rule cong :premises (@p1624) :args ((not @t256)))
1.05/1.27	(step @p1626 :rule arith-elim-gt :args (tptp.d tptp.c))
1.05/1.27	(step @p1627 :rule trans :premises (@p1626 @p1625))
1.05/1.27	(step @p1628 :rule trans :premises (@p1627 @p1623))
1.05/1.27	(step @p1629 :rule cong :premises (@p1605 @p1628 @p1622) :args (@t485))
1.05/1.27	(step @p1630 :rule refl :args (@t257))
1.05/1.27	(step @p1631 :rule cong :premises (@p1630 @p1629 @p1606) :args (@t486))
1.05/1.27	(step @p1632 :rule nary_cong :premises (@p1631 @p1573 @p953 @p1283) :args (@t487))
1.05/1.27	(step @p1633 :rule cong :premises (@p1632 @p1565) :args ((=> @t487 @t459)))
1.05/1.27	(assume-push @p7400 @t486)
1.05/1.27	(assume-push @p7401 @t467)
1.05/1.27	(assume-push @p7402 @t316)
1.05/1.27	(assume-push @p7403 @t86)
1.05/1.27	(step @p1638 :rule arith-abs-int-gt :args (@t102 @t340))
1.05/1.27	(step @p1639 :rule arith-abs-eq :args (@t43 @t339))
1.05/1.27	(step @p1640 :rule symm :premises (@p1639))
1.05/1.27	(step @p1641 :rule eq_resolve :premises (@p7401 @p1640))
1.05/1.27	(step @p1642 :rule and_intro :premises (@p1641 @p7403))
1.05/1.27	(step @p1643 :rule arith-abs-int-gt :args (tptp.d tptp.c))
1.05/1.27	(step @p1644 :rule symm :premises (@p1643))
1.05/1.27	(step @p1645 :rule eq_resolve :premises (@p7400 @p1644))
1.05/1.27	(step @p1646 :rule arith_mult_abs_comparison :premises (@p1645 @p1642))
1.05/1.27	(step @p1647 :rule eq_resolve :premises (@p1646 @p1638))
1.05/1.27	(step-pop @p7403 :rule scope :premises (@p1647))
1.05/1.27	(step-pop @p7404 :rule scope :premises (@p7403))
1.05/1.27	(step-pop @p7405 :rule scope :premises (@p7404))
1.05/1.27	(step-pop @p7406 :rule scope :premises (@p7405))
1.05/1.27	(step @p1648 :rule process_scope :premises (@p7406) :args (@t459))
1.05/1.27	(step @p1653 :rule eq_resolve :premises (@p1648 @p1633))
1.05/1.27	(step @p1654 :rule implies_elim :premises (@p1653))
1.05/1.27	(step @p1655 :rule reordering :premises (@p1654) :args ((or @t447 (not @t492))))
1.05/1.27	(step @p1656 :rule arith_poly_norm :args ((= (* 1 (- @t339 @t18)) (* -1 @t494))))
1.05/1.27	(step @p1657 :rule arith_poly_norm_rel :premises (@p1656) :args ((= (= @t339 @t18) @t495)))
1.05/1.27	(step @p1658 :rule eq_resolve :premises (@p1025 @p1657))
1.05/1.27	(step @p1659 :rule bool-double-not-elim :args (@t497))
1.05/1.27	(step @p1660 :rule refl :args (@t498))
1.05/1.27	(step @p1661 :rule nary_cong :premises (@p1660 @p53 @p1659) :args ((or @t498 @t51 (not @t499))))
1.05/1.27	(assume-push @p7408 @t495)
1.05/1.27	(assume-push @p7409 @t48)
1.05/1.27	(assume-push @p7410 @t499)
1.05/1.27	(step @p1665 :rule arith-elim-lt :args (@t496 0))
1.05/1.27	(step @p1666 :rule cong :premises (@p1665) :args ((not @t500)))
1.05/1.27	(step @p1667 :rule trans :premises (@p1666 @p1659))
1.05/1.27	(step @p1668 :rule symm :premises (@p1667))
1.05/1.27	(assume-push @p7411 @t500)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p59 :rule evaluate :args (@t57))
1.05/1.27	(step @p60 :rule evaluate :args (@t58))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p62 :rule nary_cong :premises (@p11 @p61 @p11) :args (@t60))
1.05/1.27	(step @p63 :rule trans :premises (@p62 @p60))
1.05/1.27	(step @p1670 :rule arith_poly_norm :args ((= (+ @t461 0 @t339 0 0) 0)))
1.05/1.27	(step @p64 :rule arith_poly_norm :args (@t62))
1.05/1.27	(step @p65 :rule arith_poly_norm :args (@t64))
1.05/1.27	(step @p1671 :rule refl :args (@t339))
1.05/1.27	(step @p66 :rule arith_poly_norm :args (@t66))
1.05/1.27	(step @p1672 :rule refl :args (@t461))
1.05/1.27	(step @p1673 :rule nary_cong :premises (@p1672 @p66 @p1671 @p65 @p64) :args (@t501))
1.05/1.27	(step @p1674 :rule trans :premises (@p1673 @p1670))
1.05/1.27	(step @p1675 :rule arith_poly_norm :args ((= @t503 @t501)))
1.05/1.27	(step @p1676 :rule trans :premises (@p1675 @p1674))
1.05/1.27	(step @p1677 :rule cong :premises (@p1676 @p63) :args (@t504))
1.05/1.27	(step @p1678 :rule trans :premises (@p1677 @p59))
1.05/1.27	(step @p1679 :rule cong :premises (@p1678) :args ((not @t504)))
1.05/1.27	(step @p1680 :rule trans :premises (@p1679 @p58))
1.05/1.27	(step @p1681 :rule arith-elim-lt :args (@t503 @t60))
1.05/1.27	(step @p1682 :rule trans :premises (@p1681 @p1680))
1.05/1.27	(step @p1683 :rule arith_poly_norm :args (@t505))
1.05/1.27	(step @p1684 :rule arith_poly_norm_rel :premises (@p1683) :args (@t507))
1.05/1.27	(step @p1685 :rule symm :premises (@p1684))
1.05/1.27	(step @p1686 :rule eq_resolve :premises (@p1658 @p1685))
1.05/1.27	(step @p81 :rule arith_mult_neg :args (-1 @t72))
1.05/1.27	(step @p82 :rule arith_poly_norm :args (@t73))
1.05/1.27	(step @p83 :rule arith_poly_norm_rel :premises (@p82) :args (@t74))
1.05/1.27	(step @p84 :rule symm :premises (@p83))
1.05/1.27	(step @p85 :rule eq_resolve :premises (@p50 @p84))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p88 :rule and_intro :premises (@p87 @p85))
1.05/1.27	(step @p89 :rule modus_ponens :premises (@p88 @p81))
1.05/1.27	(step @p1687 :rule arith_sum_ub :premises (@p7411 @p89 @p1686))
1.05/1.27	(step @p1688 false :rule eq_resolve :premises (@p1687 @p1682))
1.05/1.27	(step-pop @p7411 :rule scope :premises (@p1688))
1.05/1.27	(step @p1689 :rule process_scope :premises (@p7411) :args (false))
1.05/1.27	(step @p1691 :rule eq_resolve :premises (@p1689 @p1667))
1.05/1.27	(step @p1692 :rule eq_resolve :premises (@p1691 @p1668))
1.05/1.27	(step @p1693 :rule symm :premises (@p1665))
1.05/1.27	(step @p1694 :rule eq_resolve :premises (@p7410 @p1693))
1.05/1.27	(step @p1695 false :rule contra :premises (@p1694 @p1692))
1.05/1.27	(step-pop @p7412 :rule scope :premises (@p1695))
1.05/1.27	(step-pop @p7413 :rule scope :premises (@p7412))
1.05/1.27	(step-pop @p7414 :rule scope :premises (@p7413))
1.05/1.27	(step @p1696 :rule process_scope :premises (@p7414) :args (false))
1.05/1.27	(step @p1700 :rule not_and :premises (@p1696))
1.05/1.27	(step @p1701 :rule eq_resolve :premises (@p1700 @p1661))
1.05/1.27	(step @p1702 :rule chain_resolution :premises (@p1701 @p1658 @p50) :args (@t415 (@list @t495 @t48)))
1.05/1.27	(step @p1703 :rule refl :args (@t499))
1.05/1.27	(step @p1704 :rule bool-double-not-elim :args (@t462))
1.05/1.27	(step @p1705 :rule nary_cong :premises (@p1660 @p53 @p1704 @p1703) :args ((or @t498 @t51 (not @t508) @t499)))
1.05/1.27	(assume-push @p7416 @t495)
1.05/1.27	(assume-push @p7417 @t48)
1.05/1.27	(assume-push @p7418 @t497)
1.05/1.27	(assume-push @p7419 @t508)
1.05/1.27	(step @p1710 :rule arith-elim-lt :args (@t496 1))
1.05/1.27	(step @p1711 :rule symm :premises (@p1710))
1.05/1.27	(assume-push @p7420 @t509)
1.05/1.27	(step @p143 :rule evaluate :args (@t89))
1.05/1.27	(step @p144 :rule evaluate :args (@t90))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p145 :rule evaluate :args (@t91))
1.05/1.27	(step @p1713 :rule nary_cong :premises (@p145 @p11 @p61) :args (@t510))
1.05/1.27	(step @p1714 :rule trans :premises (@p1713 @p144))
1.05/1.27	(step @p1715 :rule arith_poly_norm :args ((= (+ @t339 0 @t461 0 0) 0)))
1.05/1.27	(step @p64 :rule arith_poly_norm :args (@t62))
1.05/1.27	(step @p65 :rule arith_poly_norm :args (@t64))
1.05/1.27	(step @p1672 :rule refl :args (@t461))
1.05/1.27	(step @p66 :rule arith_poly_norm :args (@t66))
1.05/1.27	(step @p1671 :rule refl :args (@t339))
1.05/1.27	(step @p1716 :rule nary_cong :premises (@p1671 @p66 @p1672 @p65 @p64) :args (@t511))
1.05/1.27	(step @p1717 :rule trans :premises (@p1716 @p1715))
1.05/1.27	(step @p1718 :rule arith_poly_norm :args ((= @t513 @t511)))
1.05/1.27	(step @p1719 :rule trans :premises (@p1718 @p1717))
1.05/1.27	(step @p1720 :rule cong :premises (@p1719 @p1714) :args ((<= @t513 @t510)))
1.05/1.27	(step @p1721 :rule trans :premises (@p1720 @p143))
1.05/1.27	(step @p1722 :rule arith_mult_neg :args (-1 @t506))
1.05/1.27	(step @p1683 :rule arith_poly_norm :args (@t505))
1.05/1.27	(step @p1684 :rule arith_poly_norm_rel :premises (@p1683) :args (@t507))
1.05/1.27	(step @p1685 :rule symm :premises (@p1684))
1.05/1.27	(step @p1686 :rule eq_resolve :premises (@p1658 @p1685))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p1723 :rule and_intro :premises (@p87 @p1686))
1.05/1.27	(step @p1724 :rule modus_ponens :premises (@p1723 @p1722))
1.05/1.27	(step @p82 :rule arith_poly_norm :args (@t73))
1.05/1.27	(step @p83 :rule arith_poly_norm_rel :premises (@p82) :args (@t74))
1.05/1.27	(step @p84 :rule symm :premises (@p83))
1.05/1.27	(step @p85 :rule eq_resolve :premises (@p50 @p84))
1.05/1.27	(step @p1725 :rule arith_mult_neg :args (-1 @t509))
1.05/1.27	(step @p1726 :rule and_intro :premises (@p87 @p7420))
1.05/1.27	(step @p1727 :rule modus_ponens :premises (@p1726 @p1725))
1.05/1.27	(step @p1728 :rule arith_sum_ub :premises (@p1727 @p85 @p1724))
1.05/1.27	(step @p1729 false :rule eq_resolve :premises (@p1728 @p1721))
1.05/1.27	(step-pop @p7420 :rule scope :premises (@p1729))
1.05/1.27	(step @p1730 :rule process_scope :premises (@p7420) :args (false))
1.05/1.27	(step @p1732 :rule eq_resolve :premises (@p1730 @p1711))
1.05/1.27	(step @p1733 :rule eq_resolve :premises (@p1732 @p1710))
1.05/1.27	(step @p1734 :rule arith_poly_norm :args ((= (* 1 (- @t496 0)) @t460)))
1.05/1.27	(step @p1735 :rule arith_poly_norm_rel :premises (@p1734) :args ((= @t514 @t462)))
1.05/1.27	(step @p1736 :rule cong :premises (@p1735) :args ((not @t514)))
1.05/1.27	(step @p1737 :rule symm :premises (@p1736))
1.05/1.27	(step @p1738 :rule eq_resolve :premises (@p7419 @p1737))
1.05/1.27	(step @p1739 :rule arith_trichotomy :premises (@p7418 @p1738))
1.05/1.27	(step @p1740 :rule int_tight_lb :premises (@p1739))
1.05/1.27	(step @p1741 false :rule contra :premises (@p1740 @p1733))
1.05/1.27	(step-pop @p7421 :rule scope :premises (@p1741))
1.05/1.27	(step-pop @p7422 :rule scope :premises (@p7421))
1.05/1.27	(step-pop @p7423 :rule scope :premises (@p7422))
1.05/1.27	(step-pop @p7424 :rule scope :premises (@p7423))
1.05/1.27	(step @p1742 :rule process_scope :premises (@p7424) :args (false))
1.05/1.27	(assume-push @p7426 @t495)
1.05/1.27	(assume-push @p7427 @t48)
1.05/1.27	(assume-push @p7428 @t508)
1.05/1.27	(assume-push @p7429 @t497)
1.05/1.27	(step @p1751 :rule and_intro :premises (@p1658 @p50 @p7429 @p7428))
1.05/1.27	(step-pop @p7429 :rule scope :premises (@p1751))
1.05/1.27	(step-pop @p7430 :rule scope :premises (@p7429))
1.05/1.27	(step-pop @p7431 :rule scope :premises (@p7430))
1.05/1.27	(step-pop @p7432 :rule scope :premises (@p7431))
1.05/1.27	(step @p1752 :rule process_scope :premises (@p7432) :args (@t515))
1.05/1.27	(step @p1757 :rule implies_elim :premises (@p1752))
1.05/1.27	(step @p1758 :rule resolution :premises (@p1757 @p1742) :args (true @t515))
1.05/1.27	(step @p1759 :rule not_and :premises (@p1758))
1.05/1.27	(step @p1760 :rule eq_resolve :premises (@p1759 @p1705))
1.05/1.27	(step @p1761 :rule chain_resolution :premises (@p1760 @p1658 @p50 @p1702) :args (@t516 (@list @t495 @t48 @t497)))
1.05/1.27	(step @p1762 :rule cnf_or_neg :args (@t488 1))
1.05/1.27	(step @p1763 :rule chain_resolution :premises (@p1762 @p1761) :args (@t421 (@list @t462)))
1.05/1.27	(step @p1764 :rule bool-double-not-elim :args (@t315))
1.05/1.27	(step @p1765 :rule refl :args (@t517))
1.05/1.27	(step @p1766 :rule refl :args (@t518))
1.05/1.27	(step @p1767 :rule refl :args (@t492))
1.05/1.27	(step @p1768 :rule nary_cong :premises (@p1767 @p1766 @p1765 @p1764 @p133) :args ((or @t492 @t518 @t517 @t519 @t87)))
1.05/1.27	(step @p1769 :rule cnf_and_neg :args (@t492))
1.05/1.27	(step @p1770 :rule eq_resolve :premises (@p1769 @p1768))
1.05/1.27	(step @p1771 :rule reordering :premises (@p1770) :args ((or @t315 @t518 @t85 @t492 @t517)))
1.05/1.27	(step @p1772 :rule cnf_ite_neg2 :args (@t491))
1.05/1.27	(step @p1773 :rule reordering :premises (@p1772) :args ((or @t257 @t491 (not @t490))))
1.05/1.27	(step @p1774 :rule cnf_ite_neg2 :args (@t490))
1.05/1.27	(step @p1775 :rule reordering :premises (@p1774) :args ((or @t259 @t520 @t490)))
1.05/1.27	(step @p1776 :rule refl :args (@t521))
1.05/1.27	(step @p1777 :rule nary_cong :premises (@p736 @p1574 @p1776) :args ((or @t260 @t522 @t521)))
1.05/1.27	(assume-push @p7434 @t255)
1.05/1.27	(assume-push @p7435 @t520)
1.05/1.27	(assume-push @p7436 @t255)
1.05/1.27	(assume-push @p7437 @t520)
1.05/1.27	(step @p1782 :rule arith_poly_norm :args (@t523))
1.05/1.27	(step @p1783 :rule arith_poly_norm_rel :premises (@p1782) :args (@t524))
1.05/1.27	(step @p1784 :rule arith-elim-lt :args (@t16 1))
1.05/1.27	(step @p1785 :rule symm :premises (@p1784))
1.05/1.27	(step @p1786 :rule eq_resolve :premises (@p7435 @p1785))
1.05/1.27	(step @p1787 :rule int_tight_ub :premises (@p1786))
1.05/1.27	(step @p1788 :rule arith_trichotomy :premises (@p733 @p1787))
1.05/1.27	(step @p1789 :rule eq_resolve :premises (@p1788 @p1783))
1.05/1.27	(step-pop @p7437 :rule scope :premises (@p1789))
1.05/1.27	(step-pop @p7438 :rule scope :premises (@p7437))
1.05/1.27	(step @p1790 :rule process_scope :premises (@p7438) :args (@t521))
1.05/1.27	(step @p1793 :rule and_intro :premises (@p733 @p7435))
1.05/1.27	(step @p1794 :rule modus_ponens :premises (@p1793 @p1790))
1.05/1.27	(step-pop @p7439 :rule scope :premises (@p1794))
1.05/1.27	(step-pop @p7440 :rule scope :premises (@p7439))
1.05/1.27	(step @p1795 :rule process_scope :premises (@p7440) :args (@t521))
1.05/1.27	(step @p1798 :rule implies_elim :premises (@p1795))
1.05/1.27	(step @p1799 :rule cnf_and_neg :args (@t525))
1.05/1.27	(step @p1800 :rule resolution :premises (@p1799 @p1798) :args (true @t525))
1.05/1.27	(step @p1801 :rule eq_resolve :premises (@p1800 @p1777))
1.05/1.27	(step @p1802 :rule reordering :premises (@p1801) :args ((or @t260 @t521 @t468)))
1.05/1.27	(step @p1803 :rule cnf_or_neg :args (@t527 0))
1.05/1.27	(step @p1804 :rule arith_poly_norm :args ((= (* 1 (- @t11 @t105)) @t528)))
1.05/1.27	(step @p1805 :rule arith_poly_norm_rel :premises (@p1804) :args ((= (= @t11 @t105) @t529)))
1.05/1.27	(step @p1806 :rule cong :premises (@p1019 @p207) :args (@t530))
1.05/1.27	(step @p1807 :rule trans :premises (@p1806 @p1805))
1.05/1.27	(step @p1808 :rule arith_poly_norm :args ((= (* -1 (- @t11 @t13)) (* 1 @t531))))
1.05/1.27	(step @p1809 :rule arith_poly_norm_rel :premises (@p1808) :args ((= @t533 @t532)))
1.05/1.27	(step @p1810 :rule nary_cong :premises (@p1809 @p1807) :args (@t534))
1.05/1.27	(step @p1811 :rule arith_poly_norm :args ((= @t535 @t477)))
1.05/1.27	(step @p1812 :rule arith_poly_norm_rel :premises (@p1811) :args ((= (= tptp.d @t34) @t526)))
1.05/1.27	(step @p1813 :rule cong :premises (@p197 @p1580) :args (@t536))
1.05/1.27	(step @p1814 :rule trans :premises (@p1813 @p1812))
1.05/1.27	(step @p1815 :rule arith_poly_norm :args ((= (* 1 (- tptp.d tptp.c)) (* -1 @t1))))
1.05/1.27	(step @p1816 :rule arith_poly_norm_rel :premises (@p1815) :args ((= @t537 @t521)))
1.05/1.27	(step @p1817 :rule nary_cong :premises (@p1816 @p1814) :args (@t538))
1.05/1.27	(step @p1818 :rule cong :premises (@p1817 @p1810) :args ((=> @t538 @t534)))
1.05/1.27	(assume-push @p7442 @t538)
1.05/1.27	(step @p1820 :rule arith-abs-eq :args (@t11 @t13))
1.05/1.27	(step @p1821 :rule arith_poly_norm :args ((= @t539 @t13)))
1.05/1.27	(step @p1822 :rule cong :premises (@p1821) :args (@t540))
1.05/1.27	(step @p1823 :rule arith_poly_norm :args (@t542))
1.05/1.27	(step @p1824 :rule cong :premises (@p1823) :args (@t543))
1.05/1.27	(step @p1825 :rule cong :premises (@p1824 @p1822) :args ((= @t543 @t540)))
1.05/1.27	(step @p1826 :rule refl :args (@t544))
1.05/1.27	(step @p1827 :rule arith-abs-eq :args (tptp.d tptp.c))
1.05/1.27	(step @p1828 :rule symm :premises (@p1827))
1.05/1.27	(step @p1829 :rule eq_resolve :premises (@p7442 @p1828))
1.05/1.27	(step @p1830 :rule arith_mult_abs_comparison :premises (@p1829 @p1826))
1.05/1.27	(step @p1831 :rule eq_resolve :premises (@p1830 @p1825))
1.05/1.27	(step @p1832 :rule eq_resolve :premises (@p1831 @p1820))
1.05/1.27	(step-pop @p7442 :rule scope :premises (@p1832))
1.05/1.27	(step @p1833 :rule process_scope :premises (@p7442) :args (@t534))
1.05/1.27	(step @p1835 :rule eq_resolve :premises (@p1833 @p1818))
1.05/1.27	(step @p1836 :rule implies_elim :premises (@p1835))
1.05/1.27	(step @p1837 :rule reordering :premises (@p1836) :args ((or @t546 @t545)))
1.05/1.27	(step @p1838 :rule arith_poly_norm :args ((= @t547 @t303)))
1.05/1.27	(step @p1839 :rule arith_poly_norm_rel :premises (@p1838) :args ((= (= @t8 @t10) @t306)))
1.05/1.27	(step @p1840 :rule arith_poly_norm :args ((= @t548 @t10)))
1.05/1.27	(step @p1841 :rule cong :premises (@p18 @p1840) :args (@t549))
1.05/1.27	(step @p1842 :rule trans :premises (@p1841 @p1839))
1.05/1.27	(step @p1843 :rule arith_poly_norm :args ((= (* -1 (- @t8 @t9)) (* 1 @t550))))
1.05/1.27	(step @p1844 :rule arith_poly_norm_rel :premises (@p1843) :args ((= @t552 @t551)))
1.05/1.27	(step @p1845 :rule nary_cong :premises (@p1844 @p1842) :args (@t553))
1.05/1.27	(step @p1846 :rule cong :premises (@p1817 @p1845) :args ((=> @t538 @t553)))
1.05/1.27	(assume-push @p7444 @t538)
1.05/1.27	(step @p1848 :rule arith-abs-eq :args (@t8 @t9))
1.05/1.27	(step @p1849 :rule arith_poly_norm :args (@t555))
1.05/1.27	(step @p1850 :rule cong :premises (@p1849) :args (@t556))
1.05/1.27	(step @p1851 :rule arith_poly_norm :args (@t558))
1.05/1.27	(step @p1852 :rule cong :premises (@p1851) :args (@t559))
1.05/1.27	(step @p1853 :rule cong :premises (@p1852 @p1850) :args ((= @t559 @t556)))
1.05/1.27	(step @p1854 :rule refl :args (@t560))
1.05/1.27	(step @p1827 :rule arith-abs-eq :args (tptp.d tptp.c))
1.05/1.27	(step @p1828 :rule symm :premises (@p1827))
1.05/1.27	(step @p1855 :rule eq_resolve :premises (@p7444 @p1828))
1.05/1.27	(step @p1856 :rule arith_mult_abs_comparison :premises (@p1855 @p1854))
1.05/1.27	(step @p1857 :rule eq_resolve :premises (@p1856 @p1853))
1.05/1.27	(step @p1858 :rule eq_resolve :premises (@p1857 @p1848))
1.05/1.27	(step-pop @p7444 :rule scope :premises (@p1858))
1.05/1.27	(step @p1859 :rule process_scope :premises (@p7444) :args (@t553))
1.05/1.27	(step @p1861 :rule eq_resolve :premises (@p1859 @p1846))
1.05/1.27	(step @p1862 :rule implies_elim :premises (@p1861))
1.05/1.27	(step @p1863 :rule cnf_or_pos :args (@t561))
1.05/1.27	(step @p1864 :rule reordering :premises (@p1863) :args ((or @t551 @t306 (not @t561))))
1.05/1.27	(step @p1865 :rule refl :args (@t562))
1.05/1.27	(step @p1866 :rule refl :args (@t563))
1.05/1.27	(step @p1867 :rule nary_cong :premises (@p35 @p1866 @p1865) :args ((or @t31 @t563 @t562)))
1.05/1.27	(assume-push @p7446 @t30)
1.05/1.27	(assume-push @p7447 @t532)
1.05/1.27	(assume-push @p7448 @t551)
1.05/1.27	(assume-push @p7449 @t565)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p59 :rule evaluate :args (@t57))
1.05/1.27	(step @p60 :rule evaluate :args (@t58))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p62 :rule nary_cong :premises (@p11 @p61 @p11) :args (@t60))
1.05/1.27	(step @p63 :rule trans :premises (@p62 @p60))
1.05/1.27	(step @p1872 :rule arith_poly_norm :args ((= (+ @t299 @t10 0 @t8 @t9 0) 0)))
1.05/1.27	(step @p311 :rule arith_poly_norm :args (@t143))
1.05/1.27	(step @p1046 :rule arith_poly_norm :args (@t349))
1.05/1.27	(step @p1873 :rule nary_cong :premises (@p1018 @p19 @p1046 @p18 @p208 @p311) :args (@t566))
1.05/1.27	(step @p1874 :rule trans :premises (@p1873 @p1872))
1.05/1.27	(step @p1875 :rule arith_poly_norm :args ((= @t568 @t566)))
1.05/1.27	(step @p1876 :rule trans :premises (@p1875 @p1874))
1.05/1.27	(step @p1877 :rule cong :premises (@p1876 @p63) :args (@t569))
1.05/1.27	(step @p1878 :rule trans :premises (@p1877 @p59))
1.05/1.27	(step @p1879 :rule cong :premises (@p1878) :args ((not @t569)))
1.05/1.27	(step @p1880 :rule trans :premises (@p1879 @p58))
1.05/1.27	(step @p1881 :rule arith-elim-lt :args (@t568 @t60))
1.05/1.27	(step @p1882 :rule trans :premises (@p1881 @p1880))
1.05/1.27	(step @p1883 :rule arith-elim-lt :args (@t14 0))
1.05/1.27	(step @p1884 :rule symm :premises (@p1883))
1.05/1.27	(step @p1885 :rule eq_resolve :premises (@p15 @p1884))
1.05/1.27	(step @p1886 :rule arith_mult_neg :args (-1 @t570))
1.05/1.27	(step @p1887 :rule arith_poly_norm :args (@t573))
1.05/1.27	(step @p1888 :rule arith_poly_norm_rel :premises (@p1887) :args (@t574))
1.05/1.27	(step @p1889 :rule symm :premises (@p1888))
1.05/1.27	(step @p1890 :rule eq_resolve :premises (@p7447 @p1889))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p1891 :rule and_intro :premises (@p87 @p1890))
1.05/1.27	(step @p1892 :rule modus_ponens :premises (@p1891 @p1886))
1.05/1.27	(step @p1893 :rule arith_sum_ub :premises (@p7449 @p1892 @p1885))
1.05/1.27	(step @p1894 false :rule eq_resolve :premises (@p1893 @p1882))
1.05/1.27	(step-pop @p7449 :rule scope :premises (@p1894))
1.05/1.27	(step @p1895 :rule process_scope :premises (@p7449) :args (false))
1.05/1.27	(step @p1897 :rule arith_poly_norm :args (@t576))
1.05/1.27	(step @p1898 :rule arith_poly_norm_rel :premises (@p1897) :args (@t577))
1.05/1.27	(step @p1899 :rule symm :premises (@p1898))
1.05/1.27	(step @p1900 :rule eq_resolve :premises (@p7448 @p1899))
1.05/1.27	(step @p1901 false :rule contra :premises (@p1900 @p1895))
1.05/1.27	(step-pop @p7450 :rule scope :premises (@p1901))
1.05/1.27	(step-pop @p7451 :rule scope :premises (@p7450))
1.05/1.27	(step-pop @p7452 :rule scope :premises (@p7451))
1.05/1.27	(step @p1902 :rule process_scope :premises (@p7452) :args (false))
1.05/1.27	(step @p1906 :rule not_and :premises (@p1902))
1.05/1.27	(step @p1907 :rule eq_resolve :premises (@p1906 @p1867))
1.05/1.27	(step @p1908 :rule cnf_or_pos :args (@t546))
1.05/1.27	(step @p1909 :rule reordering :premises (@p1908) :args ((or @t532 @t529 (not @t546))))
1.05/1.27	(step @p1910 :rule refl :args (@t578))
1.05/1.27	(step @p1911 :rule refl :args (@t579))
1.05/1.27	(step @p1912 :rule nary_cong :premises (@p1911 @p1910 @p795) :args ((or @t579 @t578 @t275)))
1.05/1.27	(step @p1913 :rule cnf_and_neg :args (@t579))
1.05/1.27	(step @p1914 :rule eq_resolve :premises (@p1913 @p1912))
1.05/1.27	(step @p1915 :rule reordering :premises (@p1914) :args ((or @t578 @t257 @t579)))
1.05/1.27	(step @p1916 :rule cnf_and_neg :args (@t580))
1.05/1.27	(step @p1917 :rule reordering :premises (@p1916) :args ((or @t578 @t400 @t580)))
1.05/1.27	(step @p1918 :rule arith-elim-lt :args (@t11 0))
1.05/1.27	(step @p1919 :rule nary_cong :premises (@p516 @p741) :args (@t581))
1.05/1.27	(step @p1920 :rule cong :premises (@p1919 @p1918) :args ((=> @t581 (< @t11 0))))
1.05/1.27	(step @p1921 :rule arith_mult_sign :args (@t581 @t11))
1.05/1.27	(step @p1922 :rule eq_resolve :premises (@p1921 @p1920))
1.05/1.27	(step @p1923 :rule implies_elim :premises (@p1922))
1.05/1.27	(step @p1924 :rule reordering :premises (@p1923) :args ((or @t583 (not @t579))))
1.05/1.27	(step @p1925 :rule arith_poly_norm :args ((= (* -1 (- @t26 @t20)) (* 1 @t585))))
1.05/1.27	(step @p1926 :rule arith_poly_norm_rel :premises (@p1925) :args ((= (= @t26 @t20) @t586)))
1.05/1.27	(step @p1927 :rule arith_poly_norm :args ((= @t587 @t20)))
1.05/1.27	(step @p1928 :rule arith_poly_norm :args ((= @t588 @t26)))
1.05/1.27	(step @p1929 :rule cong :premises (@p1928 @p1927) :args (@t589))
1.05/1.27	(step @p1930 :rule trans :premises (@p1929 @p1926))
1.05/1.27	(step @p1931 :rule refl :args (@t397))
1.05/1.27	(step @p1932 :rule nary_cong :premises (@p516 @p1931) :args (@t590))
1.05/1.27	(step @p1933 :rule cong :premises (@p1932 @p1930) :args ((=> @t590 @t589)))
1.05/1.27	(step @p1934 :rule symm :premises (@p1933))
1.05/1.27	(step @p1935 :rule nary_cong :premises (@p516 @p1308) :args (@t591))
1.05/1.27	(step @p1936 :rule cong :premises (@p1935 @p1930) :args ((=> @t591 @t589)))
1.05/1.27	(step @p1937 :rule trans :premises (@p1936 @p1934))
1.05/1.27	(step @p1938 :rule arith_mult_pos :args (tptp.a @t398))
1.05/1.27	(step @p1939 :rule eq_resolve :premises (@p1938 @p1937))
1.05/1.27	(step @p1940 :rule eq_resolve :premises (@p1939 @p1933))
1.05/1.27	(step @p1941 :rule implies_elim :premises (@p1940))
1.05/1.27	(step @p1942 :rule reordering :premises (@p1941) :args ((or @t586 (not @t580))))
1.05/1.27	(step @p1943 :rule refl :args (@t592))
1.05/1.27	(step @p1944 :rule bool-double-not-elim :args (@t594))
1.05/1.27	(step @p1945 :rule nary_cong :premises (@p1167 @p574 @p1944 @p1943) :args ((or @t371 @t226 (not @t595) @t592)))
1.05/1.27	(assume-push @p7454 @t204)
1.05/1.27	(assume-push @p7455 @t595)
1.05/1.27	(assume-push @p7456 @t370)
1.05/1.27	(assume-push @p7457 @t529)
1.05/1.27	(assume-push @p7458 @t597)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p59 :rule evaluate :args (@t57))
1.05/1.27	(step @p1951 :rule evaluate :args ((+ 0 0 1 -1)))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p1952 :rule nary_cong :premises (@p61 @p61 @p427 @p307) :args (@t598))
1.05/1.27	(step @p1953 :rule trans :premises (@p1952 @p1951))
1.05/1.27	(step @p1954 :rule arith_poly_norm :args ((= (+ @t41 0 0 tptp.a) 0)))
1.05/1.27	(step @p311 :rule arith_poly_norm :args (@t143))
1.05/1.27	(step @p1046 :rule arith_poly_norm :args (@t349))
1.05/1.27	(step @p1955 :rule refl :args (@t41))
1.05/1.27	(step @p1956 :rule nary_cong :premises (@p1955 @p1046 @p311 @p27) :args (@t599))
1.05/1.27	(step @p1957 :rule trans :premises (@p1956 @p1954))
1.05/1.27	(step @p1958 :rule arith_poly_norm :args ((= @t601 @t599)))
1.05/1.27	(step @p1959 :rule trans :premises (@p1958 @p1957))
1.05/1.27	(step @p1960 :rule cong :premises (@p1959 @p1953) :args (@t602))
1.05/1.27	(step @p1961 :rule trans :premises (@p1960 @p59))
1.05/1.27	(step @p1962 :rule cong :premises (@p1961) :args ((not @t602)))
1.05/1.27	(step @p1963 :rule trans :premises (@p1962 @p58))
1.05/1.27	(step @p1964 :rule arith-elim-lt :args (@t601 @t598))
1.05/1.27	(step @p1965 :rule trans :premises (@p1964 @p1963))
1.05/1.27	(step @p585 :rule arith-elim-lt :args (@t13 0))
1.05/1.27	(step @p586 :rule symm :premises (@p585))
1.05/1.27	(step @p1966 :rule eq_resolve :premises (@p7454 @p586))
1.05/1.27	(step @p1967 :rule int_tight_ub :premises (@p1966))
1.05/1.27	(step @p1968 :rule arith-elim-lt :args (@t593 1))
1.05/1.27	(step @p1969 :rule symm :premises (@p1968))
1.05/1.27	(step @p1970 :rule eq_resolve :premises (@p7455 @p1969))
1.05/1.27	(step @p1971 :rule arith_mult_neg :args (-1 @t370))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p1972 :rule and_intro :premises (@p87 @p7456))
1.05/1.27	(step @p1973 :rule modus_ponens :premises (@p1972 @p1971))
1.05/1.27	(step @p1974 :rule arith_mult_neg :args (-1 @t597))
1.05/1.27	(step @p1975 :rule and_intro :premises (@p87 @p7458))
1.05/1.27	(step @p1976 :rule modus_ponens :premises (@p1975 @p1974))
1.05/1.27	(step @p1977 :rule arith_sum_ub :premises (@p1976 @p1973 @p1970 @p1967))
1.05/1.27	(step @p1978 false :rule eq_resolve :premises (@p1977 @p1965))
1.05/1.27	(step-pop @p7458 :rule scope :premises (@p1978))
1.05/1.27	(step @p1979 :rule process_scope :premises (@p7458) :args (false))
1.05/1.27	(step @p1981 :rule arith_poly_norm :args (@t603))
1.05/1.27	(step @p1982 :rule arith_poly_norm_rel :premises (@p1981) :args (@t604))
1.05/1.27	(step @p1983 :rule symm :premises (@p1982))
1.05/1.27	(step @p1984 :rule eq_resolve :premises (@p7457 @p1983))
1.05/1.27	(step @p1985 false :rule contra :premises (@p1984 @p1979))
1.05/1.27	(step-pop @p7459 :rule scope :premises (@p1985))
1.05/1.27	(step-pop @p7460 :rule scope :premises (@p7459))
1.05/1.27	(step-pop @p7461 :rule scope :premises (@p7460))
1.05/1.27	(step-pop @p7462 :rule scope :premises (@p7461))
1.05/1.27	(step @p1986 :rule process_scope :premises (@p7462) :args (false))
1.05/1.27	(assume-push @p7464 @t370)
1.05/1.27	(assume-push @p7465 @t204)
1.05/1.27	(assume-push @p7466 @t595)
1.05/1.27	(assume-push @p7467 @t529)
1.05/1.27	(step @p1995 :rule and_intro :premises (@p7465 @p7466 @p7464 @p7467))
1.05/1.27	(step-pop @p7467 :rule scope :premises (@p1995))
1.05/1.27	(step-pop @p7468 :rule scope :premises (@p7467))
1.05/1.27	(step-pop @p7469 :rule scope :premises (@p7468))
1.05/1.27	(step-pop @p7470 :rule scope :premises (@p7469))
1.05/1.27	(step @p1996 :rule process_scope :premises (@p7470) :args (@t605))
1.05/1.27	(step @p2001 :rule implies_elim :premises (@p1996))
1.05/1.27	(step @p2002 :rule resolution :premises (@p2001 @p1986) :args (true @t605))
1.05/1.27	(step @p2003 :rule not_and :premises (@p2002))
1.05/1.27	(step @p2004 :rule eq_resolve :premises (@p2003 @p1945))
1.05/1.27	(step @p2005 :rule refl :args (@t606))
1.05/1.27	(step @p2006 :rule refl :args (@t610))
1.05/1.27	(step @p2007 :rule bool-double-not-elim :args (@t582))
1.05/1.27	(step @p2008 :rule nary_cong :premises (@p2007 @p1943 @p1574 @p1311 @p2006 @p2005) :args ((or (not @t583) @t592 @t522 @t400 @t610 @t606)))
1.05/1.27	(assume-push @p7472 @t529)
1.05/1.27	(assume-push @p7473 @t586)
1.05/1.27	(assume-push @p7474 @t609)
1.05/1.27	(assume-push @p7475 @t397)
1.05/1.27	(assume-push @p7476 @t520)
1.05/1.27	(assume-push @p7477 @t583)
1.05/1.27	(step @p2015 :rule arith-elim-leq :args (@t11 -1))
1.05/1.27	(step @p2016 :rule symm :premises (@p2015))
1.05/1.27	(step @p2017 :rule cong :premises (@p2016) :args ((not (>= -1 @t11))))
1.05/1.27	(step @p2018 :rule arith-elim-gt :args (@t11 -1))
1.05/1.27	(step @p2019 :rule trans :premises (@p2018 @p2017))
1.05/1.27	(step @p2020 :rule evaluate :args (@t611))
1.05/1.27	(step @p2021 :rule refl :args (@t11))
1.05/1.27	(step @p2022 :rule cong :premises (@p2021 @p2020) :args (@t612))
1.05/1.27	(step @p2023 :rule cong :premises (@p2022) :args ((not @t612)))
1.05/1.27	(step @p2024 :rule arith-leq-norm :args (@t11 -1))
1.05/1.27	(step @p2025 :rule trans :premises (@p2024 @p2023))
1.05/1.27	(step @p2026 :rule cong :premises (@p2025) :args ((not @t613)))
1.05/1.27	(step @p2027 :rule trans :premises (@p2026 @p2007))
1.05/1.27	(step @p2028 :rule trans :premises (@p2019 @p2027))
1.05/1.27	(step @p2029 :rule symm :premises (@p2028))
1.05/1.27	(step @p2030 :rule trans :premises (@p2027 @p2029))
1.05/1.27	(assume-push @p7478 @t613)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p2032 :rule evaluate :args ((>= 0/1 -1/2)))
1.05/1.27	(step @p2033 :rule evaluate :args ((+ -1 1/2 0/1 0/1 0/1 0/1)))
1.05/1.27	(step @p534 :rule evaluate :args (@t209))
1.05/1.27	(step @p533 :rule evaluate :args (@t208))
1.05/1.27	(step @p2034 :rule evaluate :args (@t614))
1.05/1.27	(step @p2035 :rule nary_cong :premises (@p307 @p2034 @p534 @p534 @p533 @p534) :args (@t615))
1.05/1.27	(step @p2036 :rule trans :premises (@p2035 @p2033))
1.05/1.27	(step @p2037 :rule arith_poly_norm :args ((= (+ @t11 @t622 @t621 @t620 @t619 @t618) 0/1)))
1.05/1.27	(step @p2038 :rule arith_poly_norm :args ((= @t623 @t618)))
1.05/1.27	(step @p2039 :rule arith_poly_norm :args ((= @t625 @t619)))
1.05/1.27	(step @p2040 :rule arith_poly_norm :args ((= @t626 @t620)))
1.05/1.27	(step @p2041 :rule arith_poly_norm :args ((= @t627 @t621)))
1.05/1.27	(step @p2042 :rule arith_poly_norm :args ((= @t628 @t622)))
1.05/1.27	(step @p2043 :rule nary_cong :premises (@p1019 @p2042 @p2041 @p2040 @p2039 @p2038) :args (@t629))
1.05/1.27	(step @p2044 :rule trans :premises (@p2043 @p2037))
1.05/1.27	(step @p2045 :rule cong :premises (@p2044 @p2036) :args (@t630))
1.05/1.27	(step @p2046 :rule trans :premises (@p2045 @p2032))
1.05/1.27	(step @p2047 :rule cong :premises (@p2046) :args ((not @t630)))
1.05/1.27	(step @p2048 :rule trans :premises (@p2047 @p58))
1.05/1.27	(step @p2049 :rule arith-elim-lt :args (@t629 @t615))
1.05/1.27	(step @p2050 :rule trans :premises (@p2049 @p2048))
1.05/1.27	(step @p2051 :rule arith_mult_neg :args (-1/2 @t597))
1.05/1.27	(step @p1981 :rule arith_poly_norm :args (@t603))
1.05/1.27	(step @p1982 :rule arith_poly_norm_rel :premises (@p1981) :args (@t604))
1.05/1.27	(step @p1983 :rule symm :premises (@p1982))
1.05/1.27	(step @p2052 :rule eq_resolve :premises (@p7472 @p1983))
1.05/1.27	(step @p556 :rule evaluate :args (@t223))
1.05/1.27	(step @p557 :rule true_elim :premises (@p556))
1.05/1.27	(step @p2053 :rule and_intro :premises (@p557 @p2052))
1.05/1.27	(step @p2054 :rule modus_ponens :premises (@p2053 @p2051))
1.05/1.27	(step @p2055 :rule arith_mult_pos :args (1/2 @t631))
1.05/1.27	(step @p2056 :rule arith_poly_norm :args (@t632))
1.05/1.27	(step @p2057 :rule arith_poly_norm_rel :premises (@p2056) :args (@t633))
1.05/1.27	(step @p2058 :rule symm :premises (@p2057))
1.05/1.27	(step @p2059 :rule eq_resolve :premises (@p7473 @p2058))
1.05/1.27	(step @p547 :rule evaluate :args (@t222))
1.05/1.27	(step @p548 :rule true_elim :premises (@p547))
1.05/1.27	(step @p2060 :rule and_intro :premises (@p548 @p2059))
1.05/1.27	(step @p2061 :rule modus_ponens :premises (@p2060 @p2055))
1.05/1.27	(step @p2062 :rule arith_mult_neg :args (-1/2 @t609))
1.05/1.27	(step @p2063 :rule and_intro :premises (@p557 @p7474))
1.05/1.27	(step @p2064 :rule modus_ponens :premises (@p2063 @p2062))
1.05/1.27	(step @p2065 :rule arith_mult_neg :args (-1/2 @t413))
1.05/1.27	(step @p1331 :rule arith_poly_norm :args (@t412))
1.05/1.27	(step @p1332 :rule arith_poly_norm_rel :premises (@p1331) :args (@t414))
1.05/1.27	(step @p1333 :rule symm :premises (@p1332))
1.05/1.27	(step @p1334 :rule eq_resolve :premises (@p1309 @p1333))
1.05/1.27	(step @p2066 :rule and_intro :premises (@p557 @p1334))
1.05/1.27	(step @p2067 :rule modus_ponens :premises (@p2066 @p2065))
1.05/1.27	(step @p2068 :rule arith_mult_pos :args (1/2 (< @t16 1)))
1.05/1.27	(step @p1784 :rule arith-elim-lt :args (@t16 1))
1.05/1.27	(step @p1785 :rule symm :premises (@p1784))
1.05/1.27	(step @p2069 :rule eq_resolve :premises (@p7476 @p1785))
1.05/1.27	(step @p2070 :rule and_intro :premises (@p548 @p2069))
1.05/1.27	(step @p2071 :rule modus_ponens :premises (@p2070 @p2068))
1.05/1.27	(step @p2072 :rule arith_sum_ub :premises (@p7478 @p2071 @p2067 @p2064 @p2061 @p2054))
1.05/1.27	(step @p2073 false :rule eq_resolve :premises (@p2072 @p2050))
1.05/1.27	(step-pop @p7478 :rule scope :premises (@p2073))
1.05/1.27	(step @p2074 :rule process_scope :premises (@p7478) :args (false))
1.05/1.27	(step @p2076 :rule eq_resolve :premises (@p2074 @p2030))
1.05/1.27	(step @p2077 :rule eq_resolve :premises (@p2076 @p2019))
1.05/1.27	(step @p2078 :rule symm :premises (@p1918))
1.05/1.27	(step @p2079 :rule eq_resolve :premises (@p7477 @p2078))
1.05/1.27	(step @p2080 :rule int_tight_ub :premises (@p2079))
1.05/1.27	(step @p2081 false :rule contra :premises (@p2080 @p2077))
1.05/1.27	(step-pop @p7479 :rule scope :premises (@p2081))
1.05/1.27	(step-pop @p7480 :rule scope :premises (@p7479))
1.05/1.27	(step-pop @p7481 :rule scope :premises (@p7480))
1.05/1.27	(step-pop @p7482 :rule scope :premises (@p7481))
1.05/1.27	(step-pop @p7483 :rule scope :premises (@p7482))
1.05/1.27	(step-pop @p7484 :rule scope :premises (@p7483))
1.05/1.27	(step @p2082 :rule process_scope :premises (@p7484) :args (false))
1.05/1.27	(assume-push @p7486 @t583)
1.05/1.27	(assume-push @p7487 @t529)
1.05/1.27	(assume-push @p7488 @t520)
1.05/1.27	(assume-push @p7489 @t397)
1.05/1.27	(assume-push @p7490 @t609)
1.05/1.27	(assume-push @p7491 @t586)
1.05/1.27	(step @p2095 :rule and_intro :premises (@p7487 @p7491 @p7490 @p1309 @p7488 @p7486))
1.05/1.27	(step-pop @p7491 :rule scope :premises (@p2095))
1.05/1.27	(step-pop @p7492 :rule scope :premises (@p7491))
1.05/1.27	(step-pop @p7493 :rule scope :premises (@p7492))
1.05/1.27	(step-pop @p7494 :rule scope :premises (@p7493))
1.05/1.27	(step-pop @p7495 :rule scope :premises (@p7494))
1.05/1.27	(step-pop @p7496 :rule scope :premises (@p7495))
1.05/1.27	(step @p2096 :rule process_scope :premises (@p7496) :args (@t634))
1.05/1.27	(step @p2103 :rule implies_elim :premises (@p2096))
1.05/1.27	(step @p2104 :rule resolution :premises (@p2103 @p2082) :args (true @t634))
1.05/1.27	(step @p2105 :rule not_and :premises (@p2104))
1.05/1.27	(step @p2106 :rule eq_resolve :premises (@p2105 @p2008))
1.05/1.27	(step @p2107 :rule refl :args (@t595))
1.05/1.27	(step @p2108 :rule bool-double-not-elim :args (@t635))
1.05/1.27	(step @p2109 :rule nary_cong :premises (@p2108 @p2107) :args ((or (not @t636) @t595)))
1.05/1.27	(assume-push @p7498 @t636)
1.05/1.27	(assume-push @p7499 @t636)
1.05/1.27	(step @p1968 :rule arith-elim-lt :args (@t593 1))
1.05/1.27	(step @p1969 :rule symm :premises (@p1968))
1.05/1.27	(assume-push @p7500 @t594)
1.05/1.27	(step @p1097 :rule evaluate :args (@t362))
1.05/1.27	(step @p1098 :rule evaluate :args (@t363))
1.05/1.27	(step @p145 :rule evaluate :args (@t91))
1.05/1.27	(step @p1099 :rule nary_cong :premises (@p145 @p307) :args (@t364))
1.05/1.27	(step @p1100 :rule trans :premises (@p1099 @p1098))
1.05/1.27	(step @p386 :rule evaluate :args (@t166))
1.05/1.27	(step @p64 :rule arith_poly_norm :args (@t62))
1.05/1.27	(step @p1046 :rule arith_poly_norm :args (@t349))
1.05/1.27	(step @p2113 :rule nary_cong :premises (@p1046 @p64) :args (@t637))
1.05/1.27	(step @p2114 :rule trans :premises (@p2113 @p386))
1.05/1.27	(step @p2115 :rule arith_poly_norm :args ((= @t639 @t637)))
1.05/1.27	(step @p2116 :rule trans :premises (@p2115 @p2114))
1.05/1.27	(step @p2117 :rule cong :premises (@p2116 @p1100) :args ((<= @t639 @t364)))
1.05/1.27	(step @p2118 :rule trans :premises (@p2117 @p1097))
1.05/1.27	(step @p2119 :rule arith-elim-lt :args (@t593 0))
1.05/1.27	(step @p2120 :rule symm :premises (@p2119))
1.05/1.27	(step @p2121 :rule eq_resolve :premises (@p7498 @p2120))
1.05/1.27	(step @p2122 :rule int_tight_ub :premises (@p2121))
1.05/1.27	(step @p2123 :rule arith_mult_neg :args (-1 @t594))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p2124 :rule and_intro :premises (@p87 @p7500))
1.05/1.27	(step @p2125 :rule modus_ponens :premises (@p2124 @p2123))
1.05/1.27	(step @p2126 :rule arith_sum_ub :premises (@p2125 @p2122))
1.05/1.27	(step @p2127 false :rule eq_resolve :premises (@p2126 @p2118))
1.05/1.27	(step-pop @p7500 :rule scope :premises (@p2127))
1.05/1.27	(step @p2128 :rule process_scope :premises (@p7500) :args (false))
1.05/1.27	(step @p2130 :rule eq_resolve :premises (@p2128 @p1969))
1.05/1.27	(step @p2131 :rule eq_resolve :premises (@p2130 @p1968))
1.05/1.27	(step-pop @p7501 :rule scope :premises (@p2131))
1.05/1.27	(step @p2132 :rule process_scope :premises (@p7501) :args (@t595))
1.05/1.27	(step @p2134 :rule modus_ponens :premises (@p7498 @p2132))
1.05/1.27	(step-pop @p7502 :rule scope :premises (@p2134))
1.05/1.27	(step @p2135 :rule process_scope :premises (@p7502) :args (@t595))
1.05/1.27	(step @p2137 :rule implies_elim :premises (@p2135))
1.05/1.27	(step @p2138 :rule eq_resolve :premises (@p2137 @p2109))
1.05/1.27	(step @p2139 :rule reordering :premises (@p2138) :args ((or @t595 @t635)))
1.05/1.27	(step @p2140 :rule cnf_ite_pos1 :args (@t642))
1.05/1.27	(step @p2141 :rule reordering :premises (@p2140) :args ((or @t371 @t636 (not @t642))))
1.05/1.27	(step @p2142 :rule cnf_ite_pos2 :args (@t644))
1.05/1.27	(step @p2143 :rule reordering :premises (@p2142) :args ((or @t582 @t642 (not @t644))))
1.05/1.27	(step @p2144 :rule bool-double-not-elim :args (@t641))
1.05/1.27	(step @p2145 :rule arith_poly_norm :args ((= (* -1 (- @t12 @t645)) (* -1 (- @t640 1)))))
1.05/1.27	(step @p2146 :rule arith_poly_norm_rel :premises (@p2145) :args ((= @t646 @t641)))
1.05/1.27	(step @p2147 :rule cong :premises (@p2146) :args ((not @t646)))
1.05/1.27	(step @p2148 :rule arith-leq-norm :args (@t12 @t41))
1.05/1.27	(step @p2149 :rule trans :premises (@p2148 @p2147))
1.05/1.27	(step @p2150 :rule arith_poly_norm :args ((= @t647 @t12)))
1.05/1.27	(step @p2151 :rule cong :premises (@p2150 @p216) :args (@t648))
1.05/1.27	(step @p2152 :rule trans :premises (@p2151 @p2149))
1.05/1.27	(step @p2153 :rule cong :premises (@p2152) :args ((not @t648)))
1.05/1.27	(step @p2154 :rule trans :premises (@p2153 @p2144))
1.05/1.27	(step @p2155 :rule arith-elim-leq :args (@t647 @t115))
1.05/1.27	(step @p2156 :rule symm :premises (@p2155))
1.05/1.27	(step @p2157 :rule cong :premises (@p2156) :args ((not (>= @t115 @t647))))
1.05/1.27	(step @p2158 :rule arith-elim-gt :args (@t647 @t115))
1.05/1.27	(step @p2159 :rule trans :premises (@p2158 @p2157))
1.05/1.27	(step @p2160 :rule trans :premises (@p2159 @p2154))
1.05/1.27	(step @p2161 :rule arith_poly_norm :args ((= (* 1 (- tptp.a @t12)) (* 1 (- @t593 0)))))
1.05/1.27	(step @p2162 :rule arith_poly_norm_rel :premises (@p2161) :args ((= (>= tptp.a @t12) @t635)))
1.05/1.27	(step @p2163 :rule arith-elim-leq :args (@t12 tptp.a))
1.05/1.27	(step @p2164 :rule trans :premises (@p2163 @p2162))
1.05/1.27	(step @p2165 :rule cong :premises (@p2150 @p27) :args (@t649))
1.05/1.27	(step @p2166 :rule trans :premises (@p2165 @p2164))
1.05/1.27	(step @p2167 :rule cong :premises (@p2166) :args ((not @t649)))
1.05/1.27	(step @p2168 :rule arith-elim-leq :args (@t647 tptp.a))
1.05/1.27	(step @p2169 :rule symm :premises (@p2168))
1.05/1.27	(step @p2170 :rule cong :premises (@p2169) :args ((not (>= tptp.a @t647))))
1.05/1.27	(step @p2171 :rule arith-elim-gt :args (@t647 tptp.a))
1.05/1.27	(step @p2172 :rule trans :premises (@p2171 @p2170))
1.05/1.27	(step @p2173 :rule trans :premises (@p2172 @p2167))
1.05/1.27	(step @p2174 :rule refl :args (@t370))
1.05/1.27	(step @p2175 :rule cong :premises (@p2174 @p2173 @p2160) :args (@t650))
1.05/1.27	(step @p2176 :rule arith_poly_norm :args ((= (* -1 (- @t11 @t645)) (* -1 (- @t593 1)))))
1.05/1.27	(step @p2177 :rule arith_poly_norm_rel :premises (@p2176) :args ((= @t651 @t594)))
1.05/1.27	(step @p2178 :rule cong :premises (@p2177) :args ((not @t651)))
1.05/1.27	(step @p2179 :rule arith-leq-norm :args (@t11 @t41))
1.05/1.27	(step @p2180 :rule trans :premises (@p2179 @p2178))
1.05/1.27	(step @p2181 :rule cong :premises (@p1019 @p216) :args (@t652))
1.05/1.27	(step @p2182 :rule trans :premises (@p2181 @p2180))
1.05/1.27	(step @p2183 :rule cong :premises (@p2182) :args ((not @t652)))
1.05/1.27	(step @p2184 :rule trans :premises (@p2183 @p1944))
1.05/1.27	(step @p2185 :rule arith-elim-leq :args (@t11 @t115))
1.05/1.27	(step @p2186 :rule symm :premises (@p2185))
1.05/1.27	(step @p2187 :rule cong :premises (@p2186) :args ((not (>= @t115 @t11))))
1.05/1.27	(step @p2188 :rule arith-elim-gt :args (@t11 @t115))
1.05/1.27	(step @p2189 :rule trans :premises (@p2188 @p2187))
1.05/1.27	(step @p2190 :rule trans :premises (@p2189 @p2184))
1.05/1.27	(step @p2191 :rule arith_poly_norm :args ((= (* 1 (- tptp.a @t11)) (* 1 (- @t640 0)))))
1.05/1.27	(step @p2192 :rule arith_poly_norm_rel :premises (@p2191) :args ((= @t653 @t643)))
1.05/1.27	(step @p2193 :rule arith-elim-leq :args (@t11 tptp.a))
1.05/1.27	(step @p2194 :rule trans :premises (@p2193 @p2192))
1.05/1.27	(step @p2195 :rule cong :premises (@p2194) :args ((not (<= @t11 tptp.a))))
1.05/1.27	(step @p2196 :rule symm :premises (@p2193))
1.05/1.27	(step @p2197 :rule cong :premises (@p2196) :args ((not @t653)))
1.05/1.27	(step @p2198 :rule arith-elim-gt :args (@t11 tptp.a))
1.05/1.27	(step @p2199 :rule trans :premises (@p2198 @p2197))
1.05/1.27	(step @p2200 :rule trans :premises (@p2199 @p2195))
1.05/1.27	(step @p2201 :rule cong :premises (@p2174 @p2200 @p2190) :args (@t654))
1.05/1.27	(step @p2202 :rule refl :args (@t582))
1.05/1.27	(step @p2203 :rule cong :premises (@p2202 @p2201 @p2175) :args (@t655))
1.05/1.27	(step @p2204 :rule refl :args (@t240))
1.05/1.27	(step @p2205 :rule ite-true-cond :args (@t657 (not @t658)))
1.05/1.27	(step @p2206 :rule arith_poly_norm :args ((= (* -1 (- -1 @t15)) (* -1 (- tptp.d 1)))))
1.05/1.27	(step @p2207 :rule arith_poly_norm_rel :premises (@p2206) :args ((= (>= -1 @t15) @t658)))
1.05/1.27	(step @p2208 :rule arith-elim-leq :args (@t15 -1))
1.05/1.27	(step @p2209 :rule trans :premises (@p2208 @p2207))
1.05/1.27	(step @p2210 :rule evaluate :args (@t659))
1.05/1.27	(step @p2211 :rule cong :premises (@p1581 @p2210) :args (@t660))
1.05/1.27	(step @p2212 :rule trans :premises (@p2211 @p2209))
1.05/1.27	(step @p2213 :rule cong :premises (@p2212) :args ((not @t660)))
1.05/1.27	(step @p2214 :rule arith-elim-leq :args (@t473 @t659))
1.05/1.27	(step @p2215 :rule symm :premises (@p2214))
1.05/1.27	(step @p2216 :rule cong :premises (@p2215) :args ((not (>= @t659 @t473))))
1.05/1.27	(step @p2217 :rule arith-elim-gt :args (@t473 @t659))
1.05/1.27	(step @p2218 :rule trans :premises (@p2217 @p2216))
1.05/1.27	(step @p2219 :rule trans :premises (@p2218 @p2213))
1.05/1.27	(step @p2220 :rule arith_poly_norm :args ((= (* 1 (- 1 @t15)) (* 1 (- tptp.d -1)))))
1.05/1.27	(step @p2221 :rule arith_poly_norm_rel :premises (@p2220) :args ((= (>= 1 @t15) @t656)))
1.05/1.27	(step @p2222 :rule arith-elim-leq :args (@t15 1))
1.05/1.27	(step @p2223 :rule trans :premises (@p2222 @p2221))
1.05/1.27	(step @p2224 :rule cong :premises (@p1581 @p427) :args (@t661))
1.05/1.27	(step @p2225 :rule trans :premises (@p2224 @p2223))
1.05/1.27	(step @p2226 :rule cong :premises (@p2225) :args ((not @t661)))
1.05/1.27	(step @p2227 :rule arith-elim-leq :args (@t473 1))
1.05/1.27	(step @p2228 :rule symm :premises (@p2227))
1.05/1.27	(step @p2229 :rule cong :premises (@p2228) :args ((not (>= 1 @t473))))
1.05/1.27	(step @p2230 :rule arith-elim-gt :args (@t473 1))
1.05/1.27	(step @p2231 :rule trans :premises (@p2230 @p2229))
1.05/1.27	(step @p2232 :rule trans :premises (@p2231 @p2226))
1.05/1.27	(step @p2233 :rule evaluate :args (@t662))
1.05/1.27	(step @p2234 :rule cong :premises (@p2233 @p2232 @p2219) :args (@t663))
1.05/1.27	(step @p2235 :rule trans :premises (@p2234 @p2205))
1.05/1.27	(step @p2236 :rule ite-true-cond :args (@t664 @t257))
1.05/1.27	(step @p2020 :rule evaluate :args (@t611))
1.05/1.27	(step @p2237 :rule refl :args (tptp.d))
1.05/1.27	(step @p2238 :rule cong :premises (@p2237 @p2020) :args (@t665))
1.05/1.27	(step @p2239 :rule cong :premises (@p2238) :args ((not @t665)))
1.05/1.27	(step @p2240 :rule arith-leq-norm :args (tptp.d -1))
1.05/1.27	(step @p2241 :rule trans :premises (@p2240 @p2239))
1.05/1.27	(step @p2242 :rule cong :premises (@p197 @p2210) :args (@t666))
1.05/1.27	(step @p2243 :rule trans :premises (@p2242 @p2241))
1.05/1.27	(step @p2244 :rule cong :premises (@p2243) :args ((not @t666)))
1.05/1.27	(step @p2245 :rule trans :premises (@p2244 @p795))
1.05/1.27	(step @p2246 :rule arith-elim-leq :args (tptp.d @t659))
1.05/1.27	(step @p2247 :rule symm :premises (@p2246))
1.05/1.27	(step @p2248 :rule cong :premises (@p2247) :args ((not (>= @t659 tptp.d))))
1.05/1.27	(step @p2249 :rule arith-elim-gt :args (tptp.d @t659))
1.05/1.27	(step @p2250 :rule trans :premises (@p2249 @p2248))
1.05/1.27	(step @p2251 :rule trans :premises (@p2250 @p2245))
1.05/1.27	(step @p2252 :rule bool-double-not-elim :args (@t664))
1.05/1.27	(step @p2253 :rule evaluate :args (@t667))
1.05/1.27	(step @p2254 :rule cong :premises (@p2237 @p2253) :args (@t668))
1.05/1.27	(step @p2255 :rule cong :premises (@p2254) :args ((not @t668)))
1.05/1.27	(step @p2256 :rule arith-leq-norm :args (tptp.d 1))
1.05/1.27	(step @p2257 :rule trans :premises (@p2256 @p2255))
1.05/1.27	(step @p2258 :rule cong :premises (@p2257) :args ((not (<= tptp.d 1))))
1.05/1.27	(step @p2259 :rule trans :premises (@p2258 @p2252))
1.05/1.27	(step @p2260 :rule arith-elim-leq :args (tptp.d 1))
1.05/1.27	(step @p2261 :rule symm :premises (@p2260))
1.05/1.27	(step @p2262 :rule cong :premises (@p2261) :args ((not (>= 1 tptp.d))))
1.05/1.27	(step @p2263 :rule arith-elim-gt :args (tptp.d 1))
1.05/1.27	(step @p2264 :rule trans :premises (@p2263 @p2262))
1.05/1.27	(step @p2265 :rule trans :premises (@p2264 @p2259))
1.05/1.27	(step @p2266 :rule cong :premises (@p2233 @p2265 @p2251) :args (@t669))
1.05/1.27	(step @p2267 :rule trans :premises (@p2266 @p2236))
1.05/1.27	(step @p2268 :rule cong :premises (@p1630 @p2267 @p2235) :args (@t670))
1.05/1.27	(step @p2269 :rule nary_cong :premises (@p2268 @p2204 @p953) :args (@t671))
1.05/1.27	(step @p2270 :rule cong :premises (@p2269 @p2203) :args ((=> @t671 @t655)))
1.05/1.27	(assume-push @p7504 @t670)
1.05/1.27	(assume-push @p7505 @t240)
1.05/1.27	(assume-push @p7506 @t316)
1.05/1.27	(step @p2274 :rule arith-abs-int-gt :args (@t11 tptp.a))
1.05/1.27	(step @p2275 :rule arith_poly_norm :args ((= (* 1 (- @t544 @t672)) (* 1 (- @t673 0)))))
1.05/1.27	(step @p2276 :rule arith_poly_norm_rel :premises (@p2275) :args ((= @t674 (>= @t673 0))))
1.05/1.27	(step @p2277 :rule arith-elim-leq :args (@t672 @t544))
1.05/1.27	(step @p2278 :rule trans :premises (@p2277 @p2276))
1.05/1.27	(step @p2279 :rule cong :premises (@p2278) :args ((not (<= @t672 @t544))))
1.05/1.27	(step @p2280 :rule symm :premises (@p2277))
1.05/1.27	(step @p2281 :rule cong :premises (@p2280) :args ((not @t674)))
1.05/1.27	(step @p2282 :rule arith-elim-gt :args (@t672 @t544))
1.05/1.27	(step @p2283 :rule trans :premises (@p2282 @p2281))
1.05/1.27	(step @p2284 :rule trans :premises (@p2283 @p2279))
1.05/1.27	(step @p2285 :rule symm :premises (@p2284))
1.05/1.27	(step @p2286 :rule arith_poly_norm :args ((= @t675 tptp.a)))
1.05/1.27	(step @p2287 :rule cong :premises (@p2286) :args (@t676))
1.05/1.27	(step @p1823 :rule arith_poly_norm :args (@t542))
1.05/1.27	(step @p1824 :rule cong :premises (@p1823) :args (@t543))
1.05/1.27	(step @p2288 :rule cong :premises (@p1824 @p2287) :args (@t677))
1.05/1.27	(step @p2289 :rule trans :premises (@p2288 @p2278))
1.05/1.27	(step @p2290 :rule cong :premises (@p2289) :args ((not @t677)))
1.05/1.27	(step @p2291 :rule arith-elim-leq :args (@t543 @t676))
1.05/1.27	(step @p2292 :rule symm :premises (@p2291))
1.05/1.27	(step @p2293 :rule cong :premises (@p2292) :args ((not (>= @t676 @t543))))
1.05/1.27	(step @p2294 :rule arith-elim-gt :args (@t543 @t676))
1.05/1.27	(step @p2295 :rule trans :premises (@p2294 @p2293))
1.05/1.27	(step @p2296 :rule trans :premises (@p2295 @p2290))
1.05/1.27	(step @p2297 :rule trans :premises (@p2296 @p2285))
1.05/1.27	(step @p1826 :rule refl :args (@t544))
1.05/1.27	(step @p2298 :rule and_intro :premises (@p1826 @p7505))
1.05/1.27	(step @p2299 :rule arith-abs-int-gt :args (tptp.d 1))
1.05/1.27	(step @p2300 :rule symm :premises (@p2299))
1.05/1.27	(step @p2301 :rule eq_resolve :premises (@p7504 @p2300))
1.05/1.27	(step @p2302 :rule arith_mult_abs_comparison :premises (@p2301 @p2298))
1.05/1.27	(step @p2303 :rule eq_resolve :premises (@p2302 @p2297))
1.05/1.27	(step @p2304 :rule eq_resolve :premises (@p2303 @p2274))
1.05/1.27	(step-pop @p7506 :rule scope :premises (@p2304))
1.05/1.27	(step-pop @p7507 :rule scope :premises (@p7506))
1.05/1.27	(step-pop @p7508 :rule scope :premises (@p7507))
1.05/1.27	(step @p2305 :rule process_scope :premises (@p7508) :args (@t655))
1.05/1.27	(step @p2309 :rule eq_resolve :premises (@p2305 @p2270))
1.05/1.27	(step @p2310 :rule implies_elim :premises (@p2309))
1.05/1.27	(step @p2311 :rule reordering :premises (@p2310) :args ((or @t644 (not @t679))))
1.05/1.27	(step @p2312 :rule refl :args (@t680))
1.05/1.27	(step @p2313 :rule refl :args (@t679))
1.05/1.27	(step @p2314 :rule nary_cong :premises (@p2313 @p2312 @p696 @p1764) :args ((or @t679 @t680 @t251 @t519)))
1.05/1.27	(step @p2315 :rule cnf_and_neg :args (@t679))
1.05/1.27	(step @p2316 :rule eq_resolve :premises (@p2315 @p2314))
1.05/1.27	(step @p2317 :rule reordering :premises (@p2316) :args ((or @t238 @t315 @t680 @t679)))
1.05/1.27	(step @p2318 :rule bool-double-not-elim :args (@t656))
1.05/1.27	(step @p2319 :rule refl :args (@t678))
1.05/1.27	(step @p2320 :rule nary_cong :premises (@p2319 @p1630 @p2318) :args ((or @t678 @t257 (not @t657))))
1.05/1.27	(step @p2321 :rule cnf_ite_neg2 :args (@t678))
1.05/1.27	(step @p2322 :rule eq_resolve :premises (@p2321 @p2320))
1.05/1.27	(step @p2323 :rule reordering :premises (@p2322) :args ((or @t257 @t656 @t678)))
1.05/1.27	(step @p2324 :rule refl :args (@t657))
1.05/1.27	(step @p2325 :rule bool-double-not-elim :args (@t681))
1.05/1.27	(step @p2326 :rule nary_cong :premises (@p736 @p735 @p2325 @p2324) :args ((or @t260 @t262 @t683 @t657)))
1.05/1.27	(assume-push @p7510 @t255)
1.05/1.27	(assume-push @p7511 @t261)
1.05/1.27	(assume-push @p7512 @t682)
1.05/1.27	(assume-push @p7513 @t656)
1.05/1.27	(step @p143 :rule evaluate :args (@t89))
1.05/1.27	(step @p2331 :rule evaluate :args ((+ 1 0 -2)))
1.05/1.27	(step @p2332 :rule refl :args (-2))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p425 :rule evaluate :args (@t178))
1.05/1.27	(step @p2333 :rule nary_cong :premises (@p425 @p61 @p2332) :args (@t684))
1.05/1.27	(step @p2334 :rule trans :premises (@p2333 @p2331))
1.05/1.27	(step @p746 :rule arith_poly_norm :args (@t264))
1.05/1.27	(step @p747 :rule arith_poly_norm :args (@t266))
1.05/1.27	(step @p748 :rule refl :args (@t15))
1.05/1.27	(step @p749 :rule nary_cong :premises (@p748 @p747 @p644) :args (@t267))
1.05/1.27	(step @p750 :rule trans :premises (@p749 @p746))
1.05/1.27	(step @p2335 :rule cong :premises (@p750 @p2334) :args ((<= @t267 @t684)))
1.05/1.27	(step @p2336 :rule trans :premises (@p2335 @p143))
1.05/1.27	(step @p758 :rule symm :premises (@p757))
1.05/1.27	(step @p2337 :rule eq_resolve :premises (@p7511 @p758))
1.05/1.27	(step @p2338 :rule int_tight_ub :premises (@p2337))
1.05/1.27	(step @p2339 :rule arith_trichotomy :premises (@p2338 @p7512))
1.05/1.27	(step @p2340 :rule int_tight_ub :premises (@p2339))
1.05/1.27	(step @p760 :rule arith_mult_neg :args (-1 @t255))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p761 :rule and_intro :premises (@p87 @p733))
1.05/1.27	(step @p762 :rule modus_ponens :premises (@p761 @p760))
1.05/1.27	(step @p2341 :rule arith_mult_neg :args (-1 @t656))
1.05/1.27	(step @p2342 :rule and_intro :premises (@p87 @p7513))
1.05/1.27	(step @p2343 :rule modus_ponens :premises (@p2342 @p2341))
1.05/1.27	(step @p2344 :rule arith_sum_ub :premises (@p2343 @p762 @p2340))
1.05/1.27	(step @p2345 false :rule eq_resolve :premises (@p2344 @p2336))
1.05/1.27	(step-pop @p7513 :rule scope :premises (@p2345))
1.05/1.27	(step-pop @p7514 :rule scope :premises (@p7513))
1.05/1.27	(step-pop @p7515 :rule scope :premises (@p7514))
1.05/1.27	(step-pop @p7516 :rule scope :premises (@p7515))
1.05/1.27	(step @p2346 :rule process_scope :premises (@p7516) :args (false))
1.05/1.27	(step @p2351 :rule not_and :premises (@p2346))
1.05/1.27	(step @p2352 :rule eq_resolve :premises (@p2351 @p2326))
1.05/1.27	(step @p2353 :rule arith_poly_norm :args ((= (* 1 (- @t13 @t41)) @t685)))
1.05/1.27	(step @p2354 :rule arith_poly_norm_rel :premises (@p2353) :args ((= @t687 @t686)))
1.05/1.27	(step @p2355 :rule refl :args (@t681))
1.05/1.27	(step @p2356 :rule cong :premises (@p2355 @p2354) :args ((=> @t681 @t687)))
1.05/1.27	(assume-push @p7518 @t681)
1.05/1.27	(step @p2358 :rule eq-refl :args (@t41))
1.05/1.27	(step @p1955 :rule refl :args (@t41))
1.05/1.27	(step @p2359 :rule arith_poly_norm :args (@t688))
1.05/1.27	(step @p2360 :rule cong :premises (@p2359 @p1955) :args (@t688))
1.05/1.27	(step @p2361 :rule trans :premises (@p2360 @p2358))
1.05/1.27	(step @p2362 :rule nary_cong :premises (@p27 @p7518) :args (@t13))
1.05/1.27	(step @p2363 :rule cong :premises (@p2362 @p1955) :args (@t687))
1.05/1.27	(step @p2364 :rule trans :premises (@p2363 @p2361))
1.05/1.27	(step @p2365 :rule true_elim :premises (@p2364))
1.05/1.27	(step-pop @p7518 :rule scope :premises (@p2365))
1.05/1.27	(step @p2366 :rule process_scope :premises (@p7518) :args (@t687))
1.05/1.27	(step @p2368 :rule eq_resolve :premises (@p2366 @p2356))
1.05/1.27	(step @p2369 :rule implies_elim :premises (@p2368))
1.05/1.27	(step @p2370 :rule bool-double-not-elim :args (@t609))
1.05/1.27	(step @p2371 :rule refl :args (@t636))
1.05/1.27	(step @p2372 :rule refl :args (@t689))
1.05/1.27	(step @p2373 :rule nary_cong :premises (@p736 @p2372 @p2371 @p1311 @p2370 @p2005) :args ((or @t260 @t689 @t636 @t400 @t690 @t606)))
1.05/1.27	(assume-push @p7520 @t586)
1.05/1.27	(assume-push @p7521 @t686)
1.05/1.27	(assume-push @p7522 @t397)
1.05/1.27	(assume-push @p7523 @t255)
1.05/1.27	(assume-push @p7524 @t635)
1.05/1.27	(assume-push @p7525 @t610)
1.05/1.27	(step @p2380 :rule arith-elim-lt :args (@t608 0))
1.05/1.27	(step @p2381 :rule cong :premises (@p2380) :args ((not @t691)))
1.05/1.27	(step @p2382 :rule trans :premises (@p2381 @p2370))
1.05/1.27	(step @p2383 :rule symm :premises (@p2382))
1.05/1.27	(assume-push @p7526 @t691)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p59 :rule evaluate :args (@t57))
1.05/1.27	(step @p310 :rule evaluate :args (@t141))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p2385 :rule nary_cong :premises (@p11 @p61 @p61 @p11 @p11 @p61) :args (@t692))
1.05/1.27	(step @p2386 :rule trans :premises (@p2385 @p310))
1.05/1.27	(step @p2387 :rule arith_poly_norm :args ((= (+ 0 @t402 @t25 @t11 @t12 0 0 0 0) 0)))
1.05/1.27	(step @p64 :rule arith_poly_norm :args (@t62))
1.05/1.27	(step @p1317 :rule arith_poly_norm :args (@t405))
1.05/1.27	(step @p1318 :rule arith_poly_norm :args (@t407))
1.05/1.27	(step @p311 :rule arith_poly_norm :args (@t143))
1.05/1.27	(step @p2388 :rule refl :args (@t12))
1.05/1.27	(step @p1319 :rule refl :args (@t25))
1.05/1.27	(step @p1320 :rule refl :args (@t402))
1.05/1.27	(step @p2389 :rule arith_poly_norm :args (@t694))
1.05/1.27	(step @p2390 :rule nary_cong :premises (@p2389 @p1320 @p1319 @p1019 @p2388 @p311 @p1318 @p1317 @p64) :args (@t695))
1.05/1.27	(step @p2391 :rule trans :premises (@p2390 @p2387))
1.05/1.27	(step @p2392 :rule arith_poly_norm :args ((= @t698 @t695)))
1.05/1.27	(step @p2393 :rule trans :premises (@p2392 @p2391))
1.05/1.27	(step @p2394 :rule cong :premises (@p2393 @p2386) :args (@t699))
1.05/1.27	(step @p2395 :rule trans :premises (@p2394 @p59))
1.05/1.27	(step @p2396 :rule cong :premises (@p2395) :args ((not @t699)))
1.05/1.27	(step @p2397 :rule trans :premises (@p2396 @p58))
1.05/1.27	(step @p2398 :rule arith-elim-lt :args (@t698 @t692))
1.05/1.27	(step @p2399 :rule trans :premises (@p2398 @p2397))
1.05/1.27	(step @p2400 :rule arith_mult_neg :args (-1 @t631))
1.05/1.27	(step @p2056 :rule arith_poly_norm :args (@t632))
1.05/1.27	(step @p2057 :rule arith_poly_norm_rel :premises (@p2056) :args (@t633))
1.05/1.27	(step @p2058 :rule symm :premises (@p2057))
1.05/1.27	(step @p2401 :rule eq_resolve :premises (@p7520 @p2058))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p2402 :rule and_intro :premises (@p87 @p2401))
1.05/1.27	(step @p2403 :rule modus_ponens :premises (@p2402 @p2400))
1.05/1.27	(step @p2404 :rule arith_poly_norm :args ((= (* 1 (- @t697 0)) @t685)))
1.05/1.27	(step @p2405 :rule arith_poly_norm_rel :premises (@p2404) :args ((= (= @t697 0) @t686)))
1.05/1.27	(step @p2406 :rule symm :premises (@p2405))
1.05/1.27	(step @p2407 :rule eq_resolve :premises (@p7521 @p2406))
1.05/1.27	(step @p1331 :rule arith_poly_norm :args (@t412))
1.05/1.27	(step @p1332 :rule arith_poly_norm_rel :premises (@p1331) :args (@t414))
1.05/1.27	(step @p1333 :rule symm :premises (@p1332))
1.05/1.27	(step @p1334 :rule eq_resolve :premises (@p1309 @p1333))
1.05/1.27	(step @p760 :rule arith_mult_neg :args (-1 @t255))
1.05/1.27	(step @p761 :rule and_intro :premises (@p87 @p733))
1.05/1.27	(step @p762 :rule modus_ponens :premises (@p761 @p760))
1.05/1.27	(step @p2408 :rule arith_mult_neg :args (-1 @t635))
1.05/1.27	(step @p2409 :rule and_intro :premises (@p87 @p7524))
1.05/1.27	(step @p2410 :rule modus_ponens :premises (@p2409 @p2408))
1.05/1.27	(step @p2411 :rule arith_sum_ub :premises (@p7526 @p2410 @p762 @p1334 @p2407 @p2403))
1.05/1.27	(step @p2412 false :rule eq_resolve :premises (@p2411 @p2399))
1.05/1.27	(step-pop @p7526 :rule scope :premises (@p2412))
1.05/1.27	(step @p2413 :rule process_scope :premises (@p7526) :args (false))
1.05/1.27	(step @p2415 :rule eq_resolve :premises (@p2413 @p2382))
1.05/1.27	(step @p2416 :rule eq_resolve :premises (@p2415 @p2383))
1.05/1.27	(step @p2417 :rule symm :premises (@p2380))
1.05/1.27	(step @p2418 :rule eq_resolve :premises (@p7525 @p2417))
1.05/1.27	(step @p2419 false :rule contra :premises (@p2418 @p2416))
1.05/1.27	(step-pop @p7527 :rule scope :premises (@p2419))
1.05/1.27	(step-pop @p7528 :rule scope :premises (@p7527))
1.05/1.27	(step-pop @p7529 :rule scope :premises (@p7528))
1.05/1.27	(step-pop @p7530 :rule scope :premises (@p7529))
1.05/1.27	(step-pop @p7531 :rule scope :premises (@p7530))
1.05/1.27	(step-pop @p7532 :rule scope :premises (@p7531))
1.05/1.27	(step @p2420 :rule process_scope :premises (@p7532) :args (false))
1.05/1.27	(assume-push @p7534 @t255)
1.05/1.27	(assume-push @p7535 @t686)
1.05/1.27	(assume-push @p7536 @t635)
1.05/1.27	(assume-push @p7537 @t397)
1.05/1.27	(assume-push @p7538 @t610)
1.05/1.27	(assume-push @p7539 @t586)
1.05/1.27	(step @p2433 :rule and_intro :premises (@p7539 @p7535 @p1309 @p733 @p7536 @p7538))
1.05/1.27	(step-pop @p7539 :rule scope :premises (@p2433))
1.05/1.27	(step-pop @p7540 :rule scope :premises (@p7539))
1.05/1.27	(step-pop @p7541 :rule scope :premises (@p7540))
1.05/1.27	(step-pop @p7542 :rule scope :premises (@p7541))
1.05/1.27	(step-pop @p7543 :rule scope :premises (@p7542))
1.05/1.27	(step-pop @p7544 :rule scope :premises (@p7543))
1.05/1.27	(step @p2434 :rule process_scope :premises (@p7544) :args (@t700))
1.05/1.27	(step @p2441 :rule implies_elim :premises (@p2434))
1.05/1.27	(step @p2442 :rule resolution :premises (@p2441 @p2420) :args (true @t700))
1.05/1.27	(step @p2443 :rule not_and :premises (@p2442))
1.05/1.27	(step @p2444 :rule eq_resolve :premises (@p2443 @p2373))
1.05/1.27	(step @p2445 :rule chain_resolution :premises (@p2444 @p1309 @p733 @p2369 @p2352 @p733 @p2323 @p2317 @p2311 @p2143 @p2141) :args ((@list false false false false false false true true true true) (@list @t397 @t255 @t686 @t681 @t255 @t656 @t678 @t679 @t644 @t642)))
1.05/1.27	(step @p2446 :rule factoring :premises (@p2445))
1.05/1.27	(step @p2447 :rule chain_resolution :premises (@p2446 @p2139 @p2106 @p1309 @p2004 @p976) :args ((@list false true false false true) (@list @t635 @t609 @t397 @t594 @t315)))
1.05/1.27	(step @p2448 :rule factoring :premises (@p2447))
1.05/1.27	(step @p2449 :rule chain_resolution :premises (@p2448 @p788 @p733) :args (@t701 @t702))
1.05/1.27	(step @p2450 :rule factoring :premises (@p2449))
1.05/1.27	(step @p2451 :rule reordering :premises (@p2450) :args ((or @t238 @t371 @t259 @t582 @t203 @t592 @t468 @t606)))
1.05/1.27	(step @p2452 :rule chain_resolution :premises (@p2451 @p1942 @p1924 @p1917 @p1309 @p1915 @p1909 @p1907 @p15 @p1864 @p1862 @p1837) :args ((@list false true false false false false true true false false false) (@list @t586 @t582 @t580 @t397 @t579 @t529 @t532 @t19 @t551 @t561 @t546)))
1.05/1.27	(step @p2453 :rule factoring :premises (@p2452))
1.05/1.27	(step @p2454 :rule chain_resolution :premises (@p2453 @p1803 @p1802 @p733) :args (@t516 (@list @t527 @t521 @t255)))
1.05/1.27	(step @p2455 :rule factoring :premises (@p2454))
1.05/1.27	(step @p2456 :rule chain_resolution :premises (@p2455 @p1775 @p1773 @p1771 @p1763 @p1655 @p1503 @p1501 @p1474 @p1472 @p1452 @p1375 @p1056 @p1309 @p1306 @p1282 @p1277) :args ((@list true true true false true true false true false true false false false true false false) (@list @t468 @t490 @t491 @t488 @t492 @t447 @t443 @t442 @t437 @t422 @t416 @t343 @t397 @t85 @t393 @t385)))
1.05/1.27	(step @p2457 :rule factoring :premises (@p2456))
1.05/1.27	(step @p2458 :rule chain_resolution :premises (@p2457 @p1256 @p50 @p1230) :args (@t703 (@list @t49 @t48 @t381)))
1.05/1.27	(step @p2459 :rule factoring :premises (@p2458))
1.05/1.27	(step @p2460 :rule chain_resolution :premises (@p2459 @p1224 @p1204) :args (@t415 @t704))
1.05/1.27	(step @p2461 :rule factoring :premises (@p2460))
1.05/1.27	(step @p2462 :rule chain_resolution :premises (@p2461 @p1166 @p1160 @p1153 @p1126 @p1088 @p1035 @p15 @p1007 @p981 @p50 @p976) :args ((@list false true true true true false true false false false true) (@list @t370 @t372 @t175 @t359 @t345 @t343 @t19 @t322 @t318 @t48 @t315)))
1.05/1.27	(step @p2463 :rule factoring :premises (@p2462))
1.05/1.27	(step @p2464 :rule chain_resolution :premises (@p2463 @p788 @p733) :args (@t701 @t702))
1.05/1.27	(step @p2465 :rule factoring :premises (@p2464))
1.05/1.27	(step @p2466 :rule reordering :premises (@p2465) :args ((or @t238 @t259 @t203 @t283 @t306)))
1.05/1.27	(step @p585 :rule arith-elim-lt :args (@t13 0))
1.05/1.27	(step @p2467 :rule nary_cong :premises (@p516 @p757) :args (@t705))
1.05/1.27	(step @p2468 :rule cong :premises (@p2467 @p585) :args ((=> @t705 (< @t13 0))))
1.05/1.27	(step @p2469 :rule arith_mult_sign :args (@t705 @t13))
1.05/1.27	(step @p2470 :rule eq_resolve :premises (@p2469 @p2468))
1.05/1.27	(step @p2471 :rule implies_elim :premises (@p2470))
1.05/1.27	(step @p2472 :rule reordering :premises (@p2471) :args ((or @t204 (not @t706))))
1.05/1.27	(step @p2473 :rule refl :args (@t706))
1.05/1.27	(step @p2474 :rule nary_cong :premises (@p2473 @p1910 @p735) :args ((or @t706 @t578 @t262)))
1.05/1.27	(step @p2475 :rule cnf_and_neg :args (@t706))
1.05/1.27	(step @p2476 :rule eq_resolve :premises (@p2475 @p2474))
1.05/1.27	(step @p2477 :rule reordering :premises (@p2476) :args ((or @t578 @t259 @t706)))
1.05/1.27	(step @p2478 :rule refl :args (@t707))
1.05/1.27	(step @p2479 :rule nary_cong :premises (@p2478 @p1161 @p795) :args ((or @t707 @t373 @t275)))
1.05/1.27	(step @p2480 :rule cnf_and_neg :args (@t707))
1.05/1.27	(step @p2481 :rule eq_resolve :premises (@p2480 @p2479))
1.05/1.27	(step @p2482 :rule reordering :premises (@p2481) :args ((or @t370 @t257 @t707)))
1.05/1.27	(step @p2483 :rule bool-double-not-elim :args (@t708))
1.05/1.27	(step @p2021 :rule refl :args (@t11))
1.05/1.27	(step @p2484 :rule cong :premises (@p2021 @p475) :args (@t709))
1.05/1.27	(step @p2485 :rule cong :premises (@p2484) :args ((not @t709)))
1.05/1.27	(step @p2486 :rule arith-leq-norm :args (@t11 0))
1.05/1.27	(step @p2487 :rule trans :premises (@p2486 @p2485))
1.05/1.27	(step @p2488 :rule cong :premises (@p2487) :args ((not (<= @t11 0))))
1.05/1.27	(step @p2489 :rule trans :premises (@p2488 @p2483))
1.05/1.27	(step @p2490 :rule arith-elim-leq :args (@t11 0))
1.05/1.27	(step @p2491 :rule symm :premises (@p2490))
1.05/1.27	(step @p2492 :rule cong :premises (@p2491) :args ((not (>= 0 @t11))))
1.05/1.27	(step @p2493 :rule arith-elim-gt :args (@t11 0))
1.05/1.27	(step @p2494 :rule trans :premises (@p2493 @p2492))
1.05/1.27	(step @p2495 :rule trans :premises (@p2494 @p2489))
1.05/1.27	(step @p2496 :rule nary_cong :premises (@p1154 @p741) :args (@t710))
1.05/1.27	(step @p2497 :rule cong :premises (@p2496 @p2495) :args ((=> @t710 (> @t11 0))))
1.05/1.27	(step @p2498 :rule arith_mult_sign :args (@t710 @t11))
1.05/1.27	(step @p2499 :rule eq_resolve :premises (@p2498 @p2497))
1.05/1.27	(step @p2500 :rule implies_elim :premises (@p2499))
1.05/1.27	(step @p2501 :rule reordering :premises (@p2500) :args ((or @t708 (not @t707))))
1.05/1.27	(step @p2502 :rule bool-double-not-elim :args (@t711))
1.05/1.27	(step @p2503 :rule refl :args (@t712))
1.05/1.27	(step @p2504 :rule nary_cong :premises (@p414 @p2503 @p2502) :args ((or @t176 @t712 (not @t713))))
1.05/1.27	(assume-push @p7546 @t175)
1.05/1.27	(assume-push @p7547 @t708)
1.05/1.27	(assume-push @p7548 @t713)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p354 :rule evaluate :args (@t157))
1.05/1.27	(step @p897 :rule evaluate :args (@t297))
1.05/1.27	(step @p145 :rule evaluate :args (@t91))
1.05/1.27	(step @p898 :rule nary_cong :premises (@p427 @p145 @p145) :args (@t298))
1.05/1.27	(step @p899 :rule trans :premises (@p898 @p897))
1.05/1.27	(step @p2508 :rule arith_poly_norm :args ((= @t714 0)))
1.05/1.27	(step @p2509 :rule arith_poly_norm :args ((= @t715 @t714)))
1.05/1.27	(step @p2510 :rule trans :premises (@p2509 @p2508))
1.05/1.27	(step @p2511 :rule cong :premises (@p2510 @p899) :args (@t716))
1.05/1.27	(step @p2512 :rule trans :premises (@p2511 @p354))
1.05/1.27	(step @p2513 :rule cong :premises (@p2512) :args ((not @t716)))
1.05/1.27	(step @p2514 :rule trans :premises (@p2513 @p58))
1.05/1.27	(step @p2515 :rule arith-elim-lt :args (@t715 @t298))
1.05/1.27	(step @p2516 :rule trans :premises (@p2515 @p2514))
1.05/1.27	(step @p2517 :rule arith_mult_neg :args (-1 @t708))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p2518 :rule and_intro :premises (@p87 @p7547))
1.05/1.27	(step @p2519 :rule modus_ponens :premises (@p2518 @p2517))
1.05/1.27	(step @p1137 :rule arith_mult_neg :args (-1 @t175))
1.05/1.27	(step @p2520 :rule and_intro :premises (@p87 @p7546))
1.05/1.27	(step @p2521 :rule modus_ponens :premises (@p2520 @p1137))
1.05/1.27	(step @p2522 :rule arith-elim-lt :args (@t596 1))
1.05/1.27	(step @p2523 :rule symm :premises (@p2522))
1.05/1.27	(step @p2524 :rule eq_resolve :premises (@p7548 @p2523))
1.05/1.27	(step @p2525 :rule arith_sum_ub :premises (@p2524 @p2521 @p2519))
1.05/1.27	(step @p2526 false :rule eq_resolve :premises (@p2525 @p2516))
1.05/1.27	(step-pop @p7548 :rule scope :premises (@p2526))
1.05/1.27	(step-pop @p7549 :rule scope :premises (@p7548))
1.05/1.27	(step-pop @p7550 :rule scope :premises (@p7549))
1.05/1.27	(step @p2527 :rule process_scope :premises (@p7550) :args (false))
1.05/1.27	(step @p2531 :rule not_and :premises (@p2527))
1.05/1.27	(step @p2532 :rule eq_resolve :premises (@p2531 @p2504))
1.05/1.27	(step @p2533 :rule reordering :premises (@p2532) :args ((or @t712 @t176 @t711)))
1.05/1.27	(assume-push @p7552 @t711)
1.05/1.27	(assume-push @p7553 @t711)
1.05/1.27	(step @p1981 :rule arith_poly_norm :args (@t603))
1.05/1.27	(step @p1982 :rule arith_poly_norm_rel :premises (@p1981) :args (@t604))
1.05/1.27	(step @p2536 :rule cong :premises (@p1982) :args ((not @t597)))
1.05/1.27	(assume-push @p7554 @t597)
1.05/1.27	(step @p143 :rule evaluate :args (@t89))
1.05/1.27	(step @p579 :rule evaluate :args (@t227))
1.05/1.27	(step @p145 :rule evaluate :args (@t91))
1.05/1.27	(step @p672 :rule nary_cong :premises (@p11 @p145) :args (@t246))
1.05/1.27	(step @p673 :rule trans :premises (@p672 @p579))
1.05/1.27	(step @p386 :rule evaluate :args (@t166))
1.05/1.27	(step @p311 :rule arith_poly_norm :args (@t143))
1.05/1.27	(step @p1046 :rule arith_poly_norm :args (@t349))
1.05/1.27	(step @p2538 :rule nary_cong :premises (@p1046 @p311) :args (@t717))
1.05/1.27	(step @p2539 :rule trans :premises (@p2538 @p386))
1.05/1.27	(step @p2540 :rule arith_poly_norm :args ((= @t718 @t717)))
1.05/1.27	(step @p2541 :rule trans :premises (@p2540 @p2539))
1.05/1.27	(step @p2542 :rule cong :premises (@p2541 @p673) :args ((<= @t718 @t246)))
1.05/1.27	(step @p2543 :rule trans :premises (@p2542 @p143))
1.05/1.27	(step @p2544 :rule arith_mult_neg :args (-1 @t711))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p2545 :rule and_intro :premises (@p87 @p7552))
1.05/1.27	(step @p2546 :rule modus_ponens :premises (@p2545 @p2544))
1.05/1.27	(step @p2547 :rule arith_sum_ub :premises (@p7554 @p2546))
1.05/1.27	(step @p2548 false :rule eq_resolve :premises (@p2547 @p2543))
1.05/1.27	(step-pop @p7554 :rule scope :premises (@p2548))
1.05/1.27	(step @p2549 :rule process_scope :premises (@p7554) :args (false))
1.05/1.27	(step @p2551 :rule eq_resolve :premises (@p2549 @p2536))
1.05/1.27	(step-pop @p7555 :rule scope :premises (@p2551))
1.05/1.27	(step @p2552 :rule process_scope :premises (@p7555) :args (@t592))
1.05/1.27	(step @p2554 :rule modus_ponens :premises (@p7552 @p2552))
1.05/1.27	(step-pop @p7556 :rule scope :premises (@p2554))
1.05/1.27	(step @p2555 :rule process_scope :premises (@p7556) :args (@t592))
1.05/1.27	(step @p2557 :rule implies_elim :premises (@p2555))
1.05/1.27	(step @p2558 :rule reordering :premises (@p2557) :args ((or @t592 @t713)))
1.05/1.27	(step @p2559 :rule chain_resolution :premises (@p1907 @p15 @p1864 @p1909 @p1862 @p1837) :args (@t719 (@list @t19 @t551 @t532 @t561 @t546)))
1.05/1.27	(step @p2560 :rule factoring :premises (@p2559))
1.05/1.27	(step @p2561 :rule reordering :premises (@p2560) :args ((or @t529 @t545 @t306)))
1.05/1.27	(step @p2562 :rule chain_resolution :premises (@p1503 @p1655 @p1501 @p1474 @p1771 @p1763 @p1472 @p1452 @p1375 @p1056 @p1309 @p1306 @p1282 @p1277) :args ((@list false false true false false false true false false false true false false) (@list @t447 @t443 @t442 @t492 @t488 @t437 @t422 @t416 @t343 @t397 @t85 @t393 @t385)))
1.05/1.27	(step @p2563 :rule factoring :premises (@p2562))
1.05/1.27	(step @p2564 :rule chain_resolution :premises (@p2563 @p1256 @p50 @p1230 @p976 @p1126 @p1088 @p1035 @p15 @p1007 @p981 @p50) :args ((@list true false false true true true false true false false false) (@list @t49 @t48 @t381 @t315 @t359 @t345 @t343 @t19 @t322 @t318 @t48)))
1.05/1.27	(step @p2565 :rule factoring :premises (@p2564))
1.05/1.27	(step @p2566 :rule chain_resolution :premises (@p2565 @p788 @p733) :args (@t701 @t702))
1.05/1.27	(step @p2567 :rule factoring :premises (@p2566))
1.05/1.27	(step @p2568 :rule reordering :premises (@p2567) :args ((or @t259 @t518 @t54)))
1.05/1.27	(step @p2569 :rule refl :args (@t720))
1.05/1.27	(step @p2570 :rule nary_cong :premises (@p524 @p35 @p2569 @p238 @p523) :args ((or @t205 @t31 @t720 @t122 @t204)))
1.05/1.27	(assume-push @p7558 @t106)
1.05/1.27	(assume-push @p7559 @t30)
1.05/1.27	(assume-push @p7560 @t322)
1.05/1.27	(assume-push @p7561 @t103)
1.05/1.27	(assume-push @p7562 @t203)
1.05/1.27	(step @p530 :rule evaluate :args (@t206))
1.05/1.27	(step @p2576 :rule evaluate :args ((+ 0 0/1 -1/2 0/1 0/1)))
1.05/1.27	(step @p534 :rule evaluate :args (@t209))
1.05/1.27	(step @p533 :rule evaluate :args (@t208))
1.05/1.27	(step @p532 :rule evaluate :args (@t207))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p2577 :rule nary_cong :premises (@p61 @p533 @p532 @p533 @p534) :args (@t721))
1.05/1.27	(step @p2578 :rule trans :premises (@p2577 @p2576))
1.05/1.27	(step @p2579 :rule arith_poly_norm :args ((= (+ @t105 @t216 @t725 @t723 @t217) 0/1)))
1.05/1.27	(step @p540 :rule refl :args (@t217))
1.05/1.27	(step @p2580 :rule arith_poly_norm :args ((= @t726 @t723)))
1.05/1.27	(step @p2581 :rule arith_poly_norm :args (@t728))
1.05/1.27	(step @p539 :rule arith_poly_norm :args (@t220))
1.05/1.27	(step @p541 :rule refl :args (@t105))
1.05/1.27	(step @p2582 :rule nary_cong :premises (@p541 @p539 @p2581 @p2580 @p540) :args (@t729))
1.05/1.27	(step @p2583 :rule trans :premises (@p2582 @p2579))
1.05/1.27	(step @p2584 :rule cong :premises (@p2583 @p2578) :args ((<= @t729 @t721)))
1.05/1.27	(step @p2585 :rule trans :premises (@p2584 @p530))
1.05/1.27	(step @p555 :rule arith_mult_neg :args (-1/2 @t103))
1.05/1.27	(step @p556 :rule evaluate :args (@t223))
1.05/1.27	(step @p557 :rule true_elim :premises (@p556))
1.05/1.27	(step @p2586 :rule and_intro :premises (@p557 @p7561))
1.05/1.27	(step @p2587 :rule modus_ponens :premises (@p2586 @p555))
1.05/1.27	(step @p2588 :rule arith_mult_pos :args (1/2 @t356))
1.05/1.27	(step @p1059 :rule arith_poly_norm :args (@t355))
1.05/1.27	(step @p1060 :rule arith_poly_norm_rel :premises (@p1059) :args (@t357))
1.05/1.27	(step @p1061 :rule symm :premises (@p1060))
1.05/1.27	(step @p2589 :rule eq_resolve :premises (@p7560 @p1061))
1.05/1.27	(step @p547 :rule evaluate :args (@t222))
1.05/1.27	(step @p548 :rule true_elim :premises (@p547))
1.05/1.27	(step @p2590 :rule and_intro :premises (@p548 @p2589))
1.05/1.27	(step @p2591 :rule modus_ponens :premises (@p2590 @p2588))
1.05/1.27	(step @p2592 :rule arith_mult_pos :args (1/2 (<= @t14 -1)))
1.05/1.27	(step @p1883 :rule arith-elim-lt :args (@t14 0))
1.05/1.27	(step @p1884 :rule symm :premises (@p1883))
1.05/1.27	(step @p1885 :rule eq_resolve :premises (@p15 @p1884))
1.05/1.27	(step @p2593 :rule int_tight_ub :premises (@p1885))
1.05/1.27	(step @p2594 :rule and_intro :premises (@p548 @p2593))
1.05/1.27	(step @p2595 :rule modus_ponens :premises (@p2594 @p2592))
1.05/1.27	(step @p551 :rule arith_mult_pos :args (1/2 @t171))
1.05/1.27	(step @p393 :rule arith_poly_norm :args (@t170))
1.05/1.27	(step @p394 :rule arith_poly_norm_rel :premises (@p393) :args (@t172))
1.05/1.27	(step @p395 :rule symm :premises (@p394))
1.05/1.27	(step @p2596 :rule eq_resolve :premises (@p7558 @p395))
1.05/1.27	(step @p2597 :rule and_intro :premises (@p548 @p2596))
1.05/1.27	(step @p2598 :rule modus_ponens :premises (@p2597 @p551))
1.05/1.27	(step @p560 :rule arith_mult_neg :args (-1 @t203))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p2599 :rule and_intro :premises (@p87 @p7562))
1.05/1.27	(step @p2600 :rule modus_ponens :premises (@p2599 @p560))
1.05/1.27	(step @p2601 :rule arith_sum_ub :premises (@p2600 @p2598 @p2595 @p2591 @p2587))
1.05/1.27	(step @p2602 false :rule eq_resolve :premises (@p2601 @p2585))
1.05/1.27	(step-pop @p7562 :rule scope :premises (@p2602))
1.05/1.27	(step-pop @p7563 :rule scope :premises (@p7562))
1.05/1.27	(step-pop @p7564 :rule scope :premises (@p7563))
1.05/1.27	(step-pop @p7565 :rule scope :premises (@p7564))
1.05/1.27	(step-pop @p7566 :rule scope :premises (@p7565))
1.05/1.27	(step @p2603 :rule process_scope :premises (@p7566) :args (false))
1.05/1.27	(step @p2609 :rule not_and :premises (@p2603))
1.05/1.27	(step @p2610 :rule eq_resolve :premises (@p2609 @p2570))
1.05/1.27	(step @p2611 :rule reordering :premises (@p2610) :args ((or @t19 @t204 @t205 @t720 @t122)))
1.05/1.27	(step @p2612 :rule chain_resolution :premises (@p346 @p344 @p296 @p50 @p106 @p2611 @p15 @p277 @p50 @p236) :args (@t730 @t731))
1.05/1.27	(step @p2613 :rule factoring :premises (@p2612))
1.05/1.27	(step @p2614 :rule chain_resolution :premises (@p2613 @p204 @p191 @p190 @p50 @p106 @p132 @p106 @p101 @p50) :args (@t732 @t733))
1.05/1.27	(step @p2615 :rule factoring :premises (@p2614))
1.05/1.27	(step @p2616 :rule chain_resolution :premises (@p2615 @p2568 @p1773 @p1775 @p1802 @p733 @p1803 @p2561 @p2558 @p2533 @p2501 @p1160 @p2482 @p1166) :args ((@list true false false false false true true true false false false false false) (@list @t50 @t491 @t490 @t468 @t255 @t521 @t527 @t529 @t711 @t708 @t175 @t707 @t372)))
1.05/1.27	(step @p2617 :rule factoring :premises (@p2616))
1.05/1.27	(step @p2618 :rule chain_resolution :premises (@p2617 @p1224 @p2477 @p2472 @p1007 @p981 @p50) :args ((@list true true true false false false) (@list @t370 @t194 @t706 @t322 @t318 @t48)))
1.05/1.27	(step @p2619 :rule factoring :premises (@p2618))
1.05/1.27	(step @p2620 :rule chain_resolution :premises (@p2619 @p788 @p733 @p2466) :args (@t703 (@list @t257 @t255 @t203)))
1.05/1.27	(step @p2621 :rule factoring :premises (@p2620))
1.05/1.27	(step @p2622 :rule reordering :premises (@p2621) :args ((or @t238 @t259 @t283 @t306)))
1.05/1.27	(step @p2623 :rule nary_cong :premises (@p2204 @p789 @p52) :args ((or @t240 @t273 @t55)))
1.05/1.27	(assume-push @p7568 @t238)
1.05/1.27	(assume-push @p7569 @t271)
1.05/1.27	(assume-push @p7570 @t54)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p59 :rule evaluate :args (@t57))
1.05/1.27	(step @p1173 :rule evaluate :args (@t374))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p2627 :rule nary_cong :premises (@p427 @p61 @p307) :args (@t734))
1.05/1.27	(step @p2628 :rule trans :premises (@p2627 @p1173))
1.05/1.27	(step @p1176 :rule arith_poly_norm :args (@t377))
1.05/1.27	(step @p2629 :rule arith_poly_norm :args (@t736))
1.05/1.27	(step @p2630 :rule trans :premises (@p2629 @p1176))
1.05/1.27	(step @p2631 :rule cong :premises (@p2630 @p2628) :args (@t737))
1.05/1.27	(step @p2632 :rule trans :premises (@p2631 @p59))
1.05/1.27	(step @p2633 :rule cong :premises (@p2632) :args ((not @t737)))
1.05/1.27	(step @p2634 :rule trans :premises (@p2633 @p58))
1.05/1.27	(step @p2635 :rule arith-elim-lt :args (@t735 @t734))
1.05/1.27	(step @p2636 :rule trans :premises (@p2635 @p2634))
1.05/1.27	(step @p825 :rule symm :premises (@p824))
1.05/1.27	(step @p2637 :rule eq_resolve :premises (@p7569 @p825))
1.05/1.27	(step @p2638 :rule int_tight_ub :premises (@p2637))
1.05/1.27	(step @p2639 :rule arith_mult_neg :args (-1 @t238))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p2640 :rule and_intro :premises (@p87 @p7568))
1.05/1.27	(step @p2641 :rule modus_ponens :premises (@p2640 @p2639))
1.05/1.27	(step @p77 :rule arith-elim-lt :args (@t18 1))
1.05/1.27	(step @p78 :rule symm :premises (@p77))
1.05/1.27	(step @p2642 :rule eq_resolve :premises (@p7570 @p78))
1.05/1.27	(step @p2643 :rule arith_sum_ub :premises (@p2642 @p2641 @p2638))
1.05/1.27	(step @p2644 false :rule eq_resolve :premises (@p2643 @p2636))
1.05/1.27	(step-pop @p7570 :rule scope :premises (@p2644))
1.05/1.27	(step-pop @p7571 :rule scope :premises (@p7570))
1.05/1.27	(step-pop @p7572 :rule scope :premises (@p7571))
1.05/1.27	(step @p2645 :rule process_scope :premises (@p7572) :args (false))
1.05/1.27	(step @p2649 :rule not_and :premises (@p2645))
1.05/1.27	(step @p2650 :rule eq_resolve :premises (@p2649 @p2623))
1.05/1.27	(step @p2651 :rule nary_cong :premises (@p35 @p573 @p1943 @p1865) :args ((or @t31 @t225 @t592 @t562)))
1.05/1.27	(assume-push @p7574 @t551)
1.05/1.27	(assume-push @p7575 @t224)
1.05/1.27	(assume-push @p7576 @t30)
1.05/1.27	(assume-push @p7577 @t529)
1.05/1.27	(assume-push @p7578 @t597)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p59 :rule evaluate :args (@t57))
1.05/1.27	(step @p244 :rule evaluate :args (@t124))
1.05/1.27	(step @p2657 :rule evaluate :args (@t738))
1.05/1.27	(step @p2658 :rule nary_cong :premises (@p11 @p11 @p2657 @p11) :args (@t739))
1.05/1.27	(step @p2659 :rule trans :premises (@p2658 @p244))
1.05/1.27	(step @p2660 :rule arith_poly_norm :args ((= @t740 0)))
1.05/1.27	(step @p2661 :rule arith_poly_norm :args ((= @t741 @t740)))
1.05/1.27	(step @p2662 :rule trans :premises (@p2661 @p2660))
1.05/1.27	(step @p2663 :rule cong :premises (@p2662 @p2659) :args (@t742))
1.05/1.27	(step @p2664 :rule trans :premises (@p2663 @p59))
1.05/1.27	(step @p2665 :rule cong :premises (@p2664) :args ((not @t742)))
1.05/1.27	(step @p2666 :rule trans :premises (@p2665 @p58))
1.05/1.27	(step @p2667 :rule arith-elim-lt :args (@t741 @t739))
1.05/1.27	(step @p2668 :rule trans :premises (@p2667 @p2666))
1.05/1.27	(step @p1897 :rule arith_poly_norm :args (@t576))
1.05/1.27	(step @p1898 :rule arith_poly_norm_rel :premises (@p1897) :args (@t577))
1.05/1.27	(step @p1899 :rule symm :premises (@p1898))
1.05/1.27	(step @p2669 :rule eq_resolve :premises (@p7574 @p1899))
1.05/1.27	(step @p2670 :rule arith_mult_neg :args (-2 @t224))
1.05/1.27	(step @p443 :rule evaluate :args (@t186))
1.05/1.27	(step @p444 :rule true_elim :premises (@p443))
1.05/1.27	(step @p2671 :rule and_intro :premises (@p444 @p7575))
1.05/1.27	(step @p2672 :rule modus_ponens :premises (@p2671 @p2670))
1.05/1.27	(step @p1883 :rule arith-elim-lt :args (@t14 0))
1.05/1.27	(step @p1884 :rule symm :premises (@p1883))
1.05/1.27	(step @p1885 :rule eq_resolve :premises (@p15 @p1884))
1.05/1.27	(step @p2673 :rule arith_sum_ub :premises (@p7578 @p1885 @p2672 @p2669))
1.05/1.27	(step @p2674 false :rule eq_resolve :premises (@p2673 @p2668))
1.05/1.27	(step-pop @p7578 :rule scope :premises (@p2674))
1.05/1.27	(step @p2675 :rule process_scope :premises (@p7578) :args (false))
1.05/1.27	(step @p1981 :rule arith_poly_norm :args (@t603))
1.05/1.27	(step @p1982 :rule arith_poly_norm_rel :premises (@p1981) :args (@t604))
1.05/1.27	(step @p1983 :rule symm :premises (@p1982))
1.05/1.27	(step @p2677 :rule eq_resolve :premises (@p7577 @p1983))
1.05/1.27	(step @p2678 false :rule contra :premises (@p2677 @p2675))
1.05/1.27	(step-pop @p7579 :rule scope :premises (@p2678))
1.05/1.27	(step-pop @p7580 :rule scope :premises (@p7579))
1.05/1.27	(step-pop @p7581 :rule scope :premises (@p7580))
1.05/1.27	(step-pop @p7582 :rule scope :premises (@p7581))
1.05/1.27	(step @p2679 :rule process_scope :premises (@p7582) :args (false))
1.05/1.27	(assume-push @p7584 @t30)
1.05/1.27	(assume-push @p7585 @t224)
1.05/1.27	(assume-push @p7586 @t529)
1.05/1.27	(assume-push @p7587 @t551)
1.05/1.27	(step @p2688 :rule and_intro :premises (@p7587 @p7585 @p15 @p7586))
1.05/1.27	(step-pop @p7587 :rule scope :premises (@p2688))
1.05/1.27	(step-pop @p7588 :rule scope :premises (@p7587))
1.05/1.27	(step-pop @p7589 :rule scope :premises (@p7588))
1.05/1.27	(step-pop @p7590 :rule scope :premises (@p7589))
1.05/1.27	(step @p2689 :rule process_scope :premises (@p7590) :args (@t743))
1.05/1.27	(step @p2694 :rule implies_elim :premises (@p2689))
1.05/1.27	(step @p2695 :rule resolution :premises (@p2694 @p2679) :args (true @t743))
1.05/1.27	(step @p2696 :rule not_and :premises (@p2695))
1.05/1.27	(step @p2697 :rule eq_resolve :premises (@p2696 @p2651))
1.05/1.27	(step @p2698 :rule chain_resolution :premises (@p2697 @p15 @p1864 @p2561 @p1862) :args (@t744 (@list @t19 @t551 @t529 @t561)))
1.05/1.27	(step @p2699 :rule factoring :premises (@p2698))
1.05/1.27	(step @p2700 :rule chain_resolution :premises (@p2699 @p1803 @p1802 @p733 @p1775 @p1773 @p2568 @p2650 @p652) :args ((@list false false false true true true false false) (@list @t527 @t521 @t255 @t468 @t490 @t491 @t50 @t224)))
1.05/1.27	(step @p2701 :rule factoring :premises (@p2700))
1.05/1.27	(step @p2702 :rule chain_resolution :premises (@p2701 @p2622) :args (@t421 @t745))
1.05/1.27	(step @p2703 :rule factoring :premises (@p2702))
1.05/1.27	(step @p2704 :rule chain_resolution :premises (@p2703 @p952 @p924 @p889 @p869 @p850 @p800 @p794) :args ((@list true false false false true false false) (@list @t306 @t294 @t289 @t231 @t283 @t274 @t272)))
1.05/1.27	(step @p2705 :rule factoring :premises (@p2704))
1.05/1.27	(step @p2706 :rule chain_resolution :premises (@p2705 @p788 @p733) :args (@t701 @t702))
1.05/1.27	(step @p2707 :rule factoring :premises (@p2706))
1.05/1.27	(step @p2708 :rule refl :args (@t283))
1.05/1.27	(step @p2709 :rule bool-double-not-elim :args (@t249))
1.05/1.27	(step @p2710 :rule refl :args (@t271))
1.05/1.27	(step @p2711 :rule nary_cong :premises (@p2710 @p2709 @p2708) :args ((or @t271 @t746 @t283)))
1.05/1.27	(assume-push @p7592 @t270)
1.05/1.27	(assume-push @p7593 @t250)
1.05/1.27	(assume-push @p7594 @t270)
1.05/1.27	(assume-push @p7595 @t250)
1.05/1.27	(step @p2716 :rule arith_trichotomy :premises (@p7592 @p7593))
1.05/1.27	(step @p2717 :rule int_tight_lb :premises (@p2716))
1.05/1.27	(step-pop @p7595 :rule scope :premises (@p2717))
1.05/1.27	(step-pop @p7596 :rule scope :premises (@p7595))
1.05/1.27	(step @p2718 :rule process_scope :premises (@p7596) :args (@t283))
1.05/1.27	(step @p2721 :rule and_intro :premises (@p7592 @p7593))
1.05/1.27	(step @p2722 :rule modus_ponens :premises (@p2721 @p2718))
1.05/1.27	(step-pop @p7597 :rule scope :premises (@p2722))
1.05/1.27	(step-pop @p7598 :rule scope :premises (@p7597))
1.05/1.27	(step @p2723 :rule process_scope :premises (@p7598) :args (@t283))
1.05/1.27	(step @p2726 :rule implies_elim :premises (@p2723))
1.05/1.27	(step @p2727 :rule cnf_and_neg :args (@t747))
1.05/1.27	(step @p2728 :rule resolution :premises (@p2727 @p2726) :args (true @t747))
1.05/1.27	(step @p2729 :rule eq_resolve :premises (@p2728 @p2711))
1.05/1.27	(step @p2730 :rule refl :args (@t243))
1.05/1.27	(step @p2731 :rule nary_cong :premises (@p735 @p2730) :args ((or @t262 @t243)))
1.05/1.27	(assume-push @p7600 @t261)
1.05/1.27	(assume-push @p7601 @t261)
1.05/1.27	(assume-push @p7602 @t241)
1.05/1.27	(step @p143 :rule evaluate :args (@t89))
1.05/1.27	(step @p579 :rule evaluate :args (@t227))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p580 :rule nary_cong :premises (@p61 @p307) :args (@t228))
1.05/1.27	(step @p581 :rule trans :premises (@p580 @p579))
1.05/1.27	(step @p2735 :rule arith_poly_norm :args (@t749))
1.05/1.27	(step @p2736 :rule cong :premises (@p2735 @p581) :args ((<= @t748 @t228)))
1.05/1.27	(step @p2737 :rule trans :premises (@p2736 @p143))
1.05/1.27	(step @p758 :rule symm :premises (@p757))
1.05/1.27	(step @p2738 :rule eq_resolve :premises (@p7600 @p758))
1.05/1.27	(step @p2739 :rule int_tight_ub :premises (@p2738))
1.05/1.27	(step @p2740 :rule arith_mult_neg :args (-1 @t241))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p2741 :rule and_intro :premises (@p87 @p7602))
1.05/1.27	(step @p2742 :rule modus_ponens :premises (@p2741 @p2740))
1.05/1.27	(step @p2743 :rule arith_sum_ub :premises (@p2742 @p2739))
1.05/1.27	(step @p2744 false :rule eq_resolve :premises (@p2743 @p2737))
1.05/1.27	(step-pop @p7602 :rule scope :premises (@p2744))
1.05/1.27	(step @p2745 :rule process_scope :premises (@p7602) :args (false))
1.05/1.27	(step-pop @p7603 :rule scope :premises (@p2745))
1.05/1.27	(step @p2747 :rule process_scope :premises (@p7603) :args (@t243))
1.05/1.27	(step @p2749 :rule modus_ponens :premises (@p7600 @p2747))
1.05/1.27	(step-pop @p7604 :rule scope :premises (@p2749))
1.05/1.27	(step @p2750 :rule process_scope :premises (@p7604) :args (@t243))
1.05/1.27	(step @p2752 :rule implies_elim :premises (@p2750))
1.05/1.27	(step @p2753 :rule eq_resolve :premises (@p2752 @p2731))
1.05/1.27	(step @p2754 :rule reordering :premises (@p2753) :args ((or @t243 @t259)))
1.05/1.27	(step @p2755 :rule nary_cong :premises (@p2709 @p2710 @p108 @p503) :args ((or @t746 @t271 @t81 @t750)))
1.05/1.27	(assume-push @p7606 @t250)
1.05/1.27	(assume-push @p7607 @t270)
1.05/1.27	(assume-push @p7608 @t78)
1.05/1.27	(assume-push @p7609 @t578)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p59 :rule evaluate :args (@t57))
1.05/1.27	(step @p609 :rule evaluate :args (@t233))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p145 :rule evaluate :args (@t91))
1.05/1.27	(step @p2760 :rule nary_cong :premises (@p427 @p145 @p61) :args (@t751))
1.05/1.27	(step @p2761 :rule trans :premises (@p2760 @p609))
1.05/1.27	(step @p2762 :rule arith_poly_norm :args (@t752))
1.05/1.27	(step @p2763 :rule arith_poly_norm :args (@t753))
1.05/1.27	(step @p2764 :rule refl :args (@t17))
1.05/1.27	(step @p2765 :rule nary_cong :premises (@p27 @p2764 @p2763) :args (@t754))
1.05/1.27	(step @p2766 :rule trans :premises (@p2765 @p2762))
1.05/1.27	(step @p2767 :rule cong :premises (@p2766 @p2761) :args (@t755))
1.05/1.27	(step @p2768 :rule trans :premises (@p2767 @p59))
1.05/1.27	(step @p2769 :rule cong :premises (@p2768) :args ((not @t755)))
1.05/1.27	(step @p2770 :rule trans :premises (@p2769 @p58))
1.05/1.27	(step @p2771 :rule arith-elim-lt :args (@t754 @t751))
1.05/1.27	(step @p2772 :rule trans :premises (@p2771 @p2770))
1.05/1.27	(step @p157 :rule arith_mult_neg :args (-1 @t78))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p158 :rule and_intro :premises (@p87 @p106))
1.05/1.27	(step @p159 :rule modus_ponens :premises (@p158 @p157))
1.05/1.27	(step @p2773 :rule arith_mult_neg :args (-1 @t283))
1.05/1.27	(step @p2774 :rule arith_trichotomy :premises (@p7606 @p7607))
1.05/1.27	(step @p2775 :rule int_tight_lb :premises (@p2774))
1.05/1.27	(step @p2776 :rule and_intro :premises (@p87 @p2775))
1.05/1.27	(step @p2777 :rule modus_ponens :premises (@p2776 @p2773))
1.05/1.27	(step @p2778 :rule arith-elim-lt :args (tptp.a 1))
1.05/1.27	(step @p2779 :rule symm :premises (@p2778))
1.05/1.27	(step @p2780 :rule eq_resolve :premises (@p7609 @p2779))
1.05/1.27	(step @p2781 :rule arith_sum_ub :premises (@p2780 @p2777 @p159))
1.05/1.27	(step @p2782 false :rule eq_resolve :premises (@p2781 @p2772))
1.05/1.27	(step-pop @p7609 :rule scope :premises (@p2782))
1.05/1.27	(step-pop @p7610 :rule scope :premises (@p7609))
1.05/1.27	(step-pop @p7611 :rule scope :premises (@p7610))
1.05/1.27	(step-pop @p7612 :rule scope :premises (@p7611))
1.05/1.27	(step @p2783 :rule process_scope :premises (@p7612) :args (false))
1.05/1.27	(step @p2788 :rule not_and :premises (@p2783))
1.05/1.27	(step @p2789 :rule eq_resolve :premises (@p2788 @p2755))
1.05/1.27	(step @p2790 :rule reordering :premises (@p2789) :args ((or @t81 @t194 @t271 @t249)))
1.05/1.27	(step @p2791 :rule nary_cong :premises (@p508 @p2174) :args ((or @t196 @t370)))
1.05/1.27	(step @p2792 :rule symm :premises (@p2791))
1.05/1.27	(step @p2793 :rule bool-double-not-elim :args (@t196))
1.05/1.27	(step @p2794 :rule trans :premises (@p2793 @p508))
1.05/1.27	(step @p2795 :rule nary_cong :premises (@p2794 @p1161) :args ((or (not @t197) @t373)))
1.05/1.27	(step @p2796 :rule trans :premises (@p2795 @p2792))
1.05/1.27	(assume-push @p7614 @t197)
1.05/1.27	(assume-push @p7615 @t371)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p59 :rule evaluate :args (@t57))
1.05/1.27	(step @p386 :rule evaluate :args (@t166))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p815 :rule nary_cong :premises (@p61 @p11) :args (@t279))
1.05/1.27	(step @p816 :rule trans :premises (@p815 @p386))
1.05/1.27	(step @p2799 :rule arith_poly_norm :args ((= @t756 0)))
1.05/1.27	(step @p2800 :rule cong :premises (@p2799 @p816) :args (@t757))
1.05/1.27	(step @p2801 :rule trans :premises (@p2800 @p59))
1.05/1.27	(step @p2802 :rule cong :premises (@p2801) :args ((not @t757)))
1.05/1.27	(step @p2803 :rule trans :premises (@p2802 @p58))
1.05/1.27	(step @p2804 :rule arith-elim-lt :args (@t756 @t279))
1.05/1.27	(step @p2805 :rule trans :premises (@p2804 @p2803))
1.05/1.27	(step @p2806 :rule symm :premises (@p1154))
1.05/1.27	(step @p2807 :rule eq_resolve :premises (@p7615 @p2806))
1.05/1.27	(step @p2808 :rule arith_mult_neg :args (-1 @t199))
1.05/1.27	(step @p2809 :rule symm :premises (@p516))
1.05/1.27	(step @p2810 :rule trans :premises (@p510 @p2809))
1.05/1.27	(step @p2811 :rule eq_resolve :premises (@p7614 @p2810))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p2812 :rule and_intro :premises (@p87 @p2811))
1.05/1.27	(step @p2813 :rule modus_ponens :premises (@p2812 @p2808))
1.05/1.27	(step @p2814 :rule arith_sum_ub :premises (@p2813 @p2807))
1.05/1.27	(step @p2815 false :rule eq_resolve :premises (@p2814 @p2805))
1.05/1.27	(step-pop @p7615 :rule scope :premises (@p2815))
1.05/1.27	(step-pop @p7616 :rule scope :premises (@p7615))
1.05/1.27	(step @p2816 :rule process_scope :premises (@p7616) :args (false))
1.05/1.27	(step @p2819 :rule not_and :premises (@p2816))
1.05/1.27	(step @p2820 :rule eq_resolve :premises (@p2819 @p2796))
1.05/1.27	(step @p2821 :rule eq_resolve :premises (@p2820 @p2791))
1.05/1.27	(step @p2822 :rule reordering :premises (@p2821) :args ((or @t370 @t578)))
1.05/1.27	(assume-push @p7618 @t194)
1.05/1.27	(assume-push @p7619 @t194)
1.05/1.27	(assume-push @p7620 @t238)
1.05/1.27	(step @p143 :rule evaluate :args (@t89))
1.05/1.27	(step @p579 :rule evaluate :args (@t227))
1.05/1.27	(step @p145 :rule evaluate :args (@t91))
1.05/1.27	(step @p672 :rule nary_cong :premises (@p11 @p145) :args (@t246))
1.05/1.27	(step @p673 :rule trans :premises (@p672 @p579))
1.05/1.27	(step @p2826 :rule arith_poly_norm :args (@t759))
1.05/1.27	(step @p2827 :rule cong :premises (@p2826 @p673) :args ((<= @t758 @t246)))
1.05/1.27	(step @p2828 :rule trans :premises (@p2827 @p143))
1.05/1.27	(step @p1185 :rule arith_mult_neg :args (-1 @t194))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p2829 :rule and_intro :premises (@p87 @p7618))
1.05/1.27	(step @p2830 :rule modus_ponens :premises (@p2829 @p1185))
1.05/1.27	(step @p2831 :rule arith_sum_ub :premises (@p7620 @p2830))
1.05/1.27	(step @p2832 false :rule eq_resolve :premises (@p2831 @p2828))
1.05/1.27	(step-pop @p7620 :rule scope :premises (@p2832))
1.05/1.27	(step @p2833 :rule process_scope :premises (@p7620) :args (false))
1.05/1.27	(step-pop @p7621 :rule scope :premises (@p2833))
1.05/1.27	(step @p2835 :rule process_scope :premises (@p7621) :args (@t240))
1.05/1.27	(step @p2837 :rule modus_ponens :premises (@p7618 @p2835))
1.05/1.27	(step-pop @p7622 :rule scope :premises (@p2837))
1.05/1.27	(step @p2838 :rule process_scope :premises (@p7622) :args (@t240))
1.05/1.27	(step @p2840 :rule implies_elim :premises (@p2838))
1.05/1.27	(step @p2841 :rule reordering :premises (@p2840) :args ((or @t240 @t578)))
1.05/1.27	(step @p2842 :rule nary_cong :premises (@p494 @p1605) :args ((or @t192 @t259)))
1.05/1.27	(step @p2843 :rule symm :premises (@p2842))
1.05/1.27	(step @p2844 :rule bool-double-not-elim :args (@t192))
1.05/1.27	(step @p2845 :rule trans :premises (@p2844 @p494))
1.05/1.27	(step @p2846 :rule nary_cong :premises (@p2845 @p735) :args ((or (not @t193) @t262)))
1.05/1.27	(step @p2847 :rule trans :premises (@p2846 @p2843))
1.05/1.27	(assume-push @p7624 @t193)
1.05/1.27	(assume-push @p7625 @t261)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p59 :rule evaluate :args (@t57))
1.05/1.27	(step @p386 :rule evaluate :args (@t166))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p815 :rule nary_cong :premises (@p61 @p11) :args (@t279))
1.05/1.27	(step @p816 :rule trans :premises (@p815 @p386))
1.05/1.27	(step @p2735 :rule arith_poly_norm :args (@t749))
1.05/1.27	(step @p2850 :rule cong :premises (@p2735 @p816) :args (@t760))
1.05/1.27	(step @p2851 :rule trans :premises (@p2850 @p59))
1.05/1.27	(step @p2852 :rule cong :premises (@p2851) :args ((not @t760)))
1.05/1.27	(step @p2853 :rule trans :premises (@p2852 @p58))
1.05/1.27	(step @p2854 :rule arith-elim-lt :args (@t748 @t279))
1.05/1.27	(step @p2855 :rule trans :premises (@p2854 @p2853))
1.05/1.27	(step @p758 :rule symm :premises (@p757))
1.05/1.27	(step @p2856 :rule eq_resolve :premises (@p7625 @p758))
1.05/1.27	(step @p2857 :rule arith_mult_neg :args (-1 @t198))
1.05/1.27	(step @p2858 :rule symm :premises (@p502))
1.05/1.27	(step @p2859 :rule trans :premises (@p496 @p2858))
1.05/1.27	(step @p2860 :rule eq_resolve :premises (@p7624 @p2859))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p2861 :rule and_intro :premises (@p87 @p2860))
1.05/1.27	(step @p2862 :rule modus_ponens :premises (@p2861 @p2857))
1.05/1.27	(step @p2863 :rule arith_sum_ub :premises (@p2862 @p2856))
1.05/1.27	(step @p2864 false :rule eq_resolve :premises (@p2863 @p2855))
1.05/1.27	(step-pop @p7625 :rule scope :premises (@p2864))
1.05/1.27	(step-pop @p7626 :rule scope :premises (@p7625))
1.05/1.27	(step @p2865 :rule process_scope :premises (@p7626) :args (false))
1.05/1.27	(step @p2868 :rule not_and :premises (@p2865))
1.05/1.27	(step @p2869 :rule eq_resolve :premises (@p2868 @p2847))
1.05/1.27	(step @p2870 :rule eq_resolve :premises (@p2869 @p2842))
1.05/1.27	(step @p2871 :rule reordering :premises (@p2870) :args ((or @t259 @t761)))
1.05/1.27	(step @p2872 :rule refl :args (@t314))
1.05/1.27	(step @p2873 :rule refl :args (@t764))
1.05/1.27	(step @p2874 :rule nary_cong :premises (@p35 @p795 @p2873 @p1866 @p2872) :args ((or @t31 @t275 @t764 @t563 @t314)))
1.05/1.27	(assume-push @p7628 @t258)
1.05/1.27	(assume-push @p7629 @t306)
1.05/1.27	(assume-push @p7630 @t30)
1.05/1.27	(assume-push @p7631 @t532)
1.05/1.27	(assume-push @p7632 @t763)
1.05/1.27	(step @p2880 :rule arith-elim-lt :args (@t762 0))
1.05/1.27	(step @p2881 :rule symm :premises (@p2880))
1.05/1.27	(assume-push @p7633 @t763)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p2883 :rule evaluate :args ((>= 0/1 0/1)))
1.05/1.27	(step @p2884 :rule evaluate :args ((+ 0 0/1 0/1 0/1 0)))
1.05/1.27	(step @p533 :rule evaluate :args (@t208))
1.05/1.27	(step @p534 :rule evaluate :args (@t209))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p2885 :rule nary_cong :premises (@p61 @p534 @p533 @p533 @p11) :args (@t765))
1.05/1.27	(step @p2886 :rule trans :premises (@p2885 @p2884))
1.05/1.27	(step @p2887 :rule arith_poly_norm :args ((= (+ @t768 @t767 @t725 @t766 tptp.d) 0/1)))
1.05/1.27	(step @p2888 :rule arith_poly_norm :args ((= @t769 @t766)))
1.05/1.27	(step @p2581 :rule arith_poly_norm :args (@t728))
1.05/1.27	(step @p2889 :rule arith_poly_norm :args ((= @t770 @t767)))
1.05/1.27	(step @p2890 :rule arith_poly_norm :args ((= @t771 @t768)))
1.05/1.27	(step @p2891 :rule nary_cong :premises (@p2890 @p2889 @p2581 @p2888 @p197) :args (@t772))
1.05/1.27	(step @p2892 :rule trans :premises (@p2891 @p2887))
1.05/1.27	(step @p2893 :rule cong :premises (@p2892 @p2886) :args (@t773))
1.05/1.27	(step @p2894 :rule trans :premises (@p2893 @p2883))
1.05/1.27	(step @p2895 :rule cong :premises (@p2894) :args ((not @t773)))
1.05/1.27	(step @p2896 :rule trans :premises (@p2895 @p58))
1.05/1.27	(step @p2897 :rule arith-elim-lt :args (@t772 @t765))
1.05/1.27	(step @p2898 :rule trans :premises (@p2897 @p2896))
1.05/1.27	(step @p742 :rule symm :premises (@p741))
1.05/1.27	(step @p2899 :rule eq_resolve :premises (@p7628 @p742))
1.05/1.27	(step @p2900 :rule arith_mult_pos :args (1/2 @t307))
1.05/1.27	(step @p927 :rule arith_poly_norm :args (@t305))
1.05/1.27	(step @p928 :rule arith_poly_norm_rel :premises (@p927) :args (@t308))
1.05/1.27	(step @p2901 :rule symm :premises (@p928))
1.05/1.27	(step @p2902 :rule eq_resolve :premises (@p7629 @p2901))
1.05/1.27	(step @p547 :rule evaluate :args (@t222))
1.05/1.27	(step @p548 :rule true_elim :premises (@p547))
1.05/1.27	(step @p2903 :rule and_intro :premises (@p548 @p2902))
1.05/1.27	(step @p2904 :rule modus_ponens :premises (@p2903 @p2900))
1.05/1.27	(step @p2905 :rule arith_mult_pos :args (1/2 (< @t14 0)))
1.05/1.27	(step @p1883 :rule arith-elim-lt :args (@t14 0))
1.05/1.27	(step @p1884 :rule symm :premises (@p1883))
1.05/1.27	(step @p1885 :rule eq_resolve :premises (@p15 @p1884))
1.05/1.27	(step @p2906 :rule and_intro :premises (@p548 @p1885))
1.05/1.27	(step @p2907 :rule modus_ponens :premises (@p2906 @p2905))
1.05/1.27	(step @p2908 :rule arith_mult_neg :args (-1/2 @t570))
1.05/1.27	(step @p1887 :rule arith_poly_norm :args (@t573))
1.05/1.27	(step @p1888 :rule arith_poly_norm_rel :premises (@p1887) :args (@t574))
1.05/1.27	(step @p1889 :rule symm :premises (@p1888))
1.05/1.27	(step @p2909 :rule eq_resolve :premises (@p7631 @p1889))
1.05/1.27	(step @p556 :rule evaluate :args (@t223))
1.05/1.27	(step @p557 :rule true_elim :premises (@p556))
1.05/1.27	(step @p2910 :rule and_intro :premises (@p557 @p2909))
1.05/1.27	(step @p2911 :rule modus_ponens :premises (@p2910 @p2908))
1.05/1.27	(step @p2912 :rule arith_mult_neg :args (-1 @t763))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p2913 :rule and_intro :premises (@p87 @p7632))
1.05/1.27	(step @p2914 :rule modus_ponens :premises (@p2913 @p2912))
1.05/1.27	(step @p2915 :rule arith_sum_ub :premises (@p2914 @p2911 @p2907 @p2904 @p2899))
1.05/1.27	(step @p2916 false :rule eq_resolve :premises (@p2915 @p2898))
1.05/1.27	(step-pop @p7633 :rule scope :premises (@p2916))
1.05/1.27	(step @p2917 :rule process_scope :premises (@p7633) :args (false))
1.05/1.27	(step @p2919 :rule eq_resolve :premises (@p2917 @p2881))
1.05/1.27	(step @p2920 :rule eq_resolve :premises (@p2919 @p2880))
1.05/1.27	(step @p2921 false :rule contra :premises (@p7632 @p2920))
1.05/1.27	(step-pop @p7634 :rule scope :premises (@p2921))
1.05/1.27	(step-pop @p7635 :rule scope :premises (@p7634))
1.05/1.27	(step-pop @p7636 :rule scope :premises (@p7635))
1.05/1.27	(step-pop @p7637 :rule scope :premises (@p7636))
1.05/1.27	(step-pop @p7638 :rule scope :premises (@p7637))
1.05/1.27	(step @p2922 :rule process_scope :premises (@p7638) :args (false))
1.05/1.27	(assume-push @p7640 @t30)
1.05/1.27	(assume-push @p7641 @t258)
1.05/1.27	(assume-push @p7642 @t763)
1.05/1.27	(assume-push @p7643 @t532)
1.05/1.27	(assume-push @p7644 @t306)
1.05/1.27	(step @p2933 :rule and_intro :premises (@p7641 @p7644 @p15 @p7643 @p7642))
1.05/1.27	(step-pop @p7644 :rule scope :premises (@p2933))
1.05/1.27	(step-pop @p7645 :rule scope :premises (@p7644))
1.05/1.27	(step-pop @p7646 :rule scope :premises (@p7645))
1.05/1.27	(step-pop @p7647 :rule scope :premises (@p7646))
1.05/1.27	(step-pop @p7648 :rule scope :premises (@p7647))
1.05/1.27	(step @p2934 :rule process_scope :premises (@p7648) :args (@t774))
1.05/1.27	(step @p2940 :rule implies_elim :premises (@p2934))
1.05/1.27	(step @p2941 :rule resolution :premises (@p2940 @p2922) :args (true @t774))
1.05/1.27	(step @p2942 :rule not_and :premises (@p2941))
1.05/1.27	(step @p2943 :rule eq_resolve :premises (@p2942 @p2874))
1.05/1.27	(step @p2944 :rule refl :args (@t776))
1.05/1.27	(step @p2945 :rule bool-double-not-elim :args (@t763))
1.05/1.27	(step @p2946 :rule nary_cong :premises (@p736 @p2945 @p1574 @p2872 @p2944) :args ((or @t260 (not @t764) @t522 @t314 @t776)))
1.05/1.27	(assume-push @p7650 @t255)
1.05/1.27	(assume-push @p7651 @t764)
1.05/1.27	(assume-push @p7652 @t520)
1.05/1.27	(assume-push @p7653 @t306)
1.05/1.27	(assume-push @p7654 @t778)
1.05/1.27	(assume-push @p7655 @t521)
1.05/1.27	(assume-push @p7656 @t306)
1.05/1.27	(step @p2954 :rule false_intro :premises (@p7654))
1.05/1.27	(step @p2955 :rule cong :premises (@p7655 @p7653) :args (@t775))
1.05/1.27	(step @p2956 :rule trans :premises (@p2955 @p2954))
1.05/1.27	(step @p2957 :rule false_elim :premises (@p2956))
1.05/1.27	(step-pop @p7656 :rule scope :premises (@p2957))
1.05/1.27	(step-pop @p7657 :rule scope :premises (@p7656))
1.05/1.27	(step-pop @p7658 :rule scope :premises (@p7657))
1.05/1.27	(step @p2958 :rule process_scope :premises (@p7658) :args (@t776))
1.05/1.27	(assume-push @p7660 @t255)
1.05/1.27	(assume-push @p7661 @t520)
1.05/1.27	(step @p1782 :rule arith_poly_norm :args (@t523))
1.05/1.27	(step @p1783 :rule arith_poly_norm_rel :premises (@p1782) :args (@t524))
1.05/1.27	(step @p1784 :rule arith-elim-lt :args (@t16 1))
1.05/1.27	(step @p1785 :rule symm :premises (@p1784))
1.05/1.27	(step @p1786 :rule eq_resolve :premises (@p7652 @p1785))
1.05/1.27	(step @p1787 :rule int_tight_ub :premises (@p1786))
1.05/1.27	(step @p1788 :rule arith_trichotomy :premises (@p733 @p1787))
1.05/1.27	(step @p1789 :rule eq_resolve :premises (@p1788 @p1783))
1.05/1.27	(step-pop @p7661 :rule scope :premises (@p1789))
1.05/1.27	(step-pop @p7662 :rule scope :premises (@p7661))
1.05/1.27	(step @p2964 :rule process_scope :premises (@p7662) :args (@t521))
1.05/1.27	(step @p2967 :rule and_intro :premises (@p733 @p7652))
1.05/1.27	(step @p2968 :rule modus_ponens :premises (@p2967 @p2964))
1.05/1.27	(assume-push @p7664 @t764)
1.05/1.27	(step @p2970 :rule arith_poly_norm :args ((= (* 1 (- @t762 0)) (* 1 (- tptp.d @t299)))))
1.05/1.27	(step @p2971 :rule arith_poly_norm_rel :premises (@p2970) :args ((= @t779 @t777)))
1.05/1.27	(step @p2972 :rule cong :premises (@p2971) :args ((not @t779)))
1.05/1.27	(assume-push @p7665 @t779)
1.05/1.27	(step @p143 :rule evaluate :args (@t89))
1.05/1.27	(step @p579 :rule evaluate :args (@t227))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p580 :rule nary_cong :premises (@p61 @p307) :args (@t228))
1.05/1.27	(step @p581 :rule trans :premises (@p580 @p579))
1.05/1.27	(step @p386 :rule evaluate :args (@t166))
1.05/1.27	(step @p1318 :rule arith_poly_norm :args (@t407))
1.05/1.27	(step @p931 :rule arith_poly_norm :args (@t310))
1.05/1.27	(step @p2974 :rule nary_cong :premises (@p931 @p1318) :args (@t780))
1.05/1.27	(step @p2975 :rule trans :premises (@p2974 @p386))
1.05/1.27	(step @p2976 :rule arith_poly_norm :args ((= @t781 @t780)))
1.05/1.27	(step @p2977 :rule trans :premises (@p2976 @p2975))
1.05/1.27	(step @p2978 :rule cong :premises (@p2977 @p581) :args ((<= @t781 @t228)))
1.05/1.27	(step @p2979 :rule trans :premises (@p2978 @p143))
1.05/1.27	(step @p2880 :rule arith-elim-lt :args (@t762 0))
1.05/1.27	(step @p2881 :rule symm :premises (@p2880))
1.05/1.27	(step @p2980 :rule eq_resolve :premises (@p7651 @p2881))
1.05/1.27	(step @p2981 :rule int_tight_ub :premises (@p2980))
1.05/1.27	(step @p2982 :rule arith_mult_neg :args (-1 @t779))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p2983 :rule and_intro :premises (@p87 @p7665))
1.05/1.27	(step @p2984 :rule modus_ponens :premises (@p2983 @p2982))
1.05/1.27	(step @p2985 :rule arith_sum_ub :premises (@p2984 @p2981))
1.05/1.27	(step @p2986 false :rule eq_resolve :premises (@p2985 @p2979))
1.05/1.27	(step-pop @p7665 :rule scope :premises (@p2986))
1.05/1.27	(step @p2987 :rule process_scope :premises (@p7665) :args (false))
1.05/1.27	(step @p2989 :rule eq_resolve :premises (@p2987 @p2972))
1.05/1.27	(step-pop @p7666 :rule scope :premises (@p2989))
1.05/1.27	(step @p2990 :rule process_scope :premises (@p7666) :args (@t778))
1.05/1.27	(step @p2992 :rule modus_ponens :premises (@p7651 @p2990))
1.05/1.27	(step @p2993 :rule and_intro :premises (@p2992 @p2968 @p7653))
1.05/1.27	(step @p2994 :rule modus_ponens :premises (@p2993 @p2958))
1.05/1.27	(step-pop @p7667 :rule scope :premises (@p2994))
1.05/1.27	(step-pop @p7668 :rule scope :premises (@p7667))
1.05/1.27	(step-pop @p7669 :rule scope :premises (@p7668))
1.05/1.27	(step-pop @p7670 :rule scope :premises (@p7669))
1.05/1.27	(step @p2995 :rule process_scope :premises (@p7670) :args (@t776))
1.05/1.27	(step @p3000 :rule implies_elim :premises (@p2995))
1.05/1.27	(step @p3001 :rule cnf_and_neg :args (@t782))
1.05/1.27	(step @p3002 :rule resolution :premises (@p3001 @p3000) :args (true @t782))
1.05/1.27	(step @p3003 :rule eq_resolve :premises (@p3002 @p2946))
1.05/1.27	(step @p3004 :rule arith_poly_norm :args ((= (* 1 (- @t9 tptp.c)) (* -1 @t783))))
1.05/1.27	(step @p3005 :rule arith_poly_norm_rel :premises (@p3004) :args ((= @t784 @t775)))
1.05/1.27	(step @p3006 :rule refl :args (@t785))
1.05/1.27	(step @p3007 :rule cong :premises (@p3006 @p3005) :args ((=> @t785 @t784)))
1.05/1.27	(assume-push @p7672 @t785)
1.05/1.27	(step @p3009 :rule eq-refl :args (tptp.c))
1.05/1.27	(step @p3010 :rule arith_poly_norm :args (@t786))
1.05/1.27	(step @p3011 :rule cong :premises (@p3010 @p644) :args (@t786))
1.05/1.27	(step @p3012 :rule trans :premises (@p3011 @p3009))
1.05/1.27	(step @p3013 :rule nary_cong :premises (@p7672 @p644) :args (@t9))
1.05/1.27	(step @p3014 :rule cong :premises (@p3013 @p644) :args (@t784))
1.05/1.27	(step @p3015 :rule trans :premises (@p3014 @p3012))
1.05/1.27	(step @p3016 :rule true_elim :premises (@p3015))
1.05/1.27	(step-pop @p7672 :rule scope :premises (@p3016))
1.05/1.27	(step @p3017 :rule process_scope :premises (@p7672) :args (@t784))
1.05/1.27	(step @p3019 :rule eq_resolve :premises (@p3017 @p3007))
1.05/1.27	(step @p3020 :rule implies_elim :premises (@p3019))
1.05/1.27	(step @p3021 :rule refl :args (@t284))
1.05/1.27	(step @p3022 :rule bool-double-not-elim :args (@t787))
1.05/1.27	(step @p3023 :rule nary_cong :premises (@p3022 @p3021 @p3006) :args ((or @t789 @t284 @t785)))
1.05/1.27	(assume-push @p7674 @t788)
1.05/1.27	(assume-push @p7675 @t283)
1.05/1.27	(assume-push @p7676 @t283)
1.05/1.27	(assume-push @p7677 @t788)
1.05/1.27	(step @p3028 :rule arith-elim-lt :args (tptp.b 2))
1.05/1.27	(step @p3029 :rule symm :premises (@p3028))
1.05/1.27	(step @p3030 :rule eq_resolve :premises (@p7674 @p3029))
1.05/1.27	(step @p3031 :rule int_tight_ub :premises (@p3030))
1.05/1.27	(step @p3032 :rule arith_trichotomy :premises (@p7675 @p3031))
1.05/1.27	(step-pop @p7677 :rule scope :premises (@p3032))
1.05/1.27	(step-pop @p7678 :rule scope :premises (@p7677))
1.05/1.27	(step @p3033 :rule process_scope :premises (@p7678) :args (@t785))
1.05/1.27	(step @p3036 :rule and_intro :premises (@p7675 @p7674))
1.05/1.27	(step @p3037 :rule modus_ponens :premises (@p3036 @p3033))
1.05/1.27	(step-pop @p7679 :rule scope :premises (@p3037))
1.05/1.27	(step-pop @p7680 :rule scope :premises (@p7679))
1.05/1.27	(step @p3038 :rule process_scope :premises (@p7680) :args (@t785))
1.05/1.27	(step @p3041 :rule implies_elim :premises (@p3038))
1.05/1.27	(step @p3042 :rule cnf_and_neg :args (@t790))
1.05/1.27	(step @p3043 :rule resolution :premises (@p3042 @p3041) :args (true @t790))
1.05/1.27	(step @p3044 :rule eq_resolve :premises (@p3043 @p3023))
1.05/1.27	(step @p3045 :rule reordering :premises (@p3044) :args ((or @t785 @t787 @t284)))
1.05/1.27	(step @p3046 :rule refl :args (@t788))
1.05/1.27	(step @p3047 :rule refl :args (@t791))
1.05/1.27	(step @p3048 :rule nary_cong :premises (@p3047 @p735 @p3046) :args ((or @t791 @t262 @t788)))
1.05/1.27	(step @p3049 :rule cnf_and_neg :args (@t791))
1.05/1.27	(step @p3050 :rule eq_resolve :premises (@p3049 @p3048))
1.05/1.27	(step @p3051 :rule reordering :premises (@p3050) :args ((or @t259 @t788 @t791)))
1.05/1.27	(step @p3052 :rule refl :args (@t792))
1.05/1.27	(step @p3053 :rule nary_cong :premises (@p3052 @p795 @p3046) :args ((or @t792 @t275 @t788)))
1.05/1.27	(step @p3054 :rule cnf_and_neg :args (@t792))
1.05/1.27	(step @p3055 :rule eq_resolve :premises (@p3054 @p3053))
1.05/1.27	(step @p3056 :rule reordering :premises (@p3055) :args ((or @t257 @t788 @t792)))
1.05/1.27	(step @p3057 :rule arith_poly_norm :args ((= (* 2 (- @t793 @t9)) (* 2 (- @t794 0)))))
1.05/1.27	(step @p3058 :rule arith_poly_norm_rel :premises (@p3057) :args ((= (>= @t793 @t9) @t795)))
1.05/1.27	(step @p3059 :rule arith-elim-leq :args (@t9 @t793))
1.05/1.27	(step @p3060 :rule trans :premises (@p3059 @p3058))
1.05/1.27	(step @p3061 :rule arith_poly_norm :args ((= (* tptp.c 2) @t793)))
1.05/1.27	(step @p3062 :rule evaluate :args (@t796))
1.05/1.27	(step @p3063 :rule nary_cong :premises (@p644 @p3062) :args (@t797))
1.05/1.27	(step @p3064 :rule trans :premises (@p3063 @p3061))
1.05/1.27	(step @p3065 :rule arith_poly_norm :args ((= @t798 @t9)))
1.05/1.27	(step @p3066 :rule cong :premises (@p3065 @p3064) :args (@t799))
1.05/1.27	(step @p3067 :rule trans :premises (@p3066 @p3060))
1.05/1.27	(step @p3068 :rule refl :args (@t787))
1.05/1.27	(step @p3069 :rule nary_cong :premises (@p757 @p3068) :args (@t800))
1.05/1.27	(step @p3070 :rule cong :premises (@p3069 @p3067) :args ((=> @t800 @t799)))
1.05/1.27	(step @p3071 :rule symm :premises (@p3070))
1.05/1.27	(step @p3072 :rule cong :premises (@p217 @p3062) :args (@t801))
1.05/1.27	(step @p3073 :rule nary_cong :premises (@p757 @p3072) :args (@t802))
1.05/1.27	(step @p3074 :rule cong :premises (@p3073 @p3067) :args ((=> @t802 @t799)))
1.05/1.27	(step @p3075 :rule trans :premises (@p3074 @p3071))
1.05/1.27	(step @p3076 :rule arith_mult_neg :args (tptp.c @t801))
1.05/1.27	(step @p3077 :rule eq_resolve :premises (@p3076 @p3075))
1.05/1.27	(step @p3078 :rule eq_resolve :premises (@p3077 @p3070))
1.05/1.27	(step @p3079 :rule implies_elim :premises (@p3078))
1.05/1.27	(step @p3080 :rule reordering :premises (@p3079) :args ((or @t795 (not @t791))))
1.05/1.27	(step @p3081 :rule arith_poly_norm :args ((= (* 2 (- @t803 @t8)) (* 2 (- @t804 0)))))
1.05/1.27	(step @p3082 :rule arith_poly_norm_rel :premises (@p3081) :args ((= (>= @t803 @t8) @t805)))
1.05/1.27	(step @p3083 :rule arith-elim-leq :args (@t8 @t803))
1.05/1.27	(step @p3084 :rule trans :premises (@p3083 @p3082))
1.05/1.27	(step @p3085 :rule arith_poly_norm :args ((= (* tptp.d 2) @t803)))
1.05/1.27	(step @p3086 :rule nary_cong :premises (@p197 @p3062) :args (@t806))
1.05/1.27	(step @p3087 :rule trans :premises (@p3086 @p3085))
1.05/1.27	(step @p3088 :rule cong :premises (@p989 @p3087) :args (@t807))
1.05/1.27	(step @p3089 :rule trans :premises (@p3088 @p3084))
1.05/1.27	(step @p3090 :rule nary_cong :premises (@p741 @p3068) :args (@t808))
1.05/1.27	(step @p3091 :rule cong :premises (@p3090 @p3089) :args ((=> @t808 @t807)))
1.05/1.27	(step @p3092 :rule symm :premises (@p3091))
1.05/1.27	(step @p3093 :rule nary_cong :premises (@p741 @p3072) :args (@t809))
1.05/1.27	(step @p3094 :rule cong :premises (@p3093 @p3089) :args ((=> @t809 @t807)))
1.05/1.27	(step @p3095 :rule trans :premises (@p3094 @p3092))
1.05/1.27	(step @p3096 :rule arith_mult_neg :args (tptp.d @t801))
1.05/1.27	(step @p3097 :rule eq_resolve :premises (@p3096 @p3095))
1.05/1.27	(step @p3098 :rule eq_resolve :premises (@p3097 @p3091))
1.05/1.27	(step @p3099 :rule implies_elim :premises (@p3098))
1.05/1.27	(step @p3100 :rule reordering :premises (@p3099) :args ((or @t805 (not @t792))))
1.05/1.27	(step @p3101 :rule bool-double-not-elim :args (@t811))
1.05/1.27	(step @p3102 :rule refl :args (@t812))
1.05/1.27	(step @p3103 :rule nary_cong :premises (@p3102 @p735 @p3101) :args ((or @t812 @t262 (not @t813))))
1.05/1.27	(assume-push @p7682 @t795)
1.05/1.27	(assume-push @p7683 @t261)
1.05/1.27	(assume-push @p7684 @t813)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p59 :rule evaluate :args (@t57))
1.05/1.27	(step @p1173 :rule evaluate :args (@t374))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p2627 :rule nary_cong :premises (@p427 @p61 @p307) :args (@t734))
1.05/1.27	(step @p2628 :rule trans :premises (@p2627 @p1173))
1.05/1.27	(step @p3107 :rule arith_poly_norm :args ((= (+ @t814 0 @t793) 0)))
1.05/1.27	(step @p3108 :rule refl :args (@t793))
1.05/1.27	(step @p312 :rule arith_poly_norm :args (@t145))
1.05/1.27	(step @p3109 :rule refl :args (@t814))
1.05/1.27	(step @p3110 :rule nary_cong :premises (@p3109 @p312 @p3108) :args (@t815))
1.05/1.27	(step @p3111 :rule trans :premises (@p3110 @p3107))
1.05/1.27	(step @p3112 :rule arith_poly_norm :args ((= @t817 @t815)))
1.05/1.27	(step @p3113 :rule trans :premises (@p3112 @p3111))
1.05/1.27	(step @p3114 :rule cong :premises (@p3113 @p2628) :args (@t818))
1.05/1.27	(step @p3115 :rule trans :premises (@p3114 @p59))
1.05/1.27	(step @p3116 :rule cong :premises (@p3115) :args ((not @t818)))
1.05/1.27	(step @p3117 :rule trans :premises (@p3116 @p58))
1.05/1.27	(step @p3118 :rule arith-elim-lt :args (@t817 @t734))
1.05/1.27	(step @p3119 :rule trans :premises (@p3118 @p3117))
1.05/1.27	(step @p758 :rule symm :premises (@p757))
1.05/1.27	(step @p3120 :rule eq_resolve :premises (@p7683 @p758))
1.05/1.27	(step @p3121 :rule int_tight_ub :premises (@p3120))
1.05/1.27	(step @p3122 :rule arith_mult_neg :args (-1 @t795))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p3123 :rule and_intro :premises (@p87 @p7682))
1.05/1.27	(step @p3124 :rule modus_ponens :premises (@p3123 @p3122))
1.05/1.27	(step @p3125 :rule arith-elim-lt :args (@t810 1))
1.05/1.27	(step @p3126 :rule symm :premises (@p3125))
1.05/1.27	(step @p3127 :rule eq_resolve :premises (@p7684 @p3126))
1.05/1.27	(step @p3128 :rule arith_sum_ub :premises (@p3127 @p3124 @p3121))
1.05/1.27	(step @p3129 false :rule eq_resolve :premises (@p3128 @p3119))
1.05/1.27	(step-pop @p7684 :rule scope :premises (@p3129))
1.05/1.27	(step-pop @p7685 :rule scope :premises (@p7684))
1.05/1.27	(step-pop @p7686 :rule scope :premises (@p7685))
1.05/1.27	(step @p3130 :rule process_scope :premises (@p7686) :args (false))
1.05/1.27	(step @p3134 :rule not_and :premises (@p3130))
1.05/1.27	(step @p3135 :rule eq_resolve :premises (@p3134 @p3103))
1.05/1.27	(step @p3136 :rule reordering :premises (@p3135) :args ((or @t259 @t812 @t811)))
1.05/1.27	(step @p3137 :rule refl :args (@t819))
1.05/1.27	(step @p3138 :rule bool-double-not-elim :args (@t821))
1.05/1.27	(step @p3139 :rule nary_cong :premises (@p795 @p3138 @p3137) :args ((or @t275 @t823 @t819)))
1.05/1.27	(assume-push @p7688 @t805)
1.05/1.27	(assume-push @p7689 @t822)
1.05/1.27	(assume-push @p7690 @t258)
1.05/1.27	(step @p3143 :rule arith-elim-leq :args (tptp.d -1))
1.05/1.27	(step @p3144 :rule symm :premises (@p3143))
1.05/1.27	(step @p3145 :rule cong :premises (@p3144) :args ((not (>= -1 tptp.d))))
1.05/1.27	(step @p3146 :rule arith-elim-gt :args (tptp.d -1))
1.05/1.27	(step @p3147 :rule trans :premises (@p3146 @p3145))
1.05/1.27	(step @p3148 :rule cong :premises (@p2241) :args ((not @t824)))
1.05/1.27	(step @p3149 :rule trans :premises (@p3148 @p795))
1.05/1.27	(step @p3150 :rule trans :premises (@p3147 @p3149))
1.05/1.27	(step @p3151 :rule symm :premises (@p3150))
1.05/1.27	(step @p3152 :rule trans :premises (@p3149 @p3151))
1.05/1.27	(assume-push @p7691 @t824)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p59 :rule evaluate :args (@t57))
1.05/1.27	(step @p3154 :rule evaluate :args (@t825))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p3155 :rule nary_cong :premises (@p307 @p427 @p61) :args (@t826))
1.05/1.27	(step @p3156 :rule trans :premises (@p3155 @p3154))
1.05/1.27	(step @p3157 :rule arith_poly_norm :args ((= (+ @t827 0 @t803) 0)))
1.05/1.27	(step @p3158 :rule refl :args (@t803))
1.05/1.27	(step @p931 :rule arith_poly_norm :args (@t310))
1.05/1.27	(step @p3159 :rule refl :args (@t827))
1.05/1.27	(step @p3160 :rule nary_cong :premises (@p3159 @p931 @p3158) :args (@t828))
1.05/1.27	(step @p3161 :rule trans :premises (@p3160 @p3157))
1.05/1.27	(step @p3162 :rule arith_poly_norm :args ((= @t829 @t828)))
1.05/1.27	(step @p3163 :rule trans :premises (@p3162 @p3161))
1.05/1.27	(step @p3164 :rule cong :premises (@p3163 @p3156) :args (@t830))
1.05/1.27	(step @p3165 :rule trans :premises (@p3164 @p59))
1.05/1.27	(step @p3166 :rule cong :premises (@p3165) :args ((not @t830)))
1.05/1.27	(step @p3167 :rule trans :premises (@p3166 @p58))
1.05/1.27	(step @p3168 :rule arith-elim-lt :args (@t829 @t826))
1.05/1.27	(step @p3169 :rule trans :premises (@p3168 @p3167))
1.05/1.27	(step @p3170 :rule arith_mult_neg :args (-1 @t805))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p3171 :rule and_intro :premises (@p87 @p7688))
1.05/1.27	(step @p3172 :rule modus_ponens :premises (@p3171 @p3170))
1.05/1.27	(step @p3173 :rule arith-elim-lt :args (@t820 1))
1.05/1.27	(step @p3174 :rule symm :premises (@p3173))
1.05/1.27	(step @p3175 :rule eq_resolve :premises (@p7689 @p3174))
1.05/1.27	(step @p3176 :rule arith_sum_ub :premises (@p7691 @p3175 @p3172))
1.05/1.27	(step @p3177 false :rule eq_resolve :premises (@p3176 @p3169))
1.05/1.27	(step-pop @p7691 :rule scope :premises (@p3177))
1.05/1.27	(step @p3178 :rule process_scope :premises (@p7691) :args (false))
1.05/1.27	(step @p3180 :rule eq_resolve :premises (@p3178 @p3152))
1.05/1.27	(step @p3181 :rule eq_resolve :premises (@p3180 @p3147))
1.05/1.27	(step @p742 :rule symm :premises (@p741))
1.05/1.27	(step @p3182 :rule eq_resolve :premises (@p7690 @p742))
1.05/1.27	(step @p3183 :rule int_tight_ub :premises (@p3182))
1.05/1.27	(step @p3184 false :rule contra :premises (@p3183 @p3181))
1.05/1.27	(step-pop @p7692 :rule scope :premises (@p3184))
1.05/1.27	(step-pop @p7693 :rule scope :premises (@p7692))
1.05/1.27	(step-pop @p7694 :rule scope :premises (@p7693))
1.05/1.27	(step @p3185 :rule process_scope :premises (@p7694) :args (false))
1.05/1.27	(assume-push @p7696 @t258)
1.05/1.27	(assume-push @p7697 @t822)
1.05/1.27	(assume-push @p7698 @t805)
1.05/1.27	(step @p3192 :rule and_intro :premises (@p7698 @p7697 @p7696))
1.05/1.27	(step-pop @p7698 :rule scope :premises (@p3192))
1.05/1.27	(step-pop @p7699 :rule scope :premises (@p7698))
1.05/1.27	(step-pop @p7700 :rule scope :premises (@p7699))
1.05/1.27	(step @p3193 :rule process_scope :premises (@p7700) :args (@t831))
1.05/1.27	(step @p3197 :rule implies_elim :premises (@p3193))
1.05/1.27	(step @p3198 :rule resolution :premises (@p3197 @p3185) :args (true @t831))
1.05/1.27	(step @p3199 :rule not_and :premises (@p3198))
1.05/1.27	(step @p3200 :rule eq_resolve :premises (@p3199 @p3139))
1.05/1.27	(step @p3201 :rule refl :args (@t813))
1.05/1.27	(step @p3202 :rule refl :args (@t822))
1.05/1.27	(step @p3203 :rule nary_cong :premises (@p736 @p489 @p3202 @p2872 @p3201) :args ((or @t260 @t832 @t822 @t314 @t813)))
1.05/1.27	(assume-push @p7702 @t255)
1.05/1.27	(assume-push @p7703 @t761)
1.05/1.27	(assume-push @p7704 @t821)
1.05/1.27	(assume-push @p7705 @t306)
1.05/1.27	(assume-push @p7706 @t811)
1.05/1.27	(step @p3125 :rule arith-elim-lt :args (@t810 1))
1.05/1.27	(step @p3126 :rule symm :premises (@p3125))
1.05/1.27	(assume-push @p7707 @t811)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p59 :rule evaluate :args (@t57))
1.05/1.27	(step @p3210 :rule evaluate :args ((+ -1 0 -1 2 0)))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p3211 :rule evaluate :args (@t833))
1.05/1.27	(step @p145 :rule evaluate :args (@t91))
1.05/1.27	(step @p3212 :rule nary_cong :premises (@p145 @p61 @p145 @p3211 @p61) :args (@t834))
1.05/1.27	(step @p3213 :rule trans :premises (@p3212 @p3210))
1.05/1.27	(step @p3214 :rule arith_poly_norm :args ((= (+ @t837 @t836 @t835 @t793 @t35) 0)))
1.05/1.27	(step @p747 :rule arith_poly_norm :args (@t266))
1.05/1.27	(step @p3108 :rule refl :args (@t793))
1.05/1.27	(step @p3215 :rule arith_poly_norm :args ((= @t838 @t835)))
1.05/1.27	(step @p3216 :rule arith_poly_norm :args ((= @t312 @t836)))
1.05/1.27	(step @p3217 :rule arith_poly_norm :args ((= @t839 @t837)))
1.05/1.27	(step @p3218 :rule nary_cong :premises (@p3217 @p3216 @p3215 @p3108 @p747) :args (@t840))
1.05/1.27	(step @p3219 :rule trans :premises (@p3218 @p3214))
1.05/1.27	(step @p3220 :rule cong :premises (@p3219 @p3213) :args (@t841))
1.05/1.27	(step @p3221 :rule trans :premises (@p3220 @p59))
1.05/1.27	(step @p3222 :rule cong :premises (@p3221) :args ((not @t841)))
1.05/1.27	(step @p3223 :rule trans :premises (@p3222 @p58))
1.05/1.27	(step @p3224 :rule arith-elim-lt :args (@t840 @t834))
1.05/1.27	(step @p3225 :rule trans :premises (@p3224 @p3223))
1.05/1.27	(step @p760 :rule arith_mult_neg :args (-1 @t255))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p761 :rule and_intro :premises (@p87 @p733))
1.05/1.27	(step @p762 :rule modus_ponens :premises (@p761 @p760))
1.05/1.27	(step @p3226 :rule arith_mult_pos :args (2 (< tptp.c 1)))
1.05/1.27	(step @p3227 :rule arith-elim-lt :args (tptp.c 1))
1.05/1.27	(step @p3228 :rule symm :premises (@p3227))
1.05/1.27	(step @p3229 :rule eq_resolve :premises (@p7703 @p3228))
1.05/1.27	(step @p3230 :rule evaluate :args (@t842))
1.05/1.27	(step @p3231 :rule true_elim :premises (@p3230))
1.05/1.27	(step @p3232 :rule and_intro :premises (@p3231 @p3229))
1.05/1.27	(step @p3233 :rule modus_ponens :premises (@p3232 @p3226))
1.05/1.27	(step @p3234 :rule arith_mult_neg :args (-1 @t821))
1.05/1.27	(step @p3235 :rule and_intro :premises (@p87 @p7704))
1.05/1.27	(step @p3236 :rule modus_ponens :premises (@p3235 @p3234))
1.05/1.27	(step @p3237 :rule arith_mult_neg :args (-1 @t307))
1.05/1.27	(step @p927 :rule arith_poly_norm :args (@t305))
1.05/1.27	(step @p928 :rule arith_poly_norm_rel :premises (@p927) :args (@t308))
1.05/1.27	(step @p2901 :rule symm :premises (@p928))
1.05/1.27	(step @p3238 :rule eq_resolve :premises (@p7705 @p2901))
1.05/1.27	(step @p3239 :rule and_intro :premises (@p87 @p3238))
1.05/1.27	(step @p3240 :rule modus_ponens :premises (@p3239 @p3237))
1.05/1.27	(step @p3241 :rule arith_mult_neg :args (-1 @t811))
1.05/1.27	(step @p3242 :rule and_intro :premises (@p87 @p7706))
1.05/1.27	(step @p3243 :rule modus_ponens :premises (@p3242 @p3241))
1.05/1.27	(step @p3244 :rule arith_sum_ub :premises (@p3243 @p3240 @p3236 @p3233 @p762))
1.05/1.27	(step @p3245 false :rule eq_resolve :premises (@p3244 @p3225))
1.05/1.27	(step-pop @p7707 :rule scope :premises (@p3245))
1.05/1.27	(step @p3246 :rule process_scope :premises (@p7707) :args (false))
1.05/1.27	(step @p3248 :rule eq_resolve :premises (@p3246 @p3126))
1.05/1.27	(step @p3249 :rule eq_resolve :premises (@p3248 @p3125))
1.05/1.27	(step @p3250 false :rule contra :premises (@p7706 @p3249))
1.05/1.27	(step-pop @p7708 :rule scope :premises (@p3250))
1.05/1.27	(step-pop @p7709 :rule scope :premises (@p7708))
1.05/1.27	(step-pop @p7710 :rule scope :premises (@p7709))
1.05/1.27	(step-pop @p7711 :rule scope :premises (@p7710))
1.05/1.27	(step-pop @p7712 :rule scope :premises (@p7711))
1.05/1.27	(step @p3251 :rule process_scope :premises (@p7712) :args (false))
1.05/1.27	(step @p3257 :rule not_and :premises (@p3251))
1.05/1.27	(step @p3258 :rule eq_resolve :premises (@p3257 @p3203))
1.05/1.27	(step @p3259 :rule chain_resolution :premises (@p3258 @p733 @p3200 @p3136 @p3100 @p3080 @p3056 @p3051) :args ((@list false false false false false false false) (@list @t255 @t821 @t811 @t805 @t795 @t792 @t791)))
1.05/1.27	(step @p3260 :rule factoring :premises (@p3259))
1.05/1.27	(step @p3261 :rule chain_resolution :premises (@p3260 @p3045 @p3020 @p3003 @p733 @p2943 @p15) :args ((@list false true true false true true) (@list @t787 @t785 @t775 @t255 @t763 @t19)))
1.05/1.27	(step @p3262 :rule factoring :premises (@p3261))
1.05/1.27	(step @p3263 :rule chain_resolution :premises (@p3262 @p1864 @p1907 @p15) :args ((@list false true true) (@list @t306 @t551 @t19)))
1.05/1.27	(step @p3264 :rule factoring :premises (@p3263))
1.05/1.27	(step @p3265 :rule chain_resolution :premises (@p3264 @p1909 @p2451 @p1862 @p1837) :args ((@list false true false false) (@list @t532 @t529 @t561 @t546)))
1.05/1.27	(step @p3266 :rule factoring :premises (@p3265))
1.05/1.27	(step @p3267 :rule chain_resolution :premises (@p3266 @p1803 @p1802 @p733 @p788 @p733 @p2871) :args ((@list false false false true false true) (@list @t527 @t521 @t255 @t257 @t255 @t190)))
1.05/1.27	(step @p3268 :rule factoring :premises (@p3267))
1.05/1.27	(step @p3269 :rule reordering :premises (@p3268) :args ((or @t238 @t371 @t259 @t582 @t203 @t284 @t468 @t606)))
1.05/1.27	(step @p3270 :rule bool-double-not-elim :args (@t843))
1.05/1.27	(step @p3271 :rule refl :args (@t520))
1.05/1.27	(step @p3272 :rule nary_cong :premises (@p3271 @p1311 @p3270) :args ((or @t520 @t400 @t845)))
1.05/1.27	(assume-push @p7714 @t468)
1.05/1.27	(assume-push @p7715 @t397)
1.05/1.27	(assume-push @p7716 @t844)
1.05/1.27	(step @p3276 :rule arith-elim-lt :args (@t25 1))
1.05/1.27	(step @p3277 :rule cong :premises (@p3276) :args ((not @t846)))
1.05/1.27	(step @p3278 :rule trans :premises (@p3277 @p3270))
1.05/1.27	(step @p3279 :rule symm :premises (@p3278))
1.05/1.27	(assume-push @p7717 @t846)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p59 :rule evaluate :args (@t57))
1.05/1.27	(step @p1173 :rule evaluate :args (@t374))
1.05/1.27	(step @p145 :rule evaluate :args (@t91))
1.05/1.27	(step @p1174 :rule nary_cong :premises (@p427 @p11 @p145) :args (@t375))
1.05/1.27	(step @p1175 :rule trans :premises (@p1174 @p1173))
1.05/1.27	(step @p1316 :rule arith_poly_norm :args (@t403))
1.05/1.27	(step @p1317 :rule arith_poly_norm :args (@t405))
1.05/1.27	(step @p1318 :rule arith_poly_norm :args (@t407))
1.05/1.27	(step @p1319 :rule refl :args (@t25))
1.05/1.27	(step @p1320 :rule refl :args (@t402))
1.05/1.27	(step @p1321 :rule nary_cong :premises (@p1320 @p1319 @p1318 @p1317) :args (@t408))
1.05/1.27	(step @p1322 :rule trans :premises (@p1321 @p1316))
1.05/1.27	(step @p3281 :rule arith_poly_norm :args ((= @t847 @t408)))
1.05/1.27	(step @p3282 :rule trans :premises (@p3281 @p1322))
1.05/1.27	(step @p3283 :rule cong :premises (@p3282 @p1175) :args (@t848))
1.05/1.27	(step @p3284 :rule trans :premises (@p3283 @p59))
1.05/1.27	(step @p3285 :rule cong :premises (@p3284) :args ((not @t848)))
1.05/1.27	(step @p3286 :rule trans :premises (@p3285 @p58))
1.05/1.27	(step @p3287 :rule arith-elim-lt :args (@t847 @t375))
1.05/1.27	(step @p3288 :rule trans :premises (@p3287 @p3286))
1.05/1.27	(step @p3289 :rule arith_mult_neg :args (-1 @t468))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p3290 :rule and_intro :premises (@p87 @p7714))
1.05/1.27	(step @p3291 :rule modus_ponens :premises (@p3290 @p3289))
1.05/1.27	(step @p1331 :rule arith_poly_norm :args (@t412))
1.05/1.27	(step @p1332 :rule arith_poly_norm_rel :premises (@p1331) :args (@t414))
1.05/1.27	(step @p1333 :rule symm :premises (@p1332))
1.05/1.27	(step @p1334 :rule eq_resolve :premises (@p1309 @p1333))
1.05/1.27	(step @p3292 :rule arith_sum_ub :premises (@p7717 @p1334 @p3291))
1.05/1.27	(step @p3293 false :rule eq_resolve :premises (@p3292 @p3288))
1.05/1.27	(step-pop @p7717 :rule scope :premises (@p3293))
1.05/1.27	(step @p3294 :rule process_scope :premises (@p7717) :args (false))
1.05/1.27	(step @p3296 :rule eq_resolve :premises (@p3294 @p3278))
1.05/1.27	(step @p3297 :rule eq_resolve :premises (@p3296 @p3279))
1.05/1.27	(step @p3298 :rule symm :premises (@p3276))
1.05/1.27	(step @p3299 :rule eq_resolve :premises (@p7716 @p3298))
1.05/1.27	(step @p3300 false :rule contra :premises (@p3299 @p3297))
1.05/1.27	(step-pop @p7718 :rule scope :premises (@p3300))
1.05/1.27	(step-pop @p7719 :rule scope :premises (@p7718))
1.05/1.27	(step-pop @p7720 :rule scope :premises (@p7719))
1.05/1.27	(step @p3301 :rule process_scope :premises (@p7720) :args (false))
1.05/1.27	(step @p3305 :rule not_and :premises (@p3301))
1.05/1.27	(step @p3306 :rule eq_resolve :premises (@p3305 @p3272))
1.05/1.27	(assume-push @p7722 @t843)
1.05/1.27	(assume-push @p7723 @t843)
1.05/1.27	(assume-push @p7724 @t849)
1.05/1.27	(step @p143 :rule evaluate :args (@t89))
1.05/1.27	(step @p579 :rule evaluate :args (@t227))
1.05/1.27	(step @p145 :rule evaluate :args (@t91))
1.05/1.27	(step @p672 :rule nary_cong :premises (@p11 @p145) :args (@t246))
1.05/1.27	(step @p673 :rule trans :premises (@p672 @p579))
1.05/1.27	(step @p1354 :rule arith_poly_norm :args (@t419))
1.05/1.27	(step @p3310 :rule cong :premises (@p1354 @p673) :args ((<= @t418 @t246)))
1.05/1.27	(step @p3311 :rule trans :premises (@p3310 @p143))
1.05/1.27	(step @p3312 :rule arith_mult_neg :args (-1 @t843))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p3313 :rule and_intro :premises (@p87 @p7722))
1.05/1.27	(step @p3314 :rule modus_ponens :premises (@p3313 @p3312))
1.05/1.27	(step @p3315 :rule arith_sum_ub :premises (@p7724 @p3314))
1.05/1.27	(step @p3316 false :rule eq_resolve :premises (@p3315 @p3311))
1.05/1.27	(step-pop @p7724 :rule scope :premises (@p3316))
1.05/1.27	(step @p3317 :rule process_scope :premises (@p7724) :args (false))
1.05/1.27	(step-pop @p7725 :rule scope :premises (@p3317))
1.05/1.27	(step @p3319 :rule process_scope :premises (@p7725) :args (@t850))
1.05/1.27	(step @p3321 :rule modus_ponens :premises (@p7722 @p3319))
1.05/1.27	(step-pop @p7726 :rule scope :premises (@p3321))
1.05/1.27	(step @p3322 :rule process_scope :premises (@p7726) :args (@t850))
1.05/1.27	(step @p3324 :rule implies_elim :premises (@p3322))
1.05/1.27	(step @p3325 :rule arith_poly_norm :args ((= (+ @t13 @t12 @t851) @t14)))
1.05/1.27	(step @p3326 :rule arith_poly_norm :args ((= @t852 @t851)))
1.05/1.27	(step @p2388 :rule refl :args (@t12))
1.05/1.27	(step @p3327 :rule nary_cong :premises (@p280 @p2388 @p3326) :args (@t853))
1.05/1.27	(step @p3328 :rule trans :premises (@p3327 @p3325))
1.05/1.27	(step @p3329 :rule cong :premises (@p3328 @p11) :args (@t854))
1.05/1.27	(step @p3330 :rule cong :premises (@p3329) :args (@t855))
1.05/1.27	(step @p3331 :rule nary_cong :premises (@p3330 @p16) :args ((or @t855 @t19)))
1.05/1.27	(step @p3332 :rule nary_cong :premises (@p217 @p45) :args (@t856))
1.05/1.27	(step @p3333 :rule nary_cong :premises (@p280 @p2388 @p3332) :args (@t857))
1.05/1.27	(step @p3334 :rule cong :premises (@p3333 @p11) :args (@t858))
1.05/1.27	(step @p3335 :rule cong :premises (@p3334) :args (@t859))
1.05/1.27	(step @p3336 :rule nary_cong :premises (@p3335 @p16) :args ((or @t859 @t19)))
1.05/1.27	(step @p3337 :rule trans :premises (@p3336 @p3331))
1.05/1.27	(step @p3338 :rule symm :premises (@p3337))
1.05/1.27	(step @p3339 :rule trans :premises (@p37 @p3338))
1.05/1.27	(step @p3340 :rule eq_resolve :premises (@p39 @p3339))
1.05/1.27	(step @p3341 :rule reordering :premises (@p3340) :args ((or @t19 @t859)))
1.05/1.27	(step @p3342 :rule refl :args (@t862))
1.05/1.27	(step @p3343 :rule bool-double-not-elim :args (@t858))
1.05/1.27	(step @p3344 :rule nary_cong :premises (@p3343 @p3342 @p2005) :args ((or @t863 @t862 @t606)))
1.05/1.27	(assume-push @p7728 @t586)
1.05/1.27	(assume-push @p7729 @t859)
1.05/1.27	(assume-push @p7730 @t861)
1.05/1.27	(step @p3348 :rule arith-elim-lt :args (@t860 1))
1.05/1.27	(step @p3349 :rule symm :premises (@p3348))
1.05/1.27	(assume-push @p7731 @t861)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p354 :rule evaluate :args (@t157))
1.05/1.27	(step @p144 :rule evaluate :args (@t90))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p145 :rule evaluate :args (@t91))
1.05/1.27	(step @p1713 :rule nary_cong :premises (@p145 @p11 @p61) :args (@t510))
1.05/1.27	(step @p1714 :rule trans :premises (@p1713 @p144))
1.05/1.27	(step @p3351 :rule arith_poly_norm :args (@t864))
1.05/1.27	(step @p311 :rule arith_poly_norm :args (@t143))
1.05/1.27	(step @p1046 :rule arith_poly_norm :args (@t349))
1.05/1.27	(step @p3352 :rule refl :args (@t607))
1.05/1.27	(step @p3353 :rule arith_poly_norm :args (@t866))
1.05/1.27	(step @p3354 :rule refl :args (@t26))
1.05/1.27	(step @p3355 :rule nary_cong :premises (@p3354 @p3353 @p3352 @p1046 @p311) :args (@t867))
1.05/1.27	(step @p3356 :rule trans :premises (@p3355 @p3351))
1.05/1.27	(step @p3357 :rule arith_poly_norm :args ((= @t869 @t867)))
1.05/1.27	(step @p3358 :rule trans :premises (@p3357 @p3356))
1.05/1.27	(step @p3359 :rule cong :premises (@p3358 @p1714) :args (@t870))
1.05/1.27	(step @p3360 :rule trans :premises (@p3359 @p354))
1.05/1.27	(step @p3361 :rule cong :premises (@p3360) :args ((not @t870)))
1.05/1.27	(step @p3362 :rule trans :premises (@p3361 @p58))
1.05/1.27	(step @p3363 :rule arith-elim-lt :args (@t869 @t510))
1.05/1.27	(step @p3364 :rule trans :premises (@p3363 @p3362))
1.05/1.27	(step @p2400 :rule arith_mult_neg :args (-1 @t631))
1.05/1.27	(step @p2056 :rule arith_poly_norm :args (@t632))
1.05/1.27	(step @p2057 :rule arith_poly_norm_rel :premises (@p2056) :args (@t633))
1.05/1.27	(step @p2058 :rule symm :premises (@p2057))
1.05/1.27	(step @p3365 :rule eq_resolve :premises (@p7728 @p2058))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p3366 :rule and_intro :premises (@p87 @p3365))
1.05/1.27	(step @p3367 :rule modus_ponens :premises (@p3366 @p2400))
1.05/1.27	(step @p3368 :rule arith-elim-lt :args (@t857 0))
1.05/1.27	(step @p3369 :rule symm :premises (@p3368))
1.05/1.27	(step @p3370 :rule chain_resolution :premises (@p3341 @p15) :args (@t32 @t33))
1.05/1.27	(step @p3371 :rule eq_resolve :premises (@p3370 @p3369))
1.05/1.27	(step @p3372 :rule arith_mult_neg :args (-1 @t861))
1.05/1.27	(step @p3373 :rule and_intro :premises (@p87 @p7730))
1.05/1.27	(step @p3374 :rule modus_ponens :premises (@p3373 @p3372))
1.05/1.27	(step @p3375 :rule arith_sum_ub :premises (@p3374 @p3371 @p3367))
1.05/1.27	(step @p3376 false :rule eq_resolve :premises (@p3375 @p3364))
1.05/1.27	(step-pop @p7731 :rule scope :premises (@p3376))
1.05/1.27	(step @p3377 :rule process_scope :premises (@p7731) :args (false))
1.05/1.27	(step @p3379 :rule eq_resolve :premises (@p3377 @p3349))
1.05/1.27	(step @p3380 :rule eq_resolve :premises (@p3379 @p3348))
1.05/1.27	(step @p3381 false :rule contra :premises (@p7730 @p3380))
1.05/1.27	(step-pop @p7732 :rule scope :premises (@p3381))
1.05/1.27	(step-pop @p7733 :rule scope :premises (@p7732))
1.05/1.27	(step-pop @p7734 :rule scope :premises (@p7733))
1.05/1.27	(step @p3382 :rule process_scope :premises (@p7734) :args (false))
1.05/1.27	(assume-push @p7736 @t859)
1.05/1.27	(assume-push @p7737 @t861)
1.05/1.27	(assume-push @p7738 @t586)
1.05/1.27	(step @p3389 :rule chain_resolution :premises (@p3341 @p15) :args (@t32 @t33))
1.05/1.27	(step @p3390 :rule and_intro :premises (@p7738 @p3389 @p7737))
1.05/1.27	(step-pop @p7738 :rule scope :premises (@p3390))
1.05/1.27	(step-pop @p7739 :rule scope :premises (@p7738))
1.05/1.27	(step-pop @p7740 :rule scope :premises (@p7739))
1.05/1.27	(step @p3391 :rule process_scope :premises (@p7740) :args (@t871))
1.05/1.27	(step @p3395 :rule implies_elim :premises (@p3391))
1.05/1.27	(step @p3396 :rule resolution :premises (@p3395 @p3382) :args (true @t871))
1.05/1.27	(step @p3397 :rule not_and :premises (@p3396))
1.05/1.27	(step @p3398 :rule eq_resolve :premises (@p3397 @p3344))
1.05/1.27	(step @p3399 :rule cnf_and_neg :args (@t872))
1.05/1.27	(step @p3400 :rule reordering :premises (@p3399) :args ((or @t578 @t844 @t872)))
1.05/1.27	(step @p3401 :rule bool-double-not-elim :args (@t873))
1.05/1.27	(step @p3402 :rule refl :args (@t26))
1.05/1.27	(step @p3403 :rule cong :premises (@p3402 @p475) :args (@t874))
1.05/1.27	(step @p3404 :rule cong :premises (@p3403) :args ((not @t874)))
1.05/1.27	(step @p3405 :rule arith-leq-norm :args (@t26 0))
1.05/1.27	(step @p3406 :rule trans :premises (@p3405 @p3404))
1.05/1.27	(step @p3407 :rule cong :premises (@p3406) :args ((not (<= @t26 0))))
1.05/1.27	(step @p3408 :rule trans :premises (@p3407 @p3401))
1.05/1.27	(step @p3409 :rule arith-elim-leq :args (@t26 0))
1.05/1.27	(step @p3410 :rule symm :premises (@p3409))
1.05/1.27	(step @p3411 :rule cong :premises (@p3410) :args ((not (>= 0 @t26))))
1.05/1.27	(step @p3412 :rule arith-elim-gt :args (@t26 0))
1.05/1.27	(step @p3413 :rule trans :premises (@p3412 @p3411))
1.05/1.27	(step @p3414 :rule trans :premises (@p3413 @p3408))
1.05/1.27	(step @p3415 :rule refl :args (@t25))
1.05/1.27	(step @p3416 :rule cong :premises (@p3415 @p475) :args (@t875))
1.05/1.27	(step @p3417 :rule cong :premises (@p3416) :args ((not @t875)))
1.05/1.27	(step @p3418 :rule arith-leq-norm :args (@t25 0))
1.05/1.27	(step @p3419 :rule trans :premises (@p3418 @p3417))
1.05/1.27	(step @p3420 :rule cong :premises (@p3419) :args ((not (<= @t25 0))))
1.05/1.27	(step @p3421 :rule trans :premises (@p3420 @p3270))
1.05/1.27	(step @p3422 :rule arith-elim-leq :args (@t25 0))
1.05/1.27	(step @p3423 :rule symm :premises (@p3422))
1.05/1.27	(step @p3424 :rule cong :premises (@p3423) :args ((not (>= 0 @t25))))
1.05/1.27	(step @p3425 :rule arith-elim-gt :args (@t25 0))
1.05/1.27	(step @p3426 :rule trans :premises (@p3425 @p3424))
1.05/1.27	(step @p3427 :rule trans :premises (@p3426 @p3421))
1.05/1.27	(step @p3428 :rule nary_cong :premises (@p516 @p3427) :args (@t876))
1.05/1.27	(step @p3429 :rule cong :premises (@p3428 @p3414) :args ((=> @t876 (> @t26 0))))
1.05/1.27	(step @p3430 :rule arith_mult_sign :args (@t876 @t26))
1.05/1.27	(step @p3431 :rule eq_resolve :premises (@p3430 @p3429))
1.05/1.27	(step @p3432 :rule implies_elim :premises (@p3431))
1.05/1.27	(step @p3433 :rule reordering :premises (@p3432) :args ((or @t873 (not @t872))))
1.05/1.27	(assume-push @p7742 @t873)
1.05/1.27	(assume-push @p7743 @t873)
1.05/1.27	(step @p3436 :rule bool-double-not-elim :args (@t877))
1.05/1.27	(step @p3437 :rule arith-elim-lt :args (@t26 0))
1.05/1.27	(step @p3438 :rule cong :premises (@p3437) :args ((not @t878)))
1.05/1.27	(step @p3439 :rule trans :premises (@p3438 @p3436))
1.05/1.27	(assume-push @p7744 @t878)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p354 :rule evaluate :args (@t157))
1.05/1.27	(step @p579 :rule evaluate :args (@t227))
1.05/1.27	(step @p145 :rule evaluate :args (@t91))
1.05/1.27	(step @p672 :rule nary_cong :premises (@p11 @p145) :args (@t246))
1.05/1.27	(step @p673 :rule trans :premises (@p672 @p579))
1.05/1.27	(step @p3441 :rule arith_poly_norm :args ((= @t879 0)))
1.05/1.27	(step @p3442 :rule cong :premises (@p3441 @p673) :args (@t880))
1.05/1.27	(step @p3443 :rule trans :premises (@p3442 @p354))
1.05/1.27	(step @p3444 :rule cong :premises (@p3443) :args ((not @t880)))
1.05/1.27	(step @p3445 :rule trans :premises (@p3444 @p58))
1.05/1.27	(step @p3446 :rule arith-elim-lt :args (@t879 @t246))
1.05/1.27	(step @p3447 :rule trans :premises (@p3446 @p3445))
1.05/1.27	(step @p3448 :rule arith_mult_neg :args (-1 @t873))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p3449 :rule and_intro :premises (@p87 @p7742))
1.05/1.27	(step @p3450 :rule modus_ponens :premises (@p3449 @p3448))
1.05/1.27	(step @p3451 :rule arith_sum_ub :premises (@p7744 @p3450))
1.05/1.27	(step @p3452 false :rule eq_resolve :premises (@p3451 @p3447))
1.05/1.27	(step-pop @p7744 :rule scope :premises (@p3452))
1.05/1.27	(step @p3453 :rule process_scope :premises (@p7744) :args (false))
1.05/1.27	(step @p3455 :rule eq_resolve :premises (@p3453 @p3439))
1.05/1.27	(step-pop @p7745 :rule scope :premises (@p3455))
1.05/1.27	(step @p3456 :rule process_scope :premises (@p7745) :args (@t877))
1.05/1.27	(step @p3458 :rule modus_ponens :premises (@p7742 @p3456))
1.05/1.27	(step-pop @p7746 :rule scope :premises (@p3458))
1.05/1.27	(step @p3459 :rule process_scope :premises (@p7746) :args (@t877))
1.05/1.27	(step @p3461 :rule implies_elim :premises (@p3459))
1.05/1.27	(step @p3462 :rule cnf_and_neg :args (@t881))
1.05/1.27	(step @p3463 :rule reordering :premises (@p3462) :args ((or @t578 @t520 @t881)))
1.05/1.27	(step @p3464 :rule arith_poly_norm :args ((= (* -1 (- 1 @t883)) (* -1 (- @t13 @t593)))))
1.05/1.27	(step @p3465 :rule arith_poly_norm_rel :premises (@p3464) :args ((= (>= 1 @t883) (>= @t13 @t593))))
1.05/1.27	(step @p3466 :rule arith-geq-tighten :args (@t882 1))
1.05/1.27	(step @p3467 :rule trans :premises (@p3466 @p3465))
1.05/1.27	(step @p3468 :rule symm :premises (@p3467))
1.05/1.27	(step @p3469 :rule arith_poly_norm :args ((= (* tptp.a @t884) @t593)))
1.05/1.27	(step @p3470 :rule arith_poly_norm :args ((= @t885 @t884)))
1.05/1.27	(step @p3471 :rule nary_cong :premises (@p27 @p3470) :args (@t886))
1.05/1.27	(step @p3472 :rule trans :premises (@p3471 @p3469))
1.05/1.27	(step @p3473 :rule arith_poly_norm :args ((= @t887 @t13)))
1.05/1.27	(step @p3474 :rule cong :premises (@p3473 @p3472) :args (@t888))
1.05/1.27	(step @p3475 :rule trans :premises (@p3474 @p3468))
1.05/1.27	(step @p3476 :rule refl :args (@t468))
1.05/1.27	(step @p3477 :rule nary_cong :premises (@p516 @p3476) :args (@t889))
1.05/1.27	(step @p3478 :rule cong :premises (@p3477 @p3475) :args ((=> @t889 @t888)))
1.05/1.27	(step @p3479 :rule symm :premises (@p3478))
1.05/1.27	(step @p3480 :rule arith_poly_norm :args ((= (* -1 (- tptp.c @t884)) @t469)))
1.05/1.27	(step @p3481 :rule arith_poly_norm_rel :premises (@p3480) :args ((= (>= tptp.c @t884) @t468)))
1.05/1.27	(step @p3482 :rule cong :premises (@p644 @p3470) :args (@t890))
1.05/1.27	(step @p3483 :rule trans :premises (@p3482 @p3481))
1.05/1.27	(step @p3484 :rule nary_cong :premises (@p516 @p3483) :args (@t891))
1.05/1.27	(step @p3485 :rule cong :premises (@p3484 @p3475) :args ((=> @t891 @t888)))
1.05/1.27	(step @p3486 :rule trans :premises (@p3485 @p3479))
1.05/1.27	(step @p3487 :rule arith_mult_pos :args (tptp.a @t890))
1.05/1.27	(step @p3488 :rule eq_resolve :premises (@p3487 @p3486))
1.05/1.27	(step @p3489 :rule eq_resolve :premises (@p3488 @p3478))
1.05/1.27	(step @p3490 :rule implies_elim :premises (@p3489))
1.05/1.27	(step @p3491 :rule reordering :premises (@p3490) :args ((or @t893 (not @t881))))
1.05/1.27	(step @p3492 :rule bool-double-not-elim :args (@t895))
1.05/1.27	(step @p3493 :rule nary_cong :premises (@p735 @p3102 @p3046 @p3492) :args ((or @t262 @t812 @t788 (not @t896))))
1.05/1.27	(assume-push @p7748 @t261)
1.05/1.27	(assume-push @p7749 @t795)
1.05/1.27	(assume-push @p7750 @t787)
1.05/1.27	(assume-push @p7751 @t896)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p3498 :rule evaluate :args ((>= 0 -3)))
1.05/1.27	(step @p3499 :rule evaluate :args ((+ 1 -2 0 -2)))
1.05/1.27	(step @p3500 :rule evaluate :args (@t897))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p3501 :rule evaluate :args (@t898))
1.05/1.27	(step @p3502 :rule nary_cong :premises (@p427 @p3501 @p61 @p3500) :args (@t899))
1.05/1.27	(step @p3503 :rule trans :premises (@p3502 @p3499))
1.05/1.27	(step @p3504 :rule arith_poly_norm :args (@t900))
1.05/1.27	(step @p2764 :rule refl :args (@t17))
1.05/1.27	(step @p312 :rule arith_poly_norm :args (@t145))
1.05/1.27	(step @p1317 :rule arith_poly_norm :args (@t405))
1.05/1.27	(step @p3505 :rule nary_cong :premises (@p1317 @p312 @p2764 @p217) :args (@t901))
1.05/1.27	(step @p3506 :rule trans :premises (@p3505 @p3504))
1.05/1.27	(step @p3507 :rule arith_poly_norm :args ((= @t902 @t901)))
1.05/1.27	(step @p3508 :rule trans :premises (@p3507 @p3506))
1.05/1.27	(step @p3509 :rule cong :premises (@p3508 @p3503) :args (@t903))
1.05/1.27	(step @p3510 :rule trans :premises (@p3509 @p3498))
1.05/1.27	(step @p3511 :rule cong :premises (@p3510) :args ((not @t903)))
1.05/1.27	(step @p3512 :rule trans :premises (@p3511 @p58))
1.05/1.27	(step @p3513 :rule arith-elim-lt :args (@t902 @t899))
1.05/1.27	(step @p3514 :rule trans :premises (@p3513 @p3512))
1.05/1.27	(step @p3515 :rule arith_mult_neg :args (-1 @t787))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p3516 :rule and_intro :premises (@p87 @p7750))
1.05/1.27	(step @p3517 :rule modus_ponens :premises (@p3516 @p3515))
1.05/1.27	(step @p3122 :rule arith_mult_neg :args (-1 @t795))
1.05/1.27	(step @p3518 :rule and_intro :premises (@p87 @p7749))
1.05/1.27	(step @p3519 :rule modus_ponens :premises (@p3518 @p3122))
1.05/1.27	(step @p3520 :rule arith_mult_pos :args (2 (<= tptp.c -1)))
1.05/1.27	(step @p758 :rule symm :premises (@p757))
1.05/1.27	(step @p3521 :rule eq_resolve :premises (@p7748 @p758))
1.05/1.27	(step @p3522 :rule int_tight_ub :premises (@p3521))
1.05/1.27	(step @p3230 :rule evaluate :args (@t842))
1.05/1.27	(step @p3231 :rule true_elim :premises (@p3230))
1.05/1.27	(step @p3523 :rule and_intro :premises (@p3231 @p3522))
1.05/1.27	(step @p3524 :rule modus_ponens :premises (@p3523 @p3520))
1.05/1.27	(step @p3525 :rule arith-elim-lt :args (@t894 1))
1.05/1.27	(step @p3526 :rule symm :premises (@p3525))
1.05/1.27	(step @p3527 :rule eq_resolve :premises (@p7751 @p3526))
1.05/1.27	(step @p3528 :rule arith_sum_ub :premises (@p3527 @p3524 @p3519 @p3517))
1.05/1.27	(step @p3529 false :rule eq_resolve :premises (@p3528 @p3514))
1.05/1.27	(step-pop @p7751 :rule scope :premises (@p3529))
1.05/1.27	(step-pop @p7752 :rule scope :premises (@p7751))
1.05/1.27	(step-pop @p7753 :rule scope :premises (@p7752))
1.05/1.27	(step-pop @p7754 :rule scope :premises (@p7753))
1.05/1.27	(step @p3530 :rule process_scope :premises (@p7754) :args (false))
1.05/1.27	(step @p3535 :rule not_and :premises (@p3530))
1.05/1.27	(step @p3536 :rule eq_resolve :premises (@p3535 @p3493))
1.05/1.27	(step @p3537 :rule reordering :premises (@p3536) :args ((or @t259 @t788 @t895 @t812)))
1.05/1.27	(step @p3538 :rule refl :args (@t896))
1.05/1.27	(step @p3539 :rule bool-double-not-elim :args (@t904))
1.05/1.27	(step @p3540 :rule nary_cong :premises (@p3539 @p3538) :args ((or (not @t905) @t896)))
1.05/1.27	(assume-push @p7756 @t905)
1.05/1.27	(assume-push @p7757 @t905)
1.05/1.27	(step @p3525 :rule arith-elim-lt :args (@t894 1))
1.05/1.27	(step @p3526 :rule symm :premises (@p3525))
1.05/1.27	(assume-push @p7758 @t895)
1.05/1.27	(step @p1097 :rule evaluate :args (@t362))
1.05/1.27	(step @p1098 :rule evaluate :args (@t363))
1.05/1.27	(step @p145 :rule evaluate :args (@t91))
1.05/1.27	(step @p1099 :rule nary_cong :premises (@p145 @p307) :args (@t364))
1.05/1.27	(step @p1100 :rule trans :premises (@p1099 @p1098))
1.05/1.27	(step @p386 :rule evaluate :args (@t166))
1.05/1.27	(step @p65 :rule arith_poly_norm :args (@t64))
1.05/1.27	(step @p312 :rule arith_poly_norm :args (@t145))
1.05/1.27	(step @p3544 :rule nary_cong :premises (@p312 @p65) :args (@t906))
1.05/1.27	(step @p3545 :rule trans :premises (@p3544 @p386))
1.05/1.27	(step @p3546 :rule arith_poly_norm :args ((= @t907 @t906)))
1.05/1.27	(step @p3547 :rule trans :premises (@p3546 @p3545))
1.05/1.27	(step @p3548 :rule cong :premises (@p3547 @p1100) :args ((<= @t907 @t364)))
1.05/1.27	(step @p3549 :rule trans :premises (@p3548 @p1097))
1.05/1.27	(step @p3550 :rule arith-elim-lt :args (@t894 0))
1.05/1.27	(step @p3551 :rule symm :premises (@p3550))
1.05/1.27	(step @p3552 :rule eq_resolve :premises (@p7756 @p3551))
1.05/1.27	(step @p3553 :rule int_tight_ub :premises (@p3552))
1.05/1.27	(step @p3554 :rule arith_mult_neg :args (-1 @t895))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p3555 :rule and_intro :premises (@p87 @p7758))
1.05/1.27	(step @p3556 :rule modus_ponens :premises (@p3555 @p3554))
1.05/1.27	(step @p3557 :rule arith_sum_ub :premises (@p3556 @p3553))
1.05/1.27	(step @p3558 false :rule eq_resolve :premises (@p3557 @p3549))
1.05/1.27	(step-pop @p7758 :rule scope :premises (@p3558))
1.05/1.27	(step @p3559 :rule process_scope :premises (@p7758) :args (false))
1.05/1.27	(step @p3561 :rule eq_resolve :premises (@p3559 @p3526))
1.05/1.27	(step @p3562 :rule eq_resolve :premises (@p3561 @p3525))
1.05/1.27	(step-pop @p7759 :rule scope :premises (@p3562))
1.05/1.27	(step @p3563 :rule process_scope :premises (@p7759) :args (@t896))
1.05/1.27	(step @p3565 :rule modus_ponens :premises (@p7756 @p3563))
1.05/1.27	(step-pop @p7760 :rule scope :premises (@p3565))
1.05/1.27	(step @p3566 :rule process_scope :premises (@p7760) :args (@t896))
1.05/1.27	(step @p3568 :rule implies_elim :premises (@p3566))
1.05/1.27	(step @p3569 :rule eq_resolve :premises (@p3568 @p3540))
1.05/1.27	(step @p3570 :rule cnf_ite_pos1 :args (@t910))
1.05/1.27	(step @p3571 :rule reordering :premises (@p3570) :args ((or @t271 @t905 (not @t910))))
1.05/1.27	(step @p3572 :rule cnf_ite_neg1 :args (@t913))
1.05/1.27	(step @p3573 :rule reordering :premises (@p3572) :args ((or @t271 @t54 @t913)))
1.05/1.27	(step @p3574 :rule chain_resolution :premises (@p3341 @p15) :args (@t32 @t33))
1.05/1.27	(step @p3575 :rule refl :args (@t915))
1.05/1.27	(step @p3576 :rule bool-double-not-elim :args (@t892))
1.05/1.27	(step @p3577 :rule nary_cong :premises (@p53 @p51 @p3046 @p3343 @p3576 @p3575) :args ((or @t51 @t53 @t788 @t863 @t916 @t915)))
1.05/1.27	(assume-push @p7762 @t48)
1.05/1.27	(assume-push @p7763 @t52)
1.05/1.27	(assume-push @p7764 @t787)
1.05/1.27	(assume-push @p7765 @t859)
1.05/1.27	(assume-push @p7766 @t893)
1.05/1.27	(assume-push @p7767 @t914)
1.05/1.27	(step @p3584 :rule evaluate :args ((<= 0 -4)))
1.05/1.27	(step @p3585 :rule evaluate :args ((+ 0 0 -1 -2 -1 0)))
1.05/1.27	(step @p3500 :rule evaluate :args (@t897))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p3586 :rule nary_cong :premises (@p61 @p61 @p307 @p3500 @p307 @p11) :args (@t917))
1.05/1.27	(step @p3587 :rule trans :premises (@p3586 @p3585))
1.05/1.27	(step @p3588 :rule arith_poly_norm :args ((= (+ @t918 0 @t856 @t105 @t12 @t11 @t13 0 0) 0)))
1.05/1.27	(step @p64 :rule arith_poly_norm :args (@t62))
1.05/1.27	(step @p65 :rule arith_poly_norm :args (@t64))
1.05/1.27	(step @p541 :rule refl :args (@t105))
1.05/1.27	(step @p3589 :rule refl :args (@t856))
1.05/1.27	(step @p66 :rule arith_poly_norm :args (@t66))
1.05/1.27	(step @p3590 :rule refl :args (@t918))
1.05/1.27	(step @p3591 :rule nary_cong :premises (@p3590 @p66 @p3589 @p541 @p2388 @p1019 @p280 @p65 @p64) :args (@t919))
1.05/1.27	(step @p3592 :rule trans :premises (@p3591 @p3588))
1.05/1.27	(step @p3593 :rule arith_poly_norm :args ((= @t920 @t919)))
1.05/1.27	(step @p3594 :rule trans :premises (@p3593 @p3592))
1.05/1.27	(step @p3595 :rule cong :premises (@p3594 @p3587) :args ((<= @t920 @t917)))
1.05/1.27	(step @p3596 :rule trans :premises (@p3595 @p3584))
1.05/1.27	(step @p3597 :rule arith-elim-lt :args (@t882 1))
1.05/1.27	(step @p3598 :rule symm :premises (@p3597))
1.05/1.27	(step @p3599 :rule eq_resolve :premises (@p7766 @p3598))
1.05/1.27	(step @p3600 :rule int_tight_ub :premises (@p3599))
1.05/1.27	(step @p3368 :rule arith-elim-lt :args (@t857 0))
1.05/1.27	(step @p3601 :rule symm :premises (@p3368))
1.05/1.27	(step @p3602 :rule eq_resolve :premises (@p3574 @p3601))
1.05/1.27	(step @p3603 :rule int_tight_ub :premises (@p3602))
1.05/1.27	(step @p3515 :rule arith_mult_neg :args (-1 @t787))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p3604 :rule and_intro :premises (@p87 @p7764))
1.05/1.27	(step @p3605 :rule modus_ponens :premises (@p3604 @p3515))
1.05/1.27	(step @p91 :rule symm :premises (@p90))
1.05/1.27	(step @p3606 :rule eq_resolve :premises (@p7763 @p91))
1.05/1.27	(step @p3607 :rule int_tight_ub :premises (@p3606))
1.05/1.27	(step @p81 :rule arith_mult_neg :args (-1 @t72))
1.05/1.27	(step @p82 :rule arith_poly_norm :args (@t73))
1.05/1.27	(step @p83 :rule arith_poly_norm_rel :premises (@p82) :args (@t74))
1.05/1.27	(step @p84 :rule symm :premises (@p83))
1.05/1.27	(step @p85 :rule eq_resolve :premises (@p50 @p84))
1.05/1.27	(step @p88 :rule and_intro :premises (@p87 @p85))
1.05/1.27	(step @p89 :rule modus_ponens :premises (@p88 @p81))
1.05/1.27	(step @p3608 :rule arith_mult_neg :args (-1 @t914))
1.05/1.27	(step @p3609 :rule and_intro :premises (@p87 @p7767))
1.05/1.27	(step @p3610 :rule modus_ponens :premises (@p3609 @p3608))
1.05/1.27	(step @p3611 :rule arith_sum_ub :premises (@p3610 @p89 @p3607 @p3605 @p3603 @p3600))
1.05/1.27	(step @p3612 false :rule eq_resolve :premises (@p3611 @p3596))
1.05/1.27	(step-pop @p7767 :rule scope :premises (@p3612))
1.05/1.27	(step-pop @p7768 :rule scope :premises (@p7767))
1.05/1.27	(step-pop @p7769 :rule scope :premises (@p7768))
1.05/1.27	(step-pop @p7770 :rule scope :premises (@p7769))
1.05/1.27	(step-pop @p7771 :rule scope :premises (@p7770))
1.05/1.27	(step-pop @p7772 :rule scope :premises (@p7771))
1.05/1.27	(step @p3613 :rule process_scope :premises (@p7772) :args (false))
1.05/1.27	(step @p3620 :rule not_and :premises (@p3613))
1.05/1.27	(step @p3621 :rule eq_resolve :premises (@p3620 @p3577))
1.05/1.27	(step @p3622 :rule reordering :premises (@p3621) :args ((or @t788 @t892 @t858 @t51 @t49 @t915)))
1.05/1.27	(step @p3623 :rule cnf_ite_neg1 :args (@t923))
1.05/1.27	(step @p3624 :rule reordering :premises (@p3623) :args ((or @t371 @t923 (not @t913))))
1.05/1.27	(step @p3625 :rule cnf_ite_pos2 :args (@t926))
1.05/1.27	(step @p3626 :rule reordering :premises (@p3625) :args ((or @t914 @t861 (not @t926))))
1.05/1.27	(step @p3627 :rule bool-double-not-elim :args (@t928))
1.05/1.27	(step @p3628 :rule refl :args (@t929))
1.05/1.27	(step @p3629 :rule nary_cong :premises (@p1311 @p3628 @p3627) :args ((or @t400 @t929 (not @t930))))
1.05/1.27	(assume-push @p7774 @t40)
1.05/1.27	(assume-push @p7775 @t397)
1.05/1.27	(assume-push @p7776 @t930)
1.05/1.27	(step @p3633 :rule arith-elim-lt :args (@t927 0))
1.05/1.27	(step @p3634 :rule cong :premises (@p3633) :args ((not @t931)))
1.05/1.27	(step @p3635 :rule trans :premises (@p3634 @p3627))
1.05/1.27	(step @p3636 :rule symm :premises (@p3635))
1.05/1.27	(assume-push @p7777 @t931)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p59 :rule evaluate :args (@t57))
1.05/1.27	(step @p60 :rule evaluate :args (@t58))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p3638 :rule nary_cong :premises (@p11 @p11 @p61) :args (@t932))
1.05/1.27	(step @p3639 :rule trans :premises (@p3638 @p60))
1.05/1.27	(step @p3640 :rule arith_poly_norm :args ((= (+ @t402 0 @t25 0 0) 0)))
1.05/1.27	(step @p1317 :rule arith_poly_norm :args (@t405))
1.05/1.27	(step @p1318 :rule arith_poly_norm :args (@t407))
1.05/1.27	(step @p1319 :rule refl :args (@t25))
1.05/1.27	(step @p3641 :rule arith_poly_norm :args (@t934))
1.05/1.27	(step @p1320 :rule refl :args (@t402))
1.05/1.27	(step @p3642 :rule nary_cong :premises (@p1320 @p3641 @p1319 @p1318 @p1317) :args (@t935))
1.05/1.27	(step @p3643 :rule trans :premises (@p3642 @p3640))
1.05/1.27	(step @p3644 :rule arith_poly_norm :args ((= @t938 @t935)))
1.05/1.27	(step @p3645 :rule trans :premises (@p3644 @p3643))
1.05/1.27	(step @p3646 :rule cong :premises (@p3645 @p3639) :args (@t939))
1.05/1.27	(step @p3647 :rule trans :premises (@p3646 @p59))
1.05/1.27	(step @p3648 :rule cong :premises (@p3647) :args ((not @t939)))
1.05/1.27	(step @p3649 :rule trans :premises (@p3648 @p58))
1.05/1.27	(step @p3650 :rule arith-elim-lt :args (@t938 @t932))
1.05/1.27	(step @p3651 :rule trans :premises (@p3650 @p3649))
1.05/1.27	(step @p3652 :rule arith_mult_neg :args (-1 @t940))
1.05/1.27	(step @p3653 :rule arith_poly_norm :args (@t941))
1.05/1.27	(step @p3654 :rule arith_poly_norm_rel :premises (@p3653) :args (@t942))
1.05/1.27	(step @p3655 :rule symm :premises (@p3654))
1.05/1.27	(step @p3656 :rule eq_resolve :premises (@p46 @p3655))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p3657 :rule and_intro :premises (@p87 @p3656))
1.05/1.27	(step @p3658 :rule modus_ponens :premises (@p3657 @p3652))
1.05/1.27	(step @p1331 :rule arith_poly_norm :args (@t412))
1.05/1.27	(step @p1332 :rule arith_poly_norm_rel :premises (@p1331) :args (@t414))
1.05/1.27	(step @p1333 :rule symm :premises (@p1332))
1.05/1.27	(step @p1334 :rule eq_resolve :premises (@p1309 @p1333))
1.05/1.27	(step @p3659 :rule arith_sum_ub :premises (@p7777 @p1334 @p3658))
1.05/1.27	(step @p3660 false :rule eq_resolve :premises (@p3659 @p3651))
1.05/1.27	(step-pop @p7777 :rule scope :premises (@p3660))
1.05/1.27	(step @p3661 :rule process_scope :premises (@p7777) :args (false))
1.05/1.27	(step @p3663 :rule eq_resolve :premises (@p3661 @p3635))
1.05/1.27	(step @p3664 :rule eq_resolve :premises (@p3663 @p3636))
1.05/1.27	(step @p3665 :rule symm :premises (@p3633))
1.05/1.27	(step @p3666 :rule eq_resolve :premises (@p7776 @p3665))
1.05/1.27	(step @p3667 false :rule contra :premises (@p3666 @p3664))
1.05/1.27	(step-pop @p7778 :rule scope :premises (@p3667))
1.05/1.27	(step-pop @p7779 :rule scope :premises (@p7778))
1.05/1.27	(step-pop @p7780 :rule scope :premises (@p7779))
1.05/1.27	(step @p3668 :rule process_scope :premises (@p7780) :args (false))
1.05/1.27	(assume-push @p7782 @t397)
1.05/1.27	(assume-push @p7783 @t40)
1.05/1.27	(assume-push @p7784 @t930)
1.05/1.27	(step @p3675 :rule and_intro :premises (@p46 @p1309 @p7784))
1.05/1.27	(step-pop @p7784 :rule scope :premises (@p3675))
1.05/1.27	(step-pop @p7785 :rule scope :premises (@p7784))
1.05/1.27	(step-pop @p7786 :rule scope :premises (@p7785))
1.05/1.27	(step @p3676 :rule process_scope :premises (@p7786) :args (@t943))
1.05/1.27	(step @p3680 :rule implies_elim :premises (@p3676))
1.05/1.27	(step @p3681 :rule resolution :premises (@p3680 @p3668) :args (true @t943))
1.05/1.27	(step @p3682 :rule not_and :premises (@p3681))
1.05/1.27	(step @p3683 :rule eq_resolve :premises (@p3682 @p3629))
1.05/1.27	(step @p3684 :rule chain_resolution :premises (@p3683 @p1309 @p46) :args (@t415 (@list @t397 @t40)))
1.05/1.27	(step @p3685 :rule refl :args (@t930))
1.05/1.27	(step @p3686 :rule bool-double-not-elim :args (@t944))
1.05/1.27	(step @p3687 :rule nary_cong :premises (@p1311 @p3628 @p3686 @p3685) :args ((or @t400 @t929 (not @t945) @t930)))
1.05/1.27	(assume-push @p7788 @t40)
1.05/1.27	(assume-push @p7789 @t397)
1.05/1.27	(assume-push @p7790 @t928)
1.05/1.27	(assume-push @p7791 @t945)
1.05/1.27	(step @p3692 :rule arith-elim-lt :args (@t927 1))
1.05/1.27	(step @p3693 :rule symm :premises (@p3692))
1.05/1.27	(assume-push @p7792 @t946)
1.05/1.27	(step @p143 :rule evaluate :args (@t89))
1.05/1.27	(step @p144 :rule evaluate :args (@t90))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p145 :rule evaluate :args (@t91))
1.05/1.27	(step @p146 :rule nary_cong :premises (@p145 @p61 @p11) :args (@t92))
1.05/1.27	(step @p147 :rule trans :premises (@p146 @p144))
1.05/1.27	(step @p3695 :rule arith_poly_norm :args ((= (+ @t25 0 @t402 0 0) 0)))
1.05/1.27	(step @p1317 :rule arith_poly_norm :args (@t405))
1.05/1.27	(step @p1318 :rule arith_poly_norm :args (@t407))
1.05/1.27	(step @p1320 :rule refl :args (@t402))
1.05/1.27	(step @p3641 :rule arith_poly_norm :args (@t934))
1.05/1.27	(step @p1319 :rule refl :args (@t25))
1.05/1.27	(step @p3696 :rule nary_cong :premises (@p1319 @p3641 @p1320 @p1318 @p1317) :args (@t947))
1.05/1.27	(step @p3697 :rule trans :premises (@p3696 @p3695))
1.05/1.27	(step @p3698 :rule arith_poly_norm :args ((= @t948 @t947)))
1.05/1.27	(step @p3699 :rule trans :premises (@p3698 @p3697))
1.05/1.27	(step @p3700 :rule cong :premises (@p3699 @p147) :args ((<= @t948 @t92)))
1.05/1.27	(step @p3701 :rule trans :premises (@p3700 @p143))
1.05/1.27	(step @p3653 :rule arith_poly_norm :args (@t941))
1.05/1.27	(step @p3654 :rule arith_poly_norm_rel :premises (@p3653) :args (@t942))
1.05/1.27	(step @p3655 :rule symm :premises (@p3654))
1.05/1.27	(step @p3656 :rule eq_resolve :premises (@p46 @p3655))
1.05/1.27	(step @p1411 :rule arith_mult_neg :args (-1 @t413))
1.05/1.27	(step @p1331 :rule arith_poly_norm :args (@t412))
1.05/1.27	(step @p1332 :rule arith_poly_norm_rel :premises (@p1331) :args (@t414))
1.05/1.27	(step @p1333 :rule symm :premises (@p1332))
1.05/1.27	(step @p1334 :rule eq_resolve :premises (@p1309 @p1333))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p1412 :rule and_intro :premises (@p87 @p1334))
1.05/1.27	(step @p1413 :rule modus_ponens :premises (@p1412 @p1411))
1.05/1.27	(step @p3702 :rule arith_mult_neg :args (-1 @t946))
1.05/1.27	(step @p3703 :rule and_intro :premises (@p87 @p7792))
1.05/1.27	(step @p3704 :rule modus_ponens :premises (@p3703 @p3702))
1.05/1.27	(step @p3705 :rule arith_sum_ub :premises (@p3704 @p1413 @p3656))
1.05/1.27	(step @p3706 false :rule eq_resolve :premises (@p3705 @p3701))
1.05/1.27	(step-pop @p7792 :rule scope :premises (@p3706))
1.05/1.27	(step @p3707 :rule process_scope :premises (@p7792) :args (false))
1.05/1.27	(step @p3709 :rule eq_resolve :premises (@p3707 @p3693))
1.05/1.27	(step @p3710 :rule eq_resolve :premises (@p3709 @p3692))
1.05/1.27	(step @p3711 :rule arith_poly_norm :args ((= (* 1 (- @t927 0)) @t949)))
1.05/1.27	(step @p3712 :rule arith_poly_norm_rel :premises (@p3711) :args ((= @t950 @t944)))
1.05/1.27	(step @p3713 :rule cong :premises (@p3712) :args ((not @t950)))
1.05/1.27	(step @p3714 :rule symm :premises (@p3713))
1.05/1.27	(step @p3715 :rule eq_resolve :premises (@p7791 @p3714))
1.05/1.27	(step @p3716 :rule arith_trichotomy :premises (@p7790 @p3715))
1.05/1.27	(step @p3717 :rule int_tight_lb :premises (@p3716))
1.05/1.27	(step @p3718 false :rule contra :premises (@p3717 @p3710))
1.05/1.27	(step-pop @p7793 :rule scope :premises (@p3718))
1.05/1.27	(step-pop @p7794 :rule scope :premises (@p7793))
1.05/1.27	(step-pop @p7795 :rule scope :premises (@p7794))
1.05/1.27	(step-pop @p7796 :rule scope :premises (@p7795))
1.05/1.27	(step @p3719 :rule process_scope :premises (@p7796) :args (false))
1.05/1.27	(assume-push @p7798 @t397)
1.05/1.27	(assume-push @p7799 @t40)
1.05/1.27	(assume-push @p7800 @t945)
1.05/1.27	(assume-push @p7801 @t928)
1.05/1.27	(step @p3728 :rule and_intro :premises (@p46 @p1309 @p7801 @p7800))
1.05/1.27	(step-pop @p7801 :rule scope :premises (@p3728))
1.05/1.27	(step-pop @p7802 :rule scope :premises (@p7801))
1.05/1.27	(step-pop @p7803 :rule scope :premises (@p7802))
1.05/1.27	(step-pop @p7804 :rule scope :premises (@p7803))
1.05/1.27	(step @p3729 :rule process_scope :premises (@p7804) :args (@t951))
1.05/1.27	(step @p3734 :rule implies_elim :premises (@p3729))
1.05/1.27	(step @p3735 :rule resolution :premises (@p3734 @p3719) :args (true @t951))
1.05/1.27	(step @p3736 :rule not_and :premises (@p3735))
1.05/1.27	(step @p3737 :rule eq_resolve :premises (@p3736 @p3687))
1.05/1.27	(step @p3738 :rule chain_resolution :premises (@p3737 @p1309 @p46 @p3684) :args (@t516 (@list @t397 @t40 @t928)))
1.05/1.27	(step @p3739 :rule cnf_or_neg :args (@t953 1))
1.05/1.27	(step @p3740 :rule chain_resolution :premises (@p3739 @p3738) :args (@t421 (@list @t944)))
1.05/1.27	(step @p3741 :rule bool-double-not-elim :args (@t849))
1.05/1.27	(step @p3742 :rule refl :args (@t954))
1.05/1.27	(step @p3743 :rule refl :args (@t955))
1.05/1.27	(step @p3744 :rule refl :args (@t956))
1.05/1.27	(step @p3745 :rule nary_cong :premises (@p3744 @p3743 @p3742 @p696 @p3741) :args ((or @t956 @t955 @t954 @t251 @t957)))
1.05/1.27	(step @p3746 :rule cnf_and_neg :args (@t956))
1.05/1.27	(step @p3747 :rule eq_resolve :premises (@p3746 @p3745))
1.05/1.27	(step @p3748 :rule reordering :premises (@p3747) :args ((or @t238 @t849 @t956 @t955 @t954)))
1.05/1.27	(step @p3749 :rule cnf_ite_pos1 :args (@t962))
1.05/1.27	(step @p3750 :rule reordering :premises (@p3749) :args ((or @t963 @t926 (not @t962))))
1.05/1.27	(step @p3751 :rule arith_poly_norm :args ((= (* 1 (- @t918 @t607)) @t964)))
1.05/1.27	(step @p3752 :rule arith_poly_norm_rel :premises (@p3751) :args ((= (>= @t918 @t607) @t958)))
1.05/1.27	(step @p3753 :rule arith-elim-leq :args (@t607 @t918))
1.05/1.27	(step @p3754 :rule trans :premises (@p3753 @p3752))
1.05/1.27	(step @p3755 :rule arith_poly_norm :args ((= @t965 @t918)))
1.05/1.27	(step @p3756 :rule arith_poly_norm :args ((= @t966 @t607)))
1.05/1.27	(step @p3757 :rule cong :premises (@p3756 @p3755) :args (@t967))
1.05/1.27	(step @p3758 :rule trans :premises (@p3757 @p3754))
1.05/1.27	(step @p3759 :rule cong :premises (@p3758) :args ((not @t967)))
1.05/1.27	(step @p3760 :rule arith-elim-leq :args (@t966 @t965))
1.05/1.27	(step @p3761 :rule symm :premises (@p3760))
1.05/1.27	(step @p3762 :rule cong :premises (@p3761) :args ((not (>= @t965 @t966))))
1.05/1.27	(step @p3763 :rule arith-elim-gt :args (@t966 @t965))
1.05/1.27	(step @p3764 :rule trans :premises (@p3763 @p3762))
1.05/1.27	(step @p3765 :rule trans :premises (@p3764 @p3759))
1.05/1.27	(step @p3766 :rule arith_poly_norm :args ((= (* 1 (- @t856 @t607)) @t968)))
1.05/1.27	(step @p3767 :rule arith_poly_norm_rel :premises (@p3766) :args ((= (>= @t856 @t607) @t960)))
1.05/1.27	(step @p3768 :rule arith-elim-leq :args (@t607 @t856))
1.05/1.27	(step @p3769 :rule trans :premises (@p3768 @p3767))
1.05/1.27	(step @p3589 :rule refl :args (@t856))
1.05/1.27	(step @p3770 :rule cong :premises (@p3756 @p3589) :args (@t969))
1.05/1.27	(step @p3771 :rule trans :premises (@p3770 @p3769))
1.05/1.27	(step @p3772 :rule cong :premises (@p3771) :args ((not @t969)))
1.05/1.27	(step @p3773 :rule arith-elim-leq :args (@t966 @t856))
1.05/1.27	(step @p3774 :rule symm :premises (@p3773))
1.05/1.27	(step @p3775 :rule cong :premises (@p3774) :args ((not (>= @t856 @t966))))
1.05/1.27	(step @p3776 :rule arith-elim-gt :args (@t966 @t856))
1.05/1.27	(step @p3777 :rule trans :premises (@p3776 @p3775))
1.05/1.27	(step @p3778 :rule trans :premises (@p3777 @p3772))
1.05/1.27	(step @p3779 :rule refl :args (@t914))
1.05/1.27	(step @p3780 :rule cong :premises (@p3779 @p3778 @p3765) :args (@t970))
1.05/1.27	(step @p3781 :rule bool-double-not-elim :args (@t861))
1.05/1.27	(step @p3782 :rule arith_poly_norm :args ((= (* -1 (- @t26 @t972)) @t971)))
1.05/1.27	(step @p3783 :rule arith_poly_norm_rel :premises (@p3782) :args ((= @t973 @t861)))
1.05/1.27	(step @p3784 :rule cong :premises (@p3783) :args ((not @t973)))
1.05/1.27	(step @p3785 :rule arith-leq-norm :args (@t26 @t918))
1.05/1.27	(step @p3786 :rule trans :premises (@p3785 @p3784))
1.05/1.27	(step @p3354 :rule refl :args (@t26))
1.05/1.27	(step @p3787 :rule cong :premises (@p3354 @p3755) :args (@t974))
1.05/1.27	(step @p3788 :rule trans :premises (@p3787 @p3786))
1.05/1.27	(step @p3789 :rule cong :premises (@p3788) :args ((not @t974)))
1.05/1.27	(step @p3790 :rule trans :premises (@p3789 @p3781))
1.05/1.27	(step @p3791 :rule arith-elim-leq :args (@t26 @t965))
1.05/1.27	(step @p3792 :rule symm :premises (@p3791))
1.05/1.27	(step @p3793 :rule cong :premises (@p3792) :args ((not (>= @t965 @t26))))
1.05/1.27	(step @p3794 :rule arith-elim-gt :args (@t26 @t965))
1.05/1.27	(step @p3795 :rule trans :premises (@p3794 @p3793))
1.05/1.27	(step @p3796 :rule trans :premises (@p3795 @p3790))
1.05/1.27	(step @p3797 :rule bool-double-not-elim :args (@t925))
1.05/1.27	(step @p3798 :rule arith_poly_norm :args ((= (* -1 (- @t26 @t976)) @t975)))
1.05/1.27	(step @p3799 :rule arith_poly_norm_rel :premises (@p3798) :args ((= @t977 @t925)))
1.05/1.27	(step @p3800 :rule cong :premises (@p3799) :args ((not @t977)))
1.05/1.27	(step @p3801 :rule arith-leq-norm :args (@t26 @t856))
1.05/1.27	(step @p3802 :rule trans :premises (@p3801 @p3800))
1.05/1.27	(step @p3803 :rule cong :premises (@p3802) :args ((not (<= @t26 @t856))))
1.05/1.27	(step @p3804 :rule trans :premises (@p3803 @p3797))
1.05/1.27	(step @p3805 :rule arith-elim-leq :args (@t26 @t856))
1.05/1.27	(step @p3806 :rule symm :premises (@p3805))
1.05/1.27	(step @p3807 :rule cong :premises (@p3806) :args ((not (>= @t856 @t26))))
1.05/1.27	(step @p3808 :rule arith-elim-gt :args (@t26 @t856))
1.05/1.27	(step @p3809 :rule trans :premises (@p3808 @p3807))
1.05/1.27	(step @p3810 :rule trans :premises (@p3809 @p3804))
1.05/1.27	(step @p3811 :rule cong :premises (@p3779 @p3810 @p3796) :args (@t978))
1.05/1.27	(step @p3812 :rule refl :args (@t877))
1.05/1.27	(step @p3813 :rule cong :premises (@p3812 @p3811 @p3780) :args (@t979))
1.05/1.27	(step @p3814 :rule refl :args (@t850))
1.05/1.27	(step @p3815 :rule arith_poly_norm :args ((= @t980 @t37)))
1.05/1.27	(step @p1319 :rule refl :args (@t25))
1.05/1.27	(step @p3816 :rule cong :premises (@p1319 @p3815) :args (@t981))
1.05/1.27	(step @p3817 :rule refl :args (@t952))
1.05/1.27	(step @p3818 :rule nary_cong :premises (@p3817 @p3816) :args (@t982))
1.05/1.27	(step @p3819 :rule arith_poly_norm :args ((= (* 1 (- @t17 @t41)) @t76)))
1.05/1.27	(step @p3820 :rule arith_poly_norm_rel :premises (@p3819) :args ((= (>= @t17 @t41) @t78)))
1.05/1.27	(step @p3821 :rule arith-elim-leq :args (@t41 @t17))
1.05/1.27	(step @p3822 :rule trans :premises (@p3821 @p3820))
1.05/1.27	(step @p3823 :rule arith_poly_norm :args ((= @t983 @t17)))
1.05/1.27	(step @p3824 :rule cong :premises (@p216 @p3823) :args (@t984))
1.05/1.27	(step @p3825 :rule trans :premises (@p3824 @p3822))
1.05/1.27	(step @p3826 :rule cong :premises (@p3825) :args ((not @t984)))
1.05/1.27	(step @p3827 :rule arith-elim-leq :args (@t115 @t983))
1.05/1.27	(step @p3828 :rule symm :premises (@p3827))
1.05/1.27	(step @p3829 :rule cong :premises (@p3828) :args ((not (>= @t983 @t115))))
1.05/1.27	(step @p3830 :rule arith-elim-gt :args (@t115 @t983))
1.05/1.27	(step @p3831 :rule trans :premises (@p3830 @p3829))
1.05/1.27	(step @p3832 :rule trans :premises (@p3831 @p3826))
1.05/1.27	(step @p3833 :rule arith_poly_norm :args ((= @t114 @t985)))
1.05/1.27	(step @p3834 :rule arith_poly_norm_rel :premises (@p3833) :args ((= (>= tptp.b @t41) @t921)))
1.05/1.27	(step @p3835 :rule arith-elim-leq :args (@t41 tptp.b))
1.05/1.27	(step @p3836 :rule trans :premises (@p3835 @p3834))
1.05/1.27	(step @p3837 :rule cong :premises (@p216 @p217) :args (@t986))
1.05/1.27	(step @p3838 :rule trans :premises (@p3837 @p3836))
1.05/1.27	(step @p3839 :rule cong :premises (@p3838) :args ((not @t986)))
1.05/1.27	(step @p3840 :rule arith-elim-leq :args (@t115 tptp.b))
1.05/1.27	(step @p3841 :rule symm :premises (@p3840))
1.05/1.27	(step @p3842 :rule cong :premises (@p3841) :args ((not (>= tptp.b @t115))))
1.05/1.27	(step @p3843 :rule arith-elim-gt :args (@t115 tptp.b))
1.05/1.27	(step @p3844 :rule trans :premises (@p3843 @p3842))
1.05/1.27	(step @p3845 :rule trans :premises (@p3844 @p3839))
1.05/1.27	(step @p3846 :rule cong :premises (@p801 @p3845 @p3832) :args (@t987))
1.05/1.27	(step @p3847 :rule bool-double-not-elim :args (@t912))
1.05/1.27	(step @p3848 :rule arith_poly_norm :args ((= (* -1 (- tptp.a @t989)) @t988)))
1.05/1.27	(step @p3849 :rule arith_poly_norm_rel :premises (@p3848) :args ((= @t990 @t912)))
1.05/1.27	(step @p3850 :rule cong :premises (@p3849) :args ((not @t990)))
1.05/1.27	(step @p3851 :rule arith-leq-norm :args (tptp.a @t17))
1.05/1.27	(step @p3852 :rule trans :premises (@p3851 @p3850))
1.05/1.27	(step @p3853 :rule cong :premises (@p27 @p3823) :args (@t991))
1.05/1.27	(step @p3854 :rule trans :premises (@p3853 @p3852))
1.05/1.27	(step @p3855 :rule cong :premises (@p3854) :args ((not @t991)))
1.05/1.27	(step @p3856 :rule trans :premises (@p3855 @p3847))
1.05/1.27	(step @p3857 :rule arith-elim-leq :args (tptp.a @t983))
1.05/1.27	(step @p3858 :rule symm :premises (@p3857))
1.05/1.27	(step @p3859 :rule cong :premises (@p3858) :args ((not (>= @t983 tptp.a))))
1.05/1.27	(step @p3860 :rule arith-elim-gt :args (tptp.a @t983))
1.05/1.27	(step @p3861 :rule trans :premises (@p3860 @p3859))
1.05/1.27	(step @p3862 :rule trans :premises (@p3861 @p3856))
1.05/1.27	(step @p3863 :rule arith_poly_norm :args ((= (* -1 (- tptp.a @t992)) @t390)))
1.05/1.27	(step @p3864 :rule arith_poly_norm_rel :premises (@p3863) :args ((= @t993 @t50)))
1.05/1.27	(step @p3865 :rule cong :premises (@p3864) :args ((not @t993)))
1.05/1.27	(step @p3866 :rule arith-leq-norm :args (tptp.a tptp.b))
1.05/1.27	(step @p3867 :rule trans :premises (@p3866 @p3865))
1.05/1.27	(step @p3868 :rule cong :premises (@p3867) :args ((not (<= tptp.a tptp.b))))
1.05/1.27	(step @p3869 :rule trans :premises (@p3868 @p52))
1.05/1.27	(step @p3870 :rule arith-elim-leq :args (tptp.a tptp.b))
1.05/1.27	(step @p3871 :rule symm :premises (@p3870))
1.05/1.27	(step @p3872 :rule cong :premises (@p3871) :args ((not (>= tptp.b tptp.a))))
1.05/1.27	(step @p3873 :rule arith-elim-gt :args (tptp.a tptp.b))
1.05/1.27	(step @p3874 :rule trans :premises (@p3873 @p3872))
1.05/1.27	(step @p3875 :rule trans :premises (@p3874 @p3869))
1.05/1.27	(step @p3876 :rule cong :premises (@p801 @p3875 @p3862) :args (@t994))
1.05/1.27	(step @p3877 :rule cong :premises (@p2174 @p3876 @p3846) :args (@t995))
1.05/1.27	(step @p3878 :rule nary_cong :premises (@p3877 @p3818 @p2204 @p3814) :args (@t996))
1.05/1.27	(step @p3879 :rule cong :premises (@p3878 @p3813) :args ((=> @t996 @t979)))
1.05/1.27	(assume-push @p7806 @t995)
1.05/1.27	(assume-push @p7807 @t982)
1.05/1.27	(assume-push @p7808 @t240)
1.05/1.27	(assume-push @p7809 @t850)
1.05/1.27	(step @p3884 :rule arith-abs-int-gt :args (@t26 @t856))
1.05/1.27	(step @p3885 :rule arith-abs-eq :args (@t25 @t36))
1.05/1.27	(step @p3886 :rule symm :premises (@p3885))
1.05/1.27	(step @p3887 :rule eq_resolve :premises (@p7807 @p3886))
1.05/1.27	(step @p3888 :rule and_intro :premises (@p3887 @p7809))
1.05/1.27	(step @p3889 :rule arith-abs-int-gt :args (tptp.a tptp.b))
1.05/1.27	(step @p3890 :rule symm :premises (@p3889))
1.05/1.27	(step @p3891 :rule eq_resolve :premises (@p7806 @p3890))
1.05/1.27	(step @p3892 :rule arith_mult_abs_comparison :premises (@p3891 @p3888))
1.05/1.27	(step @p3893 :rule eq_resolve :premises (@p3892 @p3884))
1.05/1.27	(step-pop @p7809 :rule scope :premises (@p3893))
1.05/1.27	(step-pop @p7810 :rule scope :premises (@p7809))
1.05/1.27	(step-pop @p7811 :rule scope :premises (@p7810))
1.05/1.27	(step-pop @p7812 :rule scope :premises (@p7811))
1.05/1.27	(step @p3894 :rule process_scope :premises (@p7812) :args (@t979))
1.05/1.27	(step @p3899 :rule eq_resolve :premises (@p3894 @p3879))
1.05/1.27	(step @p3900 :rule implies_elim :premises (@p3899))
1.05/1.27	(step @p3901 :rule reordering :premises (@p3900) :args ((or @t962 (not @t956))))
1.05/1.27	(step @p3902 :rule chain_resolution :premises (@p3901 @p3750 @p3748 @p3740 @p3626 @p3624 @p3622 @p50 @p3574 @p3573 @p1256 @p50) :args ((@list true false false true false true false true false true false) (@list @t962 @t956 @t953 @t926 @t923 @t914 @t48 @t858 @t913 @t49 @t48)))
1.05/1.27	(step @p3903 :rule factoring :premises (@p3902))
1.05/1.27	(step @p3904 :rule reordering :premises (@p3903) :args ((or @t238 @t371 @t271 @t788 @t54 @t892 @t849 @t963 @t861)))
1.05/1.27	(step @p3905 :rule bool-double-not-elim :args (@t909))
1.05/1.27	(step @p3906 :rule nary_cong :premises (@p2710 @p574 @p3905 @p524) :args ((or @t271 @t226 (not @t997) @t205)))
1.05/1.27	(assume-push @p7814 @t106)
1.05/1.27	(assume-push @p7815 @t270)
1.05/1.27	(assume-push @p7816 @t997)
1.05/1.27	(assume-push @p7817 @t204)
1.05/1.27	(step @p3911 :rule arith-elim-leq :args (@t13 -1))
1.05/1.27	(step @p3912 :rule symm :premises (@p3911))
1.05/1.27	(step @p3913 :rule cong :premises (@p3912) :args ((not (>= -1 @t13))))
1.05/1.27	(step @p3914 :rule arith-elim-gt :args (@t13 -1))
1.05/1.27	(step @p3915 :rule trans :premises (@p3914 @p3913))
1.05/1.27	(step @p3916 :rule cong :premises (@p476 @p2020) :args (@t998))
1.05/1.27	(step @p3917 :rule cong :premises (@p3916) :args ((not @t998)))
1.05/1.27	(step @p3918 :rule arith-leq-norm :args (@t13 -1))
1.05/1.27	(step @p3919 :rule trans :premises (@p3918 @p3917))
1.05/1.27	(step @p3920 :rule cong :premises (@p3919) :args ((not @t999)))
1.05/1.27	(step @p3921 :rule trans :premises (@p3920 @p574))
1.05/1.27	(step @p3922 :rule trans :premises (@p3915 @p3921))
1.05/1.27	(step @p3923 :rule symm :premises (@p3922))
1.05/1.27	(step @p3924 :rule trans :premises (@p3921 @p3923))
1.05/1.27	(assume-push @p7818 @t999)
1.05/1.27	(step @p58 :rule evaluate :args (@t56))
1.05/1.27	(step @p59 :rule evaluate :args (@t57))
1.05/1.27	(step @p3926 :rule evaluate :args ((+ -1 1 0 0)))
1.05/1.27	(step @p61 :rule evaluate :args (@t59))
1.05/1.27	(step @p3927 :rule nary_cong :premises (@p307 @p427 @p61 @p61) :args (@t1000))
1.05/1.27	(step @p3928 :rule trans :premises (@p3927 @p3926))
1.05/1.27	(step @p3504 :rule arith_poly_norm :args (@t900))
1.05/1.27	(step @p2764 :rule refl :args (@t17))
1.05/1.27	(step @p311 :rule arith_poly_norm :args (@t143))
1.05/1.27	(step @p312 :rule arith_poly_norm :args (@t145))
1.05/1.27	(step @p3929 :rule nary_cong :premises (@p312 @p311 @p2764 @p217) :args (@t1001))
1.05/1.27	(step @p3930 :rule trans :premises (@p3929 @p3504))
1.05/1.27	(step @p3931 :rule arith_poly_norm :args ((= @t1002 @t1001)))
1.05/1.27	(step @p3932 :rule trans :premises (@p3931 @p3930))
1.05/1.27	(step @p3933 :rule cong :premises (@p3932 @p3928) :args (@t1003))
1.05/1.27	(step @p3934 :rule trans :premises (@p3933 @p59))
1.05/1.27	(step @p3935 :rule cong :premises (@p3934) :args ((not @t1003)))
1.05/1.27	(step @p3936 :rule trans :premises (@p3935 @p58))
1.05/1.27	(step @p3937 :rule arith-elim-lt :args (@t1002 @t1000))
1.05/1.27	(step @p3938 :rule trans :premises (@p3937 @p3936))
1.05/1.27	(step @p622 :rule arith_mult_neg :args (-1 @t171))
1.05/1.27	(step @p393 :rule arith_poly_norm :args (@t170))
1.05/1.27	(step @p394 :rule arith_poly_norm_rel :premises (@p393) :args (@t172))
1.05/1.27	(step @p395 :rule symm :premises (@p394))
1.05/1.27	(step @p3939 :rule eq_resolve :premises (@p7814 @p395))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p3940 :rule and_intro :premises (@p87 @p3939))
1.05/1.27	(step @p3941 :rule modus_ponens :premises (@p3940 @p622))
1.05/1.27	(step @p3942 :rule arith_mult_neg :args (-1 @t270))
1.05/1.27	(step @p3943 :rule and_intro :premises (@p87 @p7815))
1.05/1.27	(step @p3944 :rule modus_ponens :premises (@p3943 @p3942))
1.05/1.27	(step @p3945 :rule arith-elim-lt :args (@t908 1))
1.05/1.27	(step @p3946 :rule symm :premises (@p3945))
1.05/1.27	(step @p3947 :rule eq_resolve :premises (@p7816 @p3946))
1.05/1.27	(step @p3948 :rule arith_sum_ub :premises (@p7818 @p3947 @p3944 @p3941))
1.05/1.27	(step @p3949 false :rule eq_resolve :premises (@p3948 @p3938))
1.05/1.27	(step-pop @p7818 :rule scope :premises (@p3949))
1.05/1.27	(step @p3950 :rule process_scope :premises (@p7818) :args (false))
1.05/1.27	(step @p3952 :rule eq_resolve :premises (@p3950 @p3924))
1.05/1.27	(step @p3953 :rule eq_resolve :premises (@p3952 @p3915))
1.05/1.27	(step @p586 :rule symm :premises (@p585))
1.05/1.27	(step @p3954 :rule eq_resolve :premises (@p7817 @p586))
1.05/1.27	(step @p3955 :rule int_tight_ub :premises (@p3954))
1.05/1.27	(step @p3956 false :rule contra :premises (@p3955 @p3953))
1.05/1.27	(step-pop @p7819 :rule scope :premises (@p3956))
1.05/1.27	(step-pop @p7820 :rule scope :premises (@p7819))
1.05/1.27	(step-pop @p7821 :rule scope :premises (@p7820))
1.05/1.27	(step-pop @p7822 :rule scope :premises (@p7821))
1.05/1.27	(step @p3957 :rule process_scope :premises (@p7822) :args (false))
1.05/1.27	(assume-push @p7824 @t270)
1.05/1.27	(assume-push @p7825 @t204)
1.05/1.27	(assume-push @p7826 @t997)
1.05/1.27	(assume-push @p7827 @t106)
1.05/1.27	(step @p3966 :rule and_intro :premises (@p7827 @p7824 @p7826 @p7825))
1.05/1.27	(step-pop @p7827 :rule scope :premises (@p3966))
1.05/1.27	(step-pop @p7828 :rule scope :premises (@p7827))
1.05/1.27	(step-pop @p7829 :rule scope :premises (@p7828))
1.05/1.27	(step-pop @p7830 :rule scope :premises (@p7829))
1.05/1.27	(step @p3967 :rule process_scope :premises (@p7830) :args (@t1004))
1.05/1.27	(step @p3972 :rule implies_elim :premises (@p3967))
1.05/1.27	(step @p3973 :rule resolution :premises (@p3972 @p3957) :args (true @t1004))
1.05/1.27	(step @p3974 :rule not_and :premises (@p3973))
1.05/1.27	(step @p3975 :rule eq_resolve :premises (@p3974 @p3906))
1.05/1.27	(assume-push @p7832 @t909)
1.05/1.27	(assume-push @p7833 @t909)
1.05/1.27	(step @p3978 :rule arith_poly_norm :args ((= @t1006 @t1005)))
1.05/1.27	(step @p3979 :rule arith_poly_norm_rel :premises (@p3978) :args ((= @t1008 @t1007)))
1.05/1.27	(step @p3980 :rule cong :premises (@p3979) :args ((not @t1008)))
1.05/1.27	(assume-push @p7834 @t1008)
1.05/1.27	(step @p143 :rule evaluate :args (@t89))
1.05/1.27	(step @p579 :rule evaluate :args (@t227))
1.05/1.27	(step @p145 :rule evaluate :args (@t91))
1.05/1.27	(step @p672 :rule nary_cong :premises (@p11 @p145) :args (@t246))
1.05/1.27	(step @p673 :rule trans :premises (@p672 @p579))
1.05/1.27	(step @p386 :rule evaluate :args (@t166))
1.05/1.27	(step @p65 :rule arith_poly_norm :args (@t64))
1.05/1.27	(step @p312 :rule arith_poly_norm :args (@t145))
1.05/1.27	(step @p3544 :rule nary_cong :premises (@p312 @p65) :args (@t906))
1.05/1.27	(step @p3545 :rule trans :premises (@p3544 @p386))
1.05/1.27	(step @p3982 :rule arith_poly_norm :args ((= @t1009 @t906)))
1.05/1.27	(step @p3983 :rule trans :premises (@p3982 @p3545))
1.05/1.27	(step @p3984 :rule cong :premises (@p3983 @p673) :args ((<= @t1009 @t246)))
1.05/1.27	(step @p3985 :rule trans :premises (@p3984 @p143))
1.05/1.27	(step @p3986 :rule arith_mult_neg :args (-1 @t909))
1.05/1.27	(step @p86 :rule evaluate :args (@t75))
1.05/1.27	(step @p87 :rule true_elim :premises (@p86))
1.05/1.27	(step @p3987 :rule and_intro :premises (@p87 @p7832))
1.05/1.27	(step @p3988 :rule modus_ponens :premises (@p3987 @p3986))
1.05/1.27	(step @p3989 :rule arith_sum_ub :premises (@p7834 @p3988))
1.05/1.27	(step @p3990 false :rule eq_resolve :premises (@p3989 @p3985))
1.05/1.27	(step-pop @p7834 :rule scope :premises (@p3990))
1.05/1.27	(step @p3991 :rule process_scope :premises (@p7834) :args (false))
1.05/1.27	(step @p3993 :rule eq_resolve :premises (@p3991 @p3980))
1.05/1.27	(step-pop @p7835 :rule scope :premises (@p3993))
1.05/1.27	(step @p3994 :rule process_scope :premises (@p7835) :args (@t1010))
1.05/1.27	(step @p3996 :rule modus_ponens :premises (@p7832 @p3994))
1.05/1.27	(step-pop @p7836 :rule scope :premises (@p3996))
1.05/1.27	(step @p3997 :rule process_scope :premises (@p7836) :args (@t1010))
1.05/1.27	(step @p3999 :rule implies_elim :premises (@p3997))
1.05/1.27	(step @p4000 :rule reordering :premises (@p3999) :args ((or @t1010 @t997)))
1.05/1.27	(step @p4001 :rule arith_poly_norm :args ((= (* 1 (- @t9 @t17)) @t1005)))
1.05/1.27	(step @p4002 :rule arith_poly_norm_rel :premises (@p4001) :args ((= @t1011 @t1007)))
1.05/1.27	(step @p4003 :rule cong :premises (@p2355 @p4002) :args ((=> @t681 @t1011)))
1.05/1.27	(assume-push @p7838 @t681)
1.05/1.27	(step @p4005 :rule eq-refl :args (@t17))
1.05/1.27	(step @p2764 :rule refl :args (@t17))
1.05/1.27	(step @p4006 :rule arith_poly_norm :args (@t1012))
1.05/1.27	(step @p4007 :rule cong :premises (@p4006 @p2764) :args (@t1012))
1.05/1.27	(step @p4008 :rule trans :premises (@p4007 @p4005))
1.05/1.27	(step @p4009 :rule nary_cong :premises (@p217 @p7838) :args (@t9))
1.05/1.27	(step @p4010 :rule cong :premises (@p4009 @p2764) :args (@t1011))
1.05/1.27	(step @p4011 :rule trans :premises (@p4010 @p4008))
1.05/1.27	(step @p4012 :rule true_elim :premises (@p4011))
1.05/1.27	(step-pop @p7838 :rule scope :premises (@p4012))
1.05/1.27	(step @p4013 :rule process_scope :premises (@p7838) :args (@t1011))
1.05/1.27	(step @p4015 :rule eq_resolve :premises (@p4013 @p4003))
1.05/1.27	(step @p4016 :rule implies_elim :premises (@p4015))
1.05/1.27	(step @p4017 :rule cnf_ite_pos1 :args (@t1014))
1.05/1.27	(step @p4018 :rule reordering :premises (@p4017) :args ((or @t1015 @t910 (not @t1014))))
1.05/1.27	(step @p4019 :rule arith_poly_norm :args ((= (* -1 (- @t10 @t989)) (* -1 (- @t894 1)))))
1.05/1.27	(step @p4020 :rule arith_poly_norm_rel :premises (@p4019) :args ((= @t1016 @t895)))
1.05/1.27	(step @p4021 :rule cong :premises (@p4020) :args ((not @t1016)))
1.05/1.27	(step @p4022 :rule arith-leq-norm :args (@t10 @t17))
1.05/1.27	(step @p4023 :rule trans :premises (@p4022 @p4021))
1.05/1.27	(step @p4024 :rule cong :premises (@p1840 @p3823) :args (@t1017))
1.05/1.27	(step @p4025 :rule trans :premises (@p4024 @p4023))
1.05/1.27	(step @p4026 :rule cong :premises (@p4025) :args ((not @t1017)))
1.05/1.27	(step @p4027 :rule trans :premises (@p4026 @p3492))
1.05/1.27	(step @p4028 :rule arith-elim-leq :args (@t548 @t983))
1.05/1.27	(step @p4029 :rule symm :premises (@p4028))
1.05/1.27	(step @p4030 :rule cong :premises (@p4029) :args ((not (>= @t983 @t548))))
1.05/1.27	(step @p4031 :rule arith-elim-gt :args (@t548 @t983))
1.05/1.27	(step @p4032 :rule trans :premises (@p4031 @p4030))
1.05/1.27	(step @p4033 :rule trans :premises (@p4032 @p4027))
1.05/1.27	(step @p4034 :rule arith_poly_norm :args ((= @t1005 @t1006)))
1.05/1.27	(step @p4035 :rule arith_poly_norm_rel :premises (@p4034) :args ((= (>= tptp.b @t10) @t1013)))
1.05/1.27	(step @p4036 :rule arith-elim-leq :args (@t10 tptp.b))
1.05/1.27	(step @p4037 :rule trans :premises (@p4036 @p4035))
1.05/1.27	(step @p4038 :rule cong :premises (@p1840 @p217) :args (@t1018))
1.05/1.27	(step @p4039 :rule trans :premises (@p4038 @p4037))
1.05/1.27	(step @p4040 :rule cong :premises (@p4039) :args ((not @t1018)))
1.05/1.27	(step @p4041 :rule arith-elim-leq :args (@t548 tptp.b))
1.05/1.27	(step @p4042 :rule symm :premises (@p4041))
1.05/1.27	(step @p4043 :rule cong :premises (@p4042) :args ((not (>= tptp.b @t548))))
1.05/1.27	(step @p4044 :rule arith-elim-gt :args (@t548 tptp.b))
1.05/1.27	(step @p4045 :rule trans :premises (@p4044 @p4043))
1.05/1.27	(step @p4046 :rule trans :premises (@p4045 @p4040))
1.05/1.27	(step @p4047 :rule cong :premises (@p801 @p4046 @p4033) :args (@t1019))
1.05/1.27	(step @p4048 :rule arith_poly_norm :args ((= (* -1 (- @t9 @t989)) (* -1 (- @t908 1)))))
1.05/1.27	(step @p4049 :rule arith_poly_norm_rel :premises (@p4048) :args ((= @t1020 @t909)))
1.05/1.27	(step @p4050 :rule cong :premises (@p4049) :args ((not @t1020)))
1.05/1.27	(step @p4051 :rule arith-leq-norm :args (@t9 @t17))
1.05/1.27	(step @p4052 :rule trans :premises (@p4051 @p4050))
1.05/1.27	(step @p4053 :rule cong :premises (@p208 @p3823) :args (@t1021))
1.05/1.27	(step @p4054 :rule trans :premises (@p4053 @p4052))
1.05/1.27	(step @p4055 :rule cong :premises (@p4054) :args ((not @t1021)))
1.05/1.27	(step @p4056 :rule trans :premises (@p4055 @p3905))
1.05/1.27	(step @p4057 :rule arith-elim-leq :args (@t9 @t983))
1.05/1.27	(step @p4058 :rule symm :premises (@p4057))
1.05/1.27	(step @p4059 :rule cong :premises (@p4058) :args ((not (>= @t983 @t9))))
1.05/1.27	(step @p4060 :rule arith-elim-gt :args (@t9 @t983))
1.05/1.27	(step @p4061 :rule trans :premises (@p4060 @p4059))
1.05/1.27	(step @p4062 :rule trans :premises (@p4061 @p4056))
1.05/1.27	(step @p4063 :rule arith_poly_norm :args ((= (* 1 (- tptp.b @t9)) (* 1 (- @t894 0)))))
1.05/1.27	(step @p4064 :rule arith_poly_norm_rel :premises (@p4063) :args ((= @t1022 @t904)))
1.05/1.27	(step @p4065 :rule arith-elim-leq :args (@t9 tptp.b))
1.05/1.27	(step @p4066 :rule trans :premises (@p4065 @p4064))
1.05/1.27	(step @p4067 :rule cong :premises (@p4066) :args ((not (<= @t9 tptp.b))))
1.05/1.27	(step @p4068 :rule symm :premises (@p4065))
1.05/1.27	(step @p4069 :rule cong :premises (@p4068) :args ((not @t1022)))
1.05/1.27	(step @p4070 :rule arith-elim-gt :args (@t9 tptp.b))
1.05/1.27	(step @p4071 :rule trans :premises (@p4070 @p4069))
1.05/1.27	(step @p4072 :rule trans :premises (@p4071 @p4067))
1.05/1.27	(step @p4073 :rule cong :premises (@p801 @p4072 @p4062) :args (@t1023))
1.05/1.27	(step @p4074 :rule refl :args (@t244))
1.05/1.27	(step @p4075 :rule cong :premises (@p4074 @p4073 @p4047) :args (@t1024))
1.05/1.27	(step @p4076 :rule ite-true-cond :args (@t1026 @t761))
1.05/1.27	(step @p4077 :rule arith_poly_norm :args ((= (* -1 (- -1 @t34)) (* -1 (- tptp.c 1)))))
1.05/1.27	(step @p4078 :rule arith_poly_norm_rel :premises (@p4077) :args ((= (>= -1 @t34) @t190)))
1.05/1.27	(step @p4079 :rule arith-elim-leq :args (@t34 -1))
1.05/1.27	(step @p4080 :rule trans :premises (@p4079 @p4078))
1.05/1.27	(step @p4081 :rule cong :premises (@p1580 @p2210) :args (@t1027))
1.05/1.27	(step @p4082 :rule trans :premises (@p4081 @p4080))
1.05/1.27	(step @p4083 :rule cong :premises (@p4082) :args ((not @t1027)))
1.05/1.27	(step @p4084 :rule arith-elim-leq :args (@t472 @t659))
1.05/1.27	(step @p4085 :rule symm :premises (@p4084))
1.05/1.27	(step @p4086 :rule cong :premises (@p4085) :args ((not (>= @t659 @t472))))
1.05/1.27	(step @p4087 :rule arith-elim-gt :args (@t472 @t659))
1.05/1.27	(step @p4088 :rule trans :premises (@p4087 @p4086))
1.05/1.27	(step @p4089 :rule trans :premises (@p4088 @p4083))
1.05/1.27	(step @p4090 :rule arith_poly_norm :args ((= (* 1 (- 1 @t34)) (* 1 (- tptp.c -1)))))
1.05/1.27	(step @p4091 :rule arith_poly_norm_rel :premises (@p4090) :args ((= (>= 1 @t34) @t1025)))
1.05/1.27	(step @p4092 :rule arith-elim-leq :args (@t34 1))
1.05/1.27	(step @p4093 :rule trans :premises (@p4092 @p4091))
1.05/1.27	(step @p4094 :rule cong :premises (@p1580 @p427) :args (@t1028))
1.05/1.27	(step @p4095 :rule trans :premises (@p4094 @p4093))
1.05/1.27	(step @p4096 :rule cong :premises (@p4095) :args ((not @t1028)))
1.05/1.27	(step @p4097 :rule arith-elim-leq :args (@t472 1))
1.05/1.27	(step @p4098 :rule symm :premises (@p4097))
1.05/1.27	(step @p4099 :rule cong :premises (@p4098) :args ((not (>= 1 @t472))))
1.05/1.27	(step @p4100 :rule arith-elim-gt :args (@t472 1))
1.05/1.27	(step @p4101 :rule trans :premises (@p4100 @p4099))
1.05/1.27	(step @p4102 :rule trans :premises (@p4101 @p4096))
1.05/1.27	(step @p4103 :rule cong :premises (@p2233 @p4102 @p4089) :args (@t1029))
1.05/1.27	(step @p4104 :rule trans :premises (@p4103 @p4076))
1.05/1.27	(step @p4105 :rule ite-true-cond :args (@t1030 @t259))
1.05/1.27	(step @p4106 :rule cong :premises (@p490 @p2020) :args (@t1031))
1.05/1.27	(step @p4107 :rule cong :premises (@p4106) :args ((not @t1031)))
1.05/1.27	(step @p4108 :rule arith-leq-norm :args (tptp.c -1))
1.05/1.27	(step @p4109 :rule trans :premises (@p4108 @p4107))
1.05/1.27	(step @p4110 :rule cong :premises (@p644 @p2210) :args (@t1032))
1.05/1.27	(step @p4111 :rule trans :premises (@p4110 @p4109))
1.05/1.27	(step @p4112 :rule cong :premises (@p4111) :args ((not @t1032)))
1.05/1.27	(step @p4113 :rule trans :premises (@p4112 @p735))
1.05/1.27	(step @p4114 :rule arith-elim-leq :args (tptp.c @t659))
1.05/1.27	(step @p4115 :rule symm :premises (@p4114))
1.05/1.27	(step @p4116 :rule cong :premises (@p4115) :args ((not (>= @t659 tptp.c))))
1.05/1.27	(step @p4117 :rule arith-elim-gt :args (tptp.c @t659))
1.05/1.27	(step @p4118 :rule trans :premises (@p4117 @p4116))
1.05/1.27	(step @p4119 :rule trans :premises (@p4118 @p4113))
1.05/1.27	(step @p4120 :rule bool-double-not-elim :args (@t1030))
1.05/1.27	(step @p4121 :rule cong :premises (@p490 @p2253) :args (@t1033))
1.05/1.27	(step @p4122 :rule cong :premises (@p4121) :args ((not @t1033)))
1.05/1.27	(step @p4123 :rule arith-leq-norm :args (tptp.c 1))
1.05/1.27	(step @p4124 :rule trans :premises (@p4123 @p4122))
1.05/1.27	(step @p4125 :rule cong :premises (@p4124) :args ((not (<= tptp.c 1))))
1.05/1.27	(step @p4126 :rule trans :premises (@p4125 @p4120))
1.05/1.27	(step @p4127 :rule arith-elim-leq :args (tptp.c 1))
1.05/1.27	(step @p4128 :rule symm :premises (@p4127))
1.05/1.27	(step @p4129 :rule cong :premises (@p4128) :args ((not (>= 1 tptp.c))))
1.05/1.27	(step @p4130 :rule arith-elim-gt :args (tptp.c 1))
1.05/1.27	(step @p4131 :rule trans :premises (@p4130 @p4129))
1.05/1.27	(step @p4132 :rule trans :premises (@p4131 @p4126))
1.05/1.27	(step @p4133 :rule cong :premises (@p2233 @p4132 @p4119) :args (@t1034))
1.05/1.27	(step @p4134 :rule trans :premises (@p4133 @p4105))
1.05/1.27	(step @p4135 :rule cong :premises (@p1605 @p4134 @p4104) :args (@t1035))
1.05/1.27	(step @p4136 :rule nary_cong :premises (@p4135 @p695 @p2730) :args (@t1036))
1.05/1.27	(step @p4137 :rule cong :premises (@p4136 @p4075) :args ((=> @t1036 @t1024)))
1.05/1.27	(assume-push @p7840 @t1035)
1.05/1.27	(assume-push @p7841 @t250)
1.05/1.27	(assume-push @p7842 @t243)
1.05/1.27	(step @p4141 :rule arith-abs-int-gt :args (@t9 tptp.b))
1.05/1.27	(step @p4142 :rule arith_poly_norm :args ((= (* 1 (- @t560 @t1037)) (* 1 (- @t1038 0)))))
1.05/1.27	(step @p4143 :rule arith_poly_norm_rel :premises (@p4142) :args ((= @t1039 (>= @t1038 0))))
1.05/1.27	(step @p4144 :rule arith-elim-leq :args (@t1037 @t560))
1.05/1.27	(step @p4145 :rule trans :premises (@p4144 @p4143))
1.05/1.27	(step @p4146 :rule cong :premises (@p4145) :args ((not (<= @t1037 @t560))))
1.05/1.27	(step @p4147 :rule symm :premises (@p4144))
1.05/1.27	(step @p4148 :rule cong :premises (@p4147) :args ((not @t1039)))
1.05/1.27	(step @p4149 :rule arith-elim-gt :args (@t1037 @t560))
1.05/1.27	(step @p4150 :rule trans :premises (@p4149 @p4148))
1.05/1.27	(step @p4151 :rule trans :premises (@p4150 @p4146))
1.05/1.27	(step @p4152 :rule symm :premises (@p4151))
1.05/1.27	(step @p4153 :rule arith_poly_norm :args ((= @t1040 tptp.b)))
1.05/1.27	(step @p4154 :rule cong :premises (@p4153) :args (@t1041))
1.05/1.27	(step @p1849 :rule arith_poly_norm :args (@t555))
1.05/1.27	(step @p1850 :rule cong :premises (@p1849) :args (@t556))
1.05/1.27	(step @p4155 :rule cong :premises (@p1850 @p4154) :args (@t1042))
1.05/1.27	(step @p4156 :rule trans :premises (@p4155 @p4145))
1.05/1.27	(step @p4157 :rule cong :premises (@p4156) :args ((not @t1042)))
1.05/1.27	(step @p4158 :rule arith-elim-leq :args (@t556 @t1041))
1.05/1.27	(step @p4159 :rule symm :premises (@p4158))
1.05/1.27	(step @p4160 :rule cong :premises (@p4159) :args ((not (>= @t1041 @t556))))
1.05/1.27	(step @p4161 :rule arith-elim-gt :args (@t556 @t1041))
1.05/1.27	(step @p4162 :rule trans :premises (@p4161 @p4160))
1.05/1.27	(step @p4163 :rule trans :premises (@p4162 @p4157))
1.05/1.27	(step @p4164 :rule trans :premises (@p4163 @p4152))
1.05/1.27	(step @p1854 :rule refl :args (@t560))
1.05/1.28	(step @p4165 :rule and_intro :premises (@p1854 @p7841))
1.05/1.28	(step @p4166 :rule arith-abs-int-gt :args (tptp.c 1))
1.05/1.28	(step @p4167 :rule symm :premises (@p4166))
1.05/1.28	(step @p4168 :rule eq_resolve :premises (@p7840 @p4167))
1.05/1.28	(step @p4169 :rule arith_mult_abs_comparison :premises (@p4168 @p4165))
1.05/1.28	(step @p4170 :rule eq_resolve :premises (@p4169 @p4164))
1.05/1.28	(step @p4171 :rule eq_resolve :premises (@p4170 @p4141))
1.05/1.28	(step-pop @p7842 :rule scope :premises (@p4171))
1.05/1.28	(step-pop @p7843 :rule scope :premises (@p7842))
1.05/1.28	(step-pop @p7844 :rule scope :premises (@p7843))
1.05/1.28	(step @p4172 :rule process_scope :premises (@p7844) :args (@t1024))
1.05/1.28	(step @p4176 :rule eq_resolve :premises (@p4172 @p4137))
1.05/1.28	(step @p4177 :rule implies_elim :premises (@p4176))
1.05/1.28	(step @p4178 :rule reordering :premises (@p4177) :args ((or @t1014 (not @t1044))))
1.05/1.28	(step @p4179 :rule bool-double-not-elim :args (@t241))
1.05/1.28	(step @p4180 :rule refl :args (@t1045))
1.05/1.28	(step @p4181 :rule refl :args (@t1044))
1.05/1.28	(step @p4182 :rule nary_cong :premises (@p4181 @p4180 @p2709 @p4179) :args ((or @t1044 @t1045 @t746 @t1046)))
1.05/1.28	(step @p4183 :rule cnf_and_neg :args (@t1044))
1.05/1.28	(step @p4184 :rule eq_resolve :premises (@p4183 @p4182))
1.05/1.28	(step @p4185 :rule reordering :premises (@p4184) :args ((or @t241 @t249 @t1045 @t1044)))
1.05/1.28	(step @p4186 :rule bool-double-not-elim :args (@t1025))
1.05/1.28	(step @p4187 :rule refl :args (@t1043))
1.05/1.28	(step @p4188 :rule nary_cong :premises (@p4187 @p1605 @p4186) :args ((or @t1043 @t259 (not @t1026))))
1.05/1.28	(step @p4189 :rule cnf_ite_neg2 :args (@t1043))
1.05/1.28	(step @p4190 :rule eq_resolve :premises (@p4189 @p4188))
1.05/1.28	(step @p4191 :rule reordering :premises (@p4190) :args ((or @t259 @t1025 @t1043)))
1.05/1.28	(step @p4192 :rule refl :args (@t1026))
1.05/1.28	(step @p4193 :rule nary_cong :premises (@p735 @p2325 @p4192) :args ((or @t262 @t683 @t1026)))
1.05/1.28	(assume-push @p7846 @t261)
1.05/1.28	(assume-push @p7847 @t682)
1.05/1.28	(assume-push @p7848 @t261)
1.05/1.28	(assume-push @p7849 @t682)
1.05/1.28	(step @p4198 :rule arith-elim-lt :args (tptp.c -1))
1.05/1.28	(step @p758 :rule symm :premises (@p757))
1.05/1.28	(step @p4199 :rule eq_resolve :premises (@p7846 @p758))
1.05/1.28	(step @p4200 :rule int_tight_ub :premises (@p4199))
1.05/1.28	(step @p4201 :rule arith_trichotomy :premises (@p4200 @p7847))
1.05/1.28	(step @p4202 :rule eq_resolve :premises (@p4201 @p4198))
1.05/1.28	(step-pop @p7849 :rule scope :premises (@p4202))
1.05/1.28	(step-pop @p7850 :rule scope :premises (@p7849))
1.05/1.28	(step @p4203 :rule process_scope :premises (@p7850) :args (@t1026))
1.05/1.28	(step @p4206 :rule and_intro :premises (@p7846 @p7847))
1.05/1.28	(step @p4207 :rule modus_ponens :premises (@p4206 @p4203))
1.05/1.28	(step-pop @p7851 :rule scope :premises (@p4207))
1.05/1.28	(step-pop @p7852 :rule scope :premises (@p7851))
1.05/1.28	(step @p4208 :rule process_scope :premises (@p7852) :args (@t1026))
1.05/1.28	(step @p4211 :rule implies_elim :premises (@p4208))
1.05/1.28	(step @p4212 :rule cnf_and_neg :args (@t1047))
1.05/1.28	(step @p4213 :rule resolution :premises (@p4212 @p4211) :args (true @t1047))
1.05/1.28	(step @p4214 :rule eq_resolve :premises (@p4213 @p4193))
1.05/1.28	(step @p4215 :rule chain_resolution :premises (@p4214 @p4191 @p4185 @p4178 @p4018 @p4016 @p694 @p4000 @p639 @p3975) :args ((@list false true true true true false true false false) (@list @t1025 @t1043 @t1044 @t1014 @t681 @t244 @t1007 @t231 @t909)))
1.05/1.28	(step @p4216 :rule factoring :premises (@p4215))
1.05/1.28	(step @p4217 :rule chain_resolution :premises (@p4216 @p346 @p236 @p191 @p132 @p106 @p344 @p296 @p50 @p106 @p277 @p50 @p204 @p190 @p50 @p106 @p101 @p50) :args ((@list false false false false false true true false false false false false false false false false false) (@list @t106 @t119 @t99 @t80 @t78 @t110 @t136 @t48 @t78 @t121 @t48 @t103 @t85 @t48 @t78 @t49 @t48)))
1.05/1.28	(step @p4218 :rule factoring :premises (@p4217))
1.05/1.28	(step @p4219 :rule chain_resolution :premises (@p4218 @p3904 @p3571 @p3569 @p3537 @p3080 @p3051 @p3491 @p3463 @p3461 @p3433 @p3400 @p3398 @p3341 @p15 @p3324) :args ((@list true true false false false false true false false false false true true true true) (@list @t50 @t910 @t904 @t895 @t795 @t791 @t892 @t881 @t877 @t873 @t872 @t861 @t858 @t19 @t849)))
1.05/1.28	(step @p4220 :rule factoring :premises (@p4219))
1.05/1.28	(step @p4221 :rule chain_resolution :premises (@p4220 @p3306) :args (@t421 (@list @t843)))
1.05/1.28	(step @p4222 :rule factoring :premises (@p4221))
1.05/1.28	(step @p4223 :rule chain_resolution :premises (@p4222 @p3269) :args (@t421 @t1048))
1.05/1.28	(step @p4224 :rule factoring :premises (@p4223))
1.05/1.28	(step @p4225 :rule chain_resolution :premises (@p4224 @p1942 @p1917 @p1924 @p1915 @p788 @p733 @p2729) :args ((@list false false true false true false false) (@list @t586 @t580 @t582 @t579 @t257 @t255 @t283)))
1.05/1.28	(step @p4226 :rule factoring :premises (@p4225))
1.05/1.28	(step @p4227 :rule chain_resolution :premises (@p4226 @p2472 @p2841 @p2822 @p2477) :args ((@list true true false false) (@list @t203 @t238 @t370 @t706)))
1.05/1.28	(step @p4228 :rule factoring :premises (@p4227))
1.05/1.28	(step @p4229 :rule chain_resolution :premises (@p4228 @p2790 @p106 @p2754 @p1309) :args (@t1049 (@list @t194 @t78 @t241 @t397)))
1.05/1.28	(step @p4230 :rule factoring :premises (@p4229))
1.05/1.28	(step @p4231 :rule reordering :premises (@p4230) :args ((or @t259 @t271 @t249 @t788)))
1.05/1.28	(step @p4232 :rule arith_poly_norm :args ((= (* 1 (- @t8 tptp.d)) (* -1 @t1050))))
1.05/1.28	(step @p4233 :rule arith_poly_norm_rel :premises (@p4232) :args ((= @t1052 @t1051)))
1.05/1.28	(step @p4234 :rule cong :premises (@p3006 @p4233) :args ((=> @t785 @t1052)))
1.05/1.28	(assume-push @p7854 @t785)
1.05/1.28	(step @p4236 :rule eq-refl :args (tptp.d))
1.05/1.28	(step @p4237 :rule arith_poly_norm :args (@t1053))
1.05/1.28	(step @p4238 :rule cong :premises (@p4237 @p197) :args (@t1053))
1.05/1.28	(step @p4239 :rule trans :premises (@p4238 @p4236))
1.05/1.28	(step @p4240 :rule nary_cong :premises (@p7854 @p197) :args (@t8))
1.05/1.28	(step @p4241 :rule cong :premises (@p4240 @p197) :args (@t1052))
1.05/1.28	(step @p4242 :rule trans :premises (@p4241 @p4239))
1.05/1.28	(step @p4243 :rule true_elim :premises (@p4242))
1.05/1.28	(step-pop @p7854 :rule scope :premises (@p4243))
1.05/1.28	(step @p4244 :rule process_scope :premises (@p7854) :args (@t1052))
1.05/1.28	(step @p4246 :rule eq_resolve :premises (@p4244 @p4234))
1.05/1.28	(step @p4247 :rule implies_elim :premises (@p4246))
1.05/1.28	(assume-push @p7856 @t1051)
1.05/1.28	(assume-push @p7857 @t1051)
1.05/1.28	(step @p3173 :rule arith-elim-lt :args (@t820 1))
1.05/1.28	(step @p3174 :rule symm :premises (@p3173))
1.05/1.28	(assume-push @p7858 @t821)
1.05/1.28	(step @p143 :rule evaluate :args (@t89))
1.05/1.28	(step @p355 :rule evaluate :args (@t158))
1.05/1.28	(step @p145 :rule evaluate :args (@t91))
1.05/1.28	(step @p384 :rule nary_cong :premises (@p145 @p11) :args (@t165))
1.05/1.28	(step @p385 :rule trans :premises (@p384 @p355))
1.05/1.28	(step @p386 :rule evaluate :args (@t166))
1.05/1.28	(step @p1318 :rule arith_poly_norm :args (@t407))
1.05/1.28	(step @p931 :rule arith_poly_norm :args (@t310))
1.05/1.28	(step @p2974 :rule nary_cong :premises (@p931 @p1318) :args (@t780))
1.05/1.28	(step @p2975 :rule trans :premises (@p2974 @p386))
1.05/1.28	(step @p4251 :rule arith_poly_norm :args ((= @t1054 @t780)))
1.05/1.28	(step @p4252 :rule trans :premises (@p4251 @p2975))
1.05/1.28	(step @p4253 :rule cong :premises (@p4252 @p385) :args ((<= @t1054 @t165)))
1.05/1.28	(step @p4254 :rule trans :premises (@p4253 @p143))
1.05/1.28	(step @p4255 :rule arith_poly_norm :args ((= (* 1 (- @t820 0)) (* 1 @t1050))))
1.05/1.28	(step @p4256 :rule arith_poly_norm_rel :premises (@p4255) :args ((= (= @t820 0) @t1051)))
1.05/1.28	(step @p4257 :rule symm :premises (@p4256))
1.05/1.28	(step @p4258 :rule eq_resolve :premises (@p7856 @p4257))
1.05/1.28	(step @p3234 :rule arith_mult_neg :args (-1 @t821))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p4259 :rule and_intro :premises (@p87 @p7858))
1.05/1.28	(step @p4260 :rule modus_ponens :premises (@p4259 @p3234))
1.05/1.28	(step @p4261 :rule arith_sum_ub :premises (@p4260 @p4258))
1.05/1.28	(step @p4262 false :rule eq_resolve :premises (@p4261 @p4254))
1.05/1.28	(step-pop @p7858 :rule scope :premises (@p4262))
1.05/1.28	(step @p4263 :rule process_scope :premises (@p7858) :args (false))
1.05/1.28	(step @p4265 :rule eq_resolve :premises (@p4263 @p3174))
1.05/1.28	(step @p4266 :rule eq_resolve :premises (@p4265 @p3173))
1.05/1.28	(step-pop @p7859 :rule scope :premises (@p4266))
1.05/1.28	(step @p4267 :rule process_scope :premises (@p7859) :args (@t822))
1.05/1.28	(step @p4269 :rule modus_ponens :premises (@p7856 @p4267))
1.05/1.28	(step-pop @p7860 :rule scope :premises (@p4269))
1.05/1.28	(step @p4270 :rule process_scope :premises (@p7860) :args (@t822))
1.05/1.28	(step @p4272 :rule implies_elim :premises (@p4270))
1.05/1.28	(step @p4273 :rule reordering :premises (@p4272) :args ((or @t822 (not @t1051))))
1.05/1.28	(step @p4274 :rule bool-double-not-elim :args (@t28))
1.05/1.28	(step @p4275 :rule nary_cong :premises (@p3138 @p2944 @p1311 @p4274 @p2370) :args ((or @t823 @t776 @t400 @t1055 @t690)))
1.05/1.28	(assume-push @p7862 @t29)
1.05/1.28	(assume-push @p7863 @t822)
1.05/1.28	(assume-push @p7864 @t775)
1.05/1.28	(assume-push @p7865 @t397)
1.05/1.28	(assume-push @p7866 @t610)
1.05/1.28	(step @p4281 :rule arith-elim-leq :args (@t608 -1))
1.05/1.28	(step @p4282 :rule symm :premises (@p4281))
1.05/1.28	(step @p4283 :rule cong :premises (@p4282) :args ((not (>= -1 @t608))))
1.05/1.28	(step @p4284 :rule arith-elim-gt :args (@t608 -1))
1.05/1.28	(step @p4285 :rule trans :premises (@p4284 @p4283))
1.05/1.28	(step @p4286 :rule refl :args (@t608))
1.05/1.28	(step @p4287 :rule cong :premises (@p4286 @p2020) :args (@t1056))
1.05/1.28	(step @p4288 :rule cong :premises (@p4287) :args ((not @t1056)))
1.05/1.28	(step @p4289 :rule arith-leq-norm :args (@t608 -1))
1.05/1.28	(step @p4290 :rule trans :premises (@p4289 @p4288))
1.05/1.28	(step @p4291 :rule cong :premises (@p4290) :args ((not @t1057)))
1.05/1.28	(step @p4292 :rule trans :premises (@p4291 @p2370))
1.05/1.28	(step @p4293 :rule trans :premises (@p4285 @p4292))
1.05/1.28	(step @p4294 :rule symm :premises (@p4293))
1.05/1.28	(step @p4295 :rule trans :premises (@p4292 @p4294))
1.05/1.28	(assume-push @p7867 @t1057)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p4297 :rule evaluate :args ((+ -1 0 0 1 0)))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p4298 :rule nary_cong :premises (@p307 @p11 @p61 @p427 @p11) :args (@t1058))
1.05/1.28	(step @p4299 :rule trans :premises (@p4298 @p4297))
1.05/1.28	(step @p4300 :rule arith_poly_norm :args ((= (+ @t607 @t402 @t26 @t25 @t299 0 @t8 @t15 tptp.d 0) 0)))
1.05/1.28	(step @p1317 :rule arith_poly_norm :args (@t405))
1.05/1.28	(step @p748 :rule refl :args (@t15))
1.05/1.28	(step @p312 :rule arith_poly_norm :args (@t145))
1.05/1.28	(step @p1320 :rule refl :args (@t402))
1.05/1.28	(step @p3352 :rule refl :args (@t607))
1.05/1.28	(step @p4301 :rule nary_cong :premises (@p3352 @p1320 @p3354 @p1319 @p1018 @p312 @p18 @p748 @p197 @p1317) :args (@t1059))
1.05/1.28	(step @p4302 :rule trans :premises (@p4301 @p4300))
1.05/1.28	(step @p4303 :rule arith_poly_norm :args ((= @t1060 @t1059)))
1.05/1.28	(step @p4304 :rule trans :premises (@p4303 @p4302))
1.05/1.28	(step @p4305 :rule cong :premises (@p4304 @p4299) :args (@t1061))
1.05/1.28	(step @p4306 :rule trans :premises (@p4305 @p59))
1.05/1.28	(step @p4307 :rule cong :premises (@p4306) :args ((not @t1061)))
1.05/1.28	(step @p4308 :rule trans :premises (@p4307 @p58))
1.05/1.28	(step @p4309 :rule arith-elim-lt :args (@t1060 @t1058))
1.05/1.28	(step @p4310 :rule trans :premises (@p4309 @p4308))
1.05/1.28	(step @p4311 :rule arith-elim-lt :args (@t27 0))
1.05/1.28	(step @p4312 :rule symm :premises (@p4311))
1.05/1.28	(step @p4313 :rule eq_resolve :premises (@p42 @p4312))
1.05/1.28	(step @p3173 :rule arith-elim-lt :args (@t820 1))
1.05/1.28	(step @p3174 :rule symm :premises (@p3173))
1.05/1.28	(step @p4314 :rule eq_resolve :premises (@p7863 @p3174))
1.05/1.28	(step @p4315 :rule arith_mult_neg :args (-1 @t1062))
1.05/1.28	(step @p4316 :rule arith_poly_norm :args ((= (* 1 (- @t810 0)) (* 1 @t783))))
1.05/1.28	(step @p4317 :rule arith_poly_norm_rel :premises (@p4316) :args ((= @t1062 @t775)))
1.05/1.28	(step @p4318 :rule symm :premises (@p4317))
1.05/1.28	(step @p4319 :rule eq_resolve :premises (@p7864 @p4318))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p4320 :rule and_intro :premises (@p87 @p4319))
1.05/1.28	(step @p4321 :rule modus_ponens :premises (@p4320 @p4315))
1.05/1.28	(step @p1331 :rule arith_poly_norm :args (@t412))
1.05/1.28	(step @p1332 :rule arith_poly_norm_rel :premises (@p1331) :args (@t414))
1.05/1.28	(step @p1333 :rule symm :premises (@p1332))
1.05/1.28	(step @p1334 :rule eq_resolve :premises (@p1309 @p1333))
1.05/1.28	(step @p4322 :rule arith_sum_ub :premises (@p7867 @p1334 @p4321 @p4314 @p4313))
1.05/1.28	(step @p4323 false :rule eq_resolve :premises (@p4322 @p4310))
1.05/1.28	(step-pop @p7867 :rule scope :premises (@p4323))
1.05/1.28	(step @p4324 :rule process_scope :premises (@p7867) :args (false))
1.05/1.28	(step @p4326 :rule eq_resolve :premises (@p4324 @p4295))
1.05/1.28	(step @p4327 :rule eq_resolve :premises (@p4326 @p4285))
1.05/1.28	(step @p2380 :rule arith-elim-lt :args (@t608 0))
1.05/1.28	(step @p2417 :rule symm :premises (@p2380))
1.05/1.28	(step @p4328 :rule eq_resolve :premises (@p7866 @p2417))
1.05/1.28	(step @p4329 :rule int_tight_ub :premises (@p4328))
1.05/1.28	(step @p4330 false :rule contra :premises (@p4329 @p4327))
1.05/1.28	(step-pop @p7868 :rule scope :premises (@p4330))
1.05/1.28	(step-pop @p7869 :rule scope :premises (@p7868))
1.05/1.28	(step-pop @p7870 :rule scope :premises (@p7869))
1.05/1.28	(step-pop @p7871 :rule scope :premises (@p7870))
1.05/1.28	(step-pop @p7872 :rule scope :premises (@p7871))
1.05/1.28	(step @p4331 :rule process_scope :premises (@p7872) :args (false))
1.05/1.28	(assume-push @p7874 @t822)
1.05/1.28	(assume-push @p7875 @t775)
1.05/1.28	(assume-push @p7876 @t397)
1.05/1.28	(assume-push @p7877 @t29)
1.05/1.28	(assume-push @p7878 @t610)
1.05/1.28	(step @p4342 :rule and_intro :premises (@p42 @p7874 @p7875 @p1309 @p7878))
1.05/1.28	(step-pop @p7878 :rule scope :premises (@p4342))
1.05/1.28	(step-pop @p7879 :rule scope :premises (@p7878))
1.05/1.28	(step-pop @p7880 :rule scope :premises (@p7879))
1.05/1.28	(step-pop @p7881 :rule scope :premises (@p7880))
1.05/1.28	(step-pop @p7882 :rule scope :premises (@p7881))
1.05/1.28	(step @p4343 :rule process_scope :premises (@p7882) :args (@t1063))
1.05/1.28	(step @p4349 :rule implies_elim :premises (@p4343))
1.05/1.28	(step @p4350 :rule resolution :premises (@p4349 @p4331) :args (true @t1063))
1.05/1.28	(step @p4351 :rule not_and :premises (@p4350))
1.05/1.28	(step @p4352 :rule eq_resolve :premises (@p4351 @p4275))
1.05/1.28	(step @p4353 :rule reordering :premises (@p4352) :args ((or @t821 @t776 @t28 @t400 @t609)))
1.05/1.28	(step @p4354 :rule cnf_ite_pos1 :args (@t1066))
1.05/1.28	(step @p4355 :rule reordering :premises (@p4354) :args ((or @t401 @t610 (not @t1066))))
1.05/1.28	(step @p4356 :rule cnf_ite_pos1 :args (@t1069))
1.05/1.28	(step @p4357 :rule reordering :premises (@p4356) :args ((or @t963 @t1066 (not @t1069))))
1.05/1.28	(step @p4358 :rule bool-double-not-elim :args (@t1067))
1.05/1.28	(step @p4359 :rule arith_poly_norm :args ((= (* -1 (- @t607 @t1070)) (* -1 (- @t608 1)))))
1.05/1.28	(step @p4360 :rule arith_poly_norm_rel :premises (@p4359) :args ((= @t1071 @t1067)))
1.05/1.28	(step @p4361 :rule cong :premises (@p4360) :args ((not @t1071)))
1.05/1.28	(step @p4362 :rule arith-leq-norm :args (@t607 @t402))
1.05/1.28	(step @p4363 :rule trans :premises (@p4362 @p4361))
1.05/1.28	(step @p4364 :rule arith_poly_norm :args ((= @t1072 @t402)))
1.05/1.28	(step @p4365 :rule cong :premises (@p3756 @p4364) :args (@t1073))
1.05/1.28	(step @p4366 :rule trans :premises (@p4365 @p4363))
1.05/1.28	(step @p4367 :rule cong :premises (@p4366) :args ((not @t1073)))
1.05/1.28	(step @p4368 :rule trans :premises (@p4367 @p4358))
1.05/1.28	(step @p4369 :rule arith-elim-leq :args (@t966 @t1072))
1.05/1.28	(step @p4370 :rule symm :premises (@p4369))
1.05/1.28	(step @p4371 :rule cong :premises (@p4370) :args ((not (>= @t1072 @t966))))
1.05/1.28	(step @p4372 :rule arith-elim-gt :args (@t966 @t1072))
1.05/1.28	(step @p4373 :rule trans :premises (@p4372 @p4371))
1.05/1.28	(step @p4374 :rule trans :premises (@p4373 @p4368))
1.05/1.28	(step @p4375 :rule arith_poly_norm :args ((= (* 1 (- @t25 @t607)) (* 1 (- @t1064 0)))))
1.05/1.28	(step @p4376 :rule arith_poly_norm_rel :premises (@p4375) :args ((= (>= @t25 @t607) @t1068)))
1.05/1.28	(step @p4377 :rule arith-elim-leq :args (@t607 @t25))
1.05/1.28	(step @p4378 :rule trans :premises (@p4377 @p4376))
1.05/1.28	(step @p4379 :rule cong :premises (@p3756 @p1319) :args (@t1074))
1.05/1.28	(step @p4380 :rule trans :premises (@p4379 @p4378))
1.05/1.28	(step @p4381 :rule cong :premises (@p4380) :args ((not @t1074)))
1.05/1.28	(step @p4382 :rule arith-elim-leq :args (@t966 @t25))
1.05/1.28	(step @p4383 :rule symm :premises (@p4382))
1.05/1.28	(step @p4384 :rule cong :premises (@p4383) :args ((not (>= @t25 @t966))))
1.05/1.28	(step @p4385 :rule arith-elim-gt :args (@t966 @t25))
1.05/1.28	(step @p4386 :rule trans :premises (@p4385 @p4384))
1.05/1.28	(step @p4387 :rule trans :premises (@p4386 @p4381))
1.05/1.28	(step @p4388 :rule refl :args (@t399))
1.05/1.28	(step @p4389 :rule cong :premises (@p4388 @p4387 @p4374) :args (@t1075))
1.05/1.28	(step @p4390 :rule bool-double-not-elim :args (@t1065))
1.05/1.28	(step @p4391 :rule arith_poly_norm :args ((= (* -1 (- @t26 @t1070)) (* -1 (- @t1064 1)))))
1.05/1.28	(step @p4392 :rule arith_poly_norm_rel :premises (@p4391) :args ((= @t1076 @t1065)))
1.05/1.28	(step @p4393 :rule cong :premises (@p4392) :args ((not @t1076)))
1.05/1.28	(step @p4394 :rule arith-leq-norm :args (@t26 @t402))
1.05/1.28	(step @p4395 :rule trans :premises (@p4394 @p4393))
1.05/1.28	(step @p4396 :rule cong :premises (@p3354 @p4364) :args (@t1077))
1.05/1.28	(step @p4397 :rule trans :premises (@p4396 @p4395))
1.05/1.28	(step @p4398 :rule cong :premises (@p4397) :args ((not @t1077)))
1.05/1.28	(step @p4399 :rule trans :premises (@p4398 @p4390))
1.05/1.28	(step @p4400 :rule arith-elim-leq :args (@t26 @t1072))
1.05/1.28	(step @p4401 :rule symm :premises (@p4400))
1.05/1.28	(step @p4402 :rule cong :premises (@p4401) :args ((not (>= @t1072 @t26))))
1.05/1.28	(step @p4403 :rule arith-elim-gt :args (@t26 @t1072))
1.05/1.28	(step @p4404 :rule trans :premises (@p4403 @p4402))
1.05/1.28	(step @p4405 :rule trans :premises (@p4404 @p4399))
1.05/1.28	(step @p4406 :rule arith_poly_norm :args ((= (* 1 (- @t25 @t26)) (* 1 (- @t608 0)))))
1.05/1.28	(step @p4407 :rule arith_poly_norm_rel :premises (@p4406) :args ((= @t1078 @t609)))
1.05/1.28	(step @p4408 :rule arith-elim-leq :args (@t26 @t25))
1.05/1.28	(step @p4409 :rule trans :premises (@p4408 @p4407))
1.05/1.28	(step @p4410 :rule cong :premises (@p4409) :args ((not (<= @t26 @t25))))
1.05/1.28	(step @p4411 :rule symm :premises (@p4408))
1.05/1.28	(step @p4412 :rule cong :premises (@p4411) :args ((not @t1078)))
1.05/1.28	(step @p4413 :rule arith-elim-gt :args (@t26 @t25))
1.05/1.28	(step @p4414 :rule trans :premises (@p4413 @p4412))
1.05/1.28	(step @p4415 :rule trans :premises (@p4414 @p4410))
1.05/1.28	(step @p4416 :rule cong :premises (@p4388 @p4415 @p4405) :args (@t1079))
1.05/1.28	(step @p4417 :rule cong :premises (@p3812 @p4416 @p4389) :args (@t1080))
1.05/1.28	(step @p4418 :rule ite-true-cond :args (@t1082 @t578))
1.05/1.28	(step @p4419 :rule arith_poly_norm :args ((= (* -1 (- -1 @t41)) (* -1 (- tptp.a 1)))))
1.05/1.28	(step @p4420 :rule arith_poly_norm_rel :premises (@p4419) :args ((= (>= -1 @t41) @t194)))
1.05/1.28	(step @p4421 :rule arith-elim-leq :args (@t41 -1))
1.05/1.28	(step @p4422 :rule trans :premises (@p4421 @p4420))
1.05/1.28	(step @p4423 :rule cong :premises (@p216 @p2210) :args (@t1083))
1.05/1.28	(step @p4424 :rule trans :premises (@p4423 @p4422))
1.05/1.28	(step @p4425 :rule cong :premises (@p4424) :args ((not @t1083)))
1.05/1.28	(step @p4426 :rule arith-elim-leq :args (@t115 @t659))
1.05/1.28	(step @p4427 :rule symm :premises (@p4426))
1.05/1.28	(step @p4428 :rule cong :premises (@p4427) :args ((not (>= @t659 @t115))))
1.05/1.28	(step @p4429 :rule arith-elim-gt :args (@t115 @t659))
1.05/1.28	(step @p4430 :rule trans :premises (@p4429 @p4428))
1.05/1.28	(step @p4431 :rule trans :premises (@p4430 @p4425))
1.05/1.28	(step @p4432 :rule arith_poly_norm :args ((= (* 1 (- 1 @t41)) (* 1 (- tptp.a -1)))))
1.05/1.28	(step @p4433 :rule arith_poly_norm_rel :premises (@p4432) :args ((= (>= 1 @t41) @t1081)))
1.05/1.28	(step @p4434 :rule arith-elim-leq :args (@t41 1))
1.05/1.28	(step @p4435 :rule trans :premises (@p4434 @p4433))
1.05/1.28	(step @p4436 :rule cong :premises (@p216 @p427) :args (@t1084))
1.05/1.28	(step @p4437 :rule trans :premises (@p4436 @p4435))
1.05/1.28	(step @p4438 :rule cong :premises (@p4437) :args ((not @t1084)))
1.05/1.28	(step @p4439 :rule arith-elim-leq :args (@t115 1))
1.05/1.28	(step @p4440 :rule symm :premises (@p4439))
1.05/1.28	(step @p4441 :rule cong :premises (@p4440) :args ((not (>= 1 @t115))))
1.05/1.28	(step @p4442 :rule arith-elim-gt :args (@t115 1))
1.05/1.28	(step @p4443 :rule trans :premises (@p4442 @p4441))
1.05/1.28	(step @p4444 :rule trans :premises (@p4443 @p4438))
1.05/1.28	(step @p4445 :rule cong :premises (@p2233 @p4444 @p4431) :args (@t1085))
1.05/1.28	(step @p4446 :rule trans :premises (@p4445 @p4418))
1.05/1.28	(step @p4447 :rule ite-true-cond :args (@t1086 @t370))
1.05/1.28	(step @p4448 :rule cong :premises (@p504 @p2020) :args (@t1087))
1.05/1.28	(step @p4449 :rule cong :premises (@p4448) :args ((not @t1087)))
1.05/1.28	(step @p4450 :rule arith-leq-norm :args (tptp.a -1))
1.05/1.28	(step @p4451 :rule trans :premises (@p4450 @p4449))
1.05/1.28	(step @p4452 :rule cong :premises (@p27 @p2210) :args (@t1088))
1.05/1.28	(step @p4453 :rule trans :premises (@p4452 @p4451))
1.05/1.28	(step @p4454 :rule cong :premises (@p4453) :args ((not @t1088)))
1.05/1.28	(step @p4455 :rule trans :premises (@p4454 @p1161))
1.05/1.28	(step @p4456 :rule arith-elim-leq :args (tptp.a @t659))
1.05/1.28	(step @p4457 :rule symm :premises (@p4456))
1.05/1.28	(step @p4458 :rule cong :premises (@p4457) :args ((not (>= @t659 tptp.a))))
1.05/1.28	(step @p4459 :rule arith-elim-gt :args (tptp.a @t659))
1.05/1.28	(step @p4460 :rule trans :premises (@p4459 @p4458))
1.05/1.28	(step @p4461 :rule trans :premises (@p4460 @p4455))
1.05/1.28	(step @p4462 :rule bool-double-not-elim :args (@t1086))
1.05/1.28	(step @p4463 :rule cong :premises (@p504 @p2253) :args (@t1089))
1.05/1.28	(step @p4464 :rule cong :premises (@p4463) :args ((not @t1089)))
1.05/1.28	(step @p4465 :rule arith-leq-norm :args (tptp.a 1))
1.05/1.28	(step @p4466 :rule trans :premises (@p4465 @p4464))
1.05/1.28	(step @p4467 :rule cong :premises (@p4466) :args ((not (<= tptp.a 1))))
1.05/1.28	(step @p4468 :rule trans :premises (@p4467 @p4462))
1.05/1.28	(step @p4469 :rule arith-elim-leq :args (tptp.a 1))
1.05/1.28	(step @p4470 :rule symm :premises (@p4469))
1.05/1.28	(step @p4471 :rule cong :premises (@p4470) :args ((not (>= 1 tptp.a))))
1.05/1.28	(step @p4472 :rule arith-elim-gt :args (tptp.a 1))
1.05/1.28	(step @p4473 :rule trans :premises (@p4472 @p4471))
1.05/1.28	(step @p4474 :rule trans :premises (@p4473 @p4468))
1.05/1.28	(step @p4475 :rule cong :premises (@p2233 @p4474 @p4461) :args (@t1090))
1.05/1.28	(step @p4476 :rule trans :premises (@p4475 @p4447))
1.05/1.28	(step @p4477 :rule cong :premises (@p2174 @p4476 @p4446) :args (@t1091))
1.05/1.28	(step @p4478 :rule nary_cong :premises (@p4477 @p3814 @p2204) :args (@t1092))
1.05/1.28	(step @p4479 :rule cong :premises (@p4478 @p4417) :args ((=> @t1092 @t1080)))
1.05/1.28	(assume-push @p7884 @t1091)
1.05/1.28	(assume-push @p7885 @t850)
1.05/1.28	(assume-push @p7886 @t240)
1.05/1.28	(step @p4483 :rule arith-abs-int-gt :args (@t26 @t25))
1.05/1.28	(step @p4484 :rule arith_poly_norm :args ((= (* 1 (- @t1094 @t1093)) (* 1 (- @t1095 0)))))
1.05/1.28	(step @p4485 :rule arith_poly_norm_rel :premises (@p4484) :args ((= @t1096 (>= @t1095 0))))
1.05/1.28	(step @p4486 :rule arith-elim-leq :args (@t1093 @t1094))
1.05/1.28	(step @p4487 :rule trans :premises (@p4486 @p4485))
1.05/1.28	(step @p4488 :rule cong :premises (@p4487) :args ((not (<= @t1093 @t1094))))
1.05/1.28	(step @p4489 :rule symm :premises (@p4486))
1.05/1.28	(step @p4490 :rule cong :premises (@p4489) :args ((not @t1096)))
1.05/1.28	(step @p4491 :rule arith-elim-gt :args (@t1093 @t1094))
1.05/1.28	(step @p4492 :rule trans :premises (@p4491 @p4490))
1.05/1.28	(step @p4493 :rule trans :premises (@p4492 @p4488))
1.05/1.28	(step @p4494 :rule symm :premises (@p4493))
1.05/1.28	(step @p4495 :rule arith_poly_norm :args ((= @t1097 @t25)))
1.05/1.28	(step @p4496 :rule cong :premises (@p4495) :args (@t1098))
1.05/1.28	(step @p4497 :rule refl :args (@t1093))
1.05/1.28	(step @p4498 :rule cong :premises (@p4497 @p4496) :args (@t1099))
1.05/1.28	(step @p4499 :rule trans :premises (@p4498 @p4487))
1.05/1.28	(step @p4500 :rule cong :premises (@p4499) :args ((not @t1099)))
1.05/1.28	(step @p4501 :rule arith-elim-leq :args (@t1093 @t1098))
1.05/1.28	(step @p4502 :rule symm :premises (@p4501))
1.05/1.28	(step @p4503 :rule cong :premises (@p4502) :args ((not (>= @t1098 @t1093))))
1.05/1.28	(step @p4504 :rule arith-elim-gt :args (@t1093 @t1098))
1.05/1.28	(step @p4505 :rule trans :premises (@p4504 @p4503))
1.05/1.28	(step @p4506 :rule trans :premises (@p4505 @p4500))
1.05/1.28	(step @p4507 :rule trans :premises (@p4506 @p4494))
1.05/1.28	(step @p4508 :rule refl :args (@t1094))
1.05/1.28	(step @p4509 :rule and_intro :premises (@p4508 @p7885))
1.05/1.28	(step @p4510 :rule arith-abs-int-gt :args (tptp.a 1))
1.05/1.28	(step @p4511 :rule symm :premises (@p4510))
1.05/1.28	(step @p4512 :rule eq_resolve :premises (@p7884 @p4511))
1.05/1.28	(step @p4513 :rule arith_mult_abs_comparison :premises (@p4512 @p4509))
1.05/1.28	(step @p4514 :rule eq_resolve :premises (@p4513 @p4507))
1.05/1.28	(step @p4515 :rule eq_resolve :premises (@p4514 @p4483))
1.05/1.28	(step-pop @p7886 :rule scope :premises (@p4515))
1.05/1.28	(step-pop @p7887 :rule scope :premises (@p7886))
1.05/1.28	(step-pop @p7888 :rule scope :premises (@p7887))
1.05/1.28	(step @p4516 :rule process_scope :premises (@p7888) :args (@t1080))
1.05/1.28	(step @p4520 :rule eq_resolve :premises (@p4516 @p4479))
1.05/1.28	(step @p4521 :rule implies_elim :premises (@p4520))
1.05/1.28	(step @p4522 :rule reordering :premises (@p4521) :args ((or @t1069 (not @t1101))))
1.05/1.28	(step @p4523 :rule refl :args (@t1102))
1.05/1.28	(step @p4524 :rule refl :args (@t1101))
1.05/1.28	(step @p4525 :rule nary_cong :premises (@p4524 @p4523 @p3741 @p696) :args ((or @t1101 @t1102 @t957 @t251)))
1.05/1.28	(step @p4526 :rule cnf_and_neg :args (@t1101))
1.05/1.28	(step @p4527 :rule eq_resolve :premises (@p4526 @p4525))
1.05/1.28	(step @p4528 :rule reordering :premises (@p4527) :args ((or @t238 @t1102 @t849 @t1101)))
1.05/1.28	(step @p4529 :rule cnf_ite_neg1 :args (@t1100))
1.05/1.28	(step @p4530 :rule reordering :premises (@p4529) :args ((or @t371 @t1103 @t1100)))
1.05/1.28	(step @p4531 :rule nary_cong :premises (@p3021 @p1225 @p4462) :args ((or @t284 @t54 (not @t1103))))
1.05/1.28	(assume-push @p7890 @t283)
1.05/1.28	(assume-push @p7891 @t50)
1.05/1.28	(assume-push @p7892 @t1103)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p4535 :rule evaluate :args ((+ 2 -1 -1)))
1.05/1.28	(step @p145 :rule evaluate :args (@t91))
1.05/1.28	(step @p4536 :rule refl :args (2))
1.05/1.28	(step @p4537 :rule nary_cong :premises (@p4536 @p145 @p145) :args (@t1104))
1.05/1.28	(step @p4538 :rule trans :premises (@p4537 @p4535))
1.05/1.28	(step @p2762 :rule arith_poly_norm :args (@t752))
1.05/1.28	(step @p2763 :rule arith_poly_norm :args (@t753))
1.05/1.28	(step @p2764 :rule refl :args (@t17))
1.05/1.28	(step @p2765 :rule nary_cong :premises (@p27 @p2764 @p2763) :args (@t754))
1.05/1.28	(step @p2766 :rule trans :premises (@p2765 @p2762))
1.05/1.28	(step @p4539 :rule cong :premises (@p2766 @p4538) :args (@t1105))
1.05/1.28	(step @p4540 :rule trans :premises (@p4539 @p59))
1.05/1.28	(step @p4541 :rule cong :premises (@p4540) :args ((not @t1105)))
1.05/1.28	(step @p4542 :rule trans :premises (@p4541 @p58))
1.05/1.28	(step @p4543 :rule arith-elim-lt :args (@t754 @t1104))
1.05/1.28	(step @p4544 :rule trans :premises (@p4543 @p4542))
1.05/1.28	(step @p1239 :rule arith_mult_neg :args (-1 @t50))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p4545 :rule and_intro :premises (@p87 @p7891))
1.05/1.28	(step @p4546 :rule modus_ponens :premises (@p4545 @p1239))
1.05/1.28	(step @p2773 :rule arith_mult_neg :args (-1 @t283))
1.05/1.28	(step @p4547 :rule and_intro :premises (@p87 @p7890))
1.05/1.28	(step @p4548 :rule modus_ponens :premises (@p4547 @p2773))
1.05/1.28	(step @p4549 :rule arith-elim-lt :args (tptp.a 2))
1.05/1.28	(step @p4550 :rule symm :premises (@p4549))
1.05/1.28	(step @p4551 :rule eq_resolve :premises (@p7892 @p4550))
1.05/1.28	(step @p4552 :rule arith_sum_ub :premises (@p4551 @p4548 @p4546))
1.05/1.28	(step @p4553 false :rule eq_resolve :premises (@p4552 @p4544))
1.05/1.28	(step-pop @p7892 :rule scope :premises (@p4553))
1.05/1.28	(step-pop @p7893 :rule scope :premises (@p7892))
1.05/1.28	(step-pop @p7894 :rule scope :premises (@p7893))
1.05/1.28	(step @p4554 :rule process_scope :premises (@p7894) :args (false))
1.05/1.28	(step @p4558 :rule not_and :premises (@p4554))
1.05/1.28	(step @p4559 :rule eq_resolve :premises (@p4558 @p4531))
1.05/1.28	(step @p4560 :rule reordering :premises (@p4559) :args ((or @t284 @t1086 @t54)))
1.05/1.28	(step @p4561 :rule bool-double-not-elim :args (@t1106))
1.05/1.28	(step @p4562 :rule nary_cong :premises (@p1910 @p4561 @p3022 @p52) :args ((or @t578 (not @t1107) @t789 @t55)))
1.05/1.28	(assume-push @p7896 @t194)
1.05/1.28	(assume-push @p7897 @t1107)
1.05/1.28	(assume-push @p7898 @t788)
1.05/1.28	(assume-push @p7899 @t54)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p4567 :rule evaluate :args ((+ 1 -2 1)))
1.05/1.28	(step @p3500 :rule evaluate :args (@t897))
1.05/1.28	(step @p4568 :rule nary_cong :premises (@p427 @p3500 @p427) :args (@t1108))
1.05/1.28	(step @p4569 :rule trans :premises (@p4568 @p4567))
1.05/1.28	(step @p1176 :rule arith_poly_norm :args (@t377))
1.05/1.28	(step @p2629 :rule arith_poly_norm :args (@t736))
1.05/1.28	(step @p2630 :rule trans :premises (@p2629 @p1176))
1.05/1.28	(step @p4570 :rule cong :premises (@p2630 @p4569) :args (@t1109))
1.05/1.28	(step @p4571 :rule trans :premises (@p4570 @p59))
1.05/1.28	(step @p4572 :rule cong :premises (@p4571) :args ((not @t1109)))
1.05/1.28	(step @p4573 :rule trans :premises (@p4572 @p58))
1.05/1.28	(step @p4574 :rule arith-elim-lt :args (@t735 @t1108))
1.05/1.28	(step @p4575 :rule trans :premises (@p4574 @p4573))
1.05/1.28	(step @p3028 :rule arith-elim-lt :args (tptp.b 2))
1.05/1.28	(step @p3029 :rule symm :premises (@p3028))
1.05/1.28	(step @p4576 :rule eq_resolve :premises (@p7898 @p3029))
1.05/1.28	(step @p4577 :rule int_tight_ub :premises (@p4576))
1.05/1.28	(step @p4578 :rule arith_mult_neg :args (-1 @t1086))
1.05/1.28	(step @p4579 :rule arith_trichotomy :premises (@p7896 @p7897))
1.05/1.28	(step @p4580 :rule int_tight_lb :premises (@p4579))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p4581 :rule and_intro :premises (@p87 @p4580))
1.05/1.28	(step @p4582 :rule modus_ponens :premises (@p4581 @p4578))
1.05/1.28	(step @p77 :rule arith-elim-lt :args (@t18 1))
1.05/1.28	(step @p78 :rule symm :premises (@p77))
1.05/1.28	(step @p4583 :rule eq_resolve :premises (@p7899 @p78))
1.05/1.28	(step @p4584 :rule arith_sum_ub :premises (@p4583 @p4582 @p4577))
1.05/1.28	(step @p4585 false :rule eq_resolve :premises (@p4584 @p4575))
1.05/1.28	(step-pop @p7899 :rule scope :premises (@p4585))
1.05/1.28	(step-pop @p7900 :rule scope :premises (@p7899))
1.05/1.28	(step-pop @p7901 :rule scope :premises (@p7900))
1.05/1.28	(step-pop @p7902 :rule scope :premises (@p7901))
1.05/1.28	(step @p4586 :rule process_scope :premises (@p7902) :args (false))
1.05/1.28	(step @p4591 :rule not_and :premises (@p4586))
1.05/1.28	(step @p4592 :rule eq_resolve :premises (@p4591 @p4562))
1.05/1.28	(step @p4593 :rule arith_poly_norm :args ((= (* 1 (- @t11 tptp.d)) (* -1 @t1110))))
1.05/1.28	(step @p4594 :rule arith_poly_norm_rel :premises (@p4593) :args ((= @t1112 @t1111)))
1.05/1.28	(step @p4595 :rule refl :args (@t1106))
1.05/1.28	(step @p4596 :rule cong :premises (@p4595 @p4594) :args ((=> @t1106 @t1112)))
1.05/1.28	(assume-push @p7904 @t1106)
1.05/1.28	(step @p4236 :rule eq-refl :args (tptp.d))
1.05/1.28	(step @p4237 :rule arith_poly_norm :args (@t1053))
1.05/1.28	(step @p4238 :rule cong :premises (@p4237 @p197) :args (@t1053))
1.05/1.28	(step @p4239 :rule trans :premises (@p4238 @p4236))
1.05/1.28	(step @p4598 :rule nary_cong :premises (@p7904 @p197) :args (@t11))
1.05/1.28	(step @p4599 :rule cong :premises (@p4598 @p197) :args (@t1112))
1.05/1.28	(step @p4600 :rule trans :premises (@p4599 @p4239))
1.05/1.28	(step @p4601 :rule true_elim :premises (@p4600))
1.05/1.28	(step-pop @p7904 :rule scope :premises (@p4601))
1.05/1.28	(step @p4602 :rule process_scope :premises (@p7904) :args (@t1112))
1.05/1.28	(step @p4604 :rule eq_resolve :premises (@p4602 @p4596))
1.05/1.28	(step @p4605 :rule implies_elim :premises (@p4604))
1.05/1.28	(step @p4606 :rule arith_poly_norm :args ((= (* 1 (- @t13 tptp.c)) (* -1 (- tptp.c @t13)))))
1.05/1.28	(step @p4607 :rule arith_poly_norm_rel :premises (@p4606) :args ((= @t1114 @t1113)))
1.05/1.28	(step @p4608 :rule cong :premises (@p4595 @p4607) :args ((=> @t1106 @t1114)))
1.05/1.28	(assume-push @p7906 @t1106)
1.05/1.28	(step @p3009 :rule eq-refl :args (tptp.c))
1.05/1.28	(step @p3010 :rule arith_poly_norm :args (@t786))
1.05/1.28	(step @p3011 :rule cong :premises (@p3010 @p644) :args (@t786))
1.05/1.28	(step @p3012 :rule trans :premises (@p3011 @p3009))
1.05/1.28	(step @p4610 :rule nary_cong :premises (@p7906 @p644) :args (@t13))
1.05/1.28	(step @p4611 :rule cong :premises (@p4610 @p644) :args (@t1114))
1.05/1.28	(step @p4612 :rule trans :premises (@p4611 @p3012))
1.05/1.28	(step @p4613 :rule true_elim :premises (@p4612))
1.05/1.28	(step-pop @p7906 :rule scope :premises (@p4613))
1.05/1.28	(step @p4614 :rule process_scope :premises (@p7906) :args (@t1114))
1.05/1.28	(step @p4616 :rule eq_resolve :premises (@p4614 @p4608))
1.05/1.28	(step @p4617 :rule implies_elim :premises (@p4616))
1.05/1.28	(step @p4618 :rule refl :args (@t1115))
1.05/1.28	(step @p4619 :rule bool-double-not-elim :args (@t1117))
1.05/1.28	(step @p4620 :rule nary_cong :premises (@p4619 @p4618) :args ((or (not @t1118) @t1115)))
1.05/1.28	(assume-push @p7908 @t1111)
1.05/1.28	(assume-push @p7909 @t1118)
1.05/1.28	(assume-push @p7910 @t1119)
1.05/1.28	(step @p143 :rule evaluate :args (@t89))
1.05/1.28	(step @p579 :rule evaluate :args (@t227))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p580 :rule nary_cong :premises (@p61 @p307) :args (@t228))
1.05/1.28	(step @p581 :rule trans :premises (@p580 @p579))
1.05/1.28	(step @p386 :rule evaluate :args (@t166))
1.05/1.28	(step @p1318 :rule arith_poly_norm :args (@t407))
1.05/1.28	(step @p1046 :rule arith_poly_norm :args (@t349))
1.05/1.28	(step @p4624 :rule nary_cong :premises (@p1046 @p1318) :args (@t1120))
1.05/1.28	(step @p4625 :rule trans :premises (@p4624 @p386))
1.05/1.28	(step @p4626 :rule arith_poly_norm :args ((= @t1122 @t1120)))
1.05/1.28	(step @p4627 :rule trans :premises (@p4626 @p4625))
1.05/1.28	(step @p4628 :rule cong :premises (@p4627 @p581) :args ((<= @t1122 @t228)))
1.05/1.28	(step @p4629 :rule trans :premises (@p4628 @p143))
1.05/1.28	(step @p4630 :rule arith-elim-lt :args (@t1116 0))
1.05/1.28	(step @p4631 :rule symm :premises (@p4630))
1.05/1.28	(step @p4632 :rule eq_resolve :premises (@p7909 @p4631))
1.05/1.28	(step @p4633 :rule int_tight_ub :premises (@p4632))
1.05/1.28	(step @p4634 :rule arith_mult_neg :args (-1 @t1119))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p4635 :rule and_intro :premises (@p87 @p7910))
1.05/1.28	(step @p4636 :rule modus_ponens :premises (@p4635 @p4634))
1.05/1.28	(step @p4637 :rule arith_sum_ub :premises (@p4636 @p4633))
1.05/1.28	(step @p4638 false :rule eq_resolve :premises (@p4637 @p4629))
1.05/1.28	(step-pop @p7910 :rule scope :premises (@p4638))
1.05/1.28	(step @p4639 :rule process_scope :premises (@p7910) :args (false))
1.05/1.28	(step @p4641 :rule arith_poly_norm :args ((= (* 1 (- @t1116 0)) (* 1 @t1110))))
1.05/1.28	(step @p4642 :rule arith_poly_norm_rel :premises (@p4641) :args ((= @t1119 @t1111)))
1.05/1.28	(step @p4643 :rule symm :premises (@p4642))
1.05/1.28	(step @p4644 :rule eq_resolve :premises (@p7908 @p4643))
1.05/1.28	(step @p4645 false :rule contra :premises (@p4644 @p4639))
1.05/1.28	(step-pop @p7911 :rule scope :premises (@p4645))
1.05/1.28	(step-pop @p7912 :rule scope :premises (@p7911))
1.05/1.28	(step @p4646 :rule process_scope :premises (@p7912) :args (false))
1.05/1.28	(assume-push @p7914 @t1118)
1.05/1.28	(assume-push @p7915 @t1111)
1.05/1.28	(step @p4651 :rule and_intro :premises (@p7915 @p7914))
1.05/1.28	(step-pop @p7915 :rule scope :premises (@p4651))
1.05/1.28	(step-pop @p7916 :rule scope :premises (@p7915))
1.05/1.28	(step @p4652 :rule process_scope :premises (@p7916) :args (@t1123))
1.05/1.28	(step @p4655 :rule implies_elim :premises (@p4652))
1.05/1.28	(step @p4656 :rule resolution :premises (@p4655 @p4646) :args (true @t1123))
1.05/1.28	(step @p4657 :rule not_and :premises (@p4656))
1.05/1.28	(step @p4658 :rule eq_resolve :premises (@p4657 @p4620))
1.05/1.28	(step @p4659 :rule refl :args (@t1124))
1.05/1.28	(step @p4660 :rule bool-double-not-elim :args (@t110))
1.05/1.28	(step @p4661 :rule nary_cong :premises (@p4660 @p2944 @p4659) :args ((or (not @t138) @t776 @t1124)))
1.05/1.28	(assume-push @p7918 @t775)
1.05/1.28	(assume-push @p7919 @t1113)
1.05/1.28	(assume-push @p7920 @t138)
1.05/1.28	(step @p4665 :rule evaluate :args ((= false true)))
1.05/1.28	(step @p4666 :rule symm :premises (@p7919))
1.05/1.28	(step @p4667 :rule trans :premises (@p4666 @p7918))
1.05/1.28	(step @p4668 :rule true_intro :premises (@p4667))
1.05/1.28	(step @p4669 :rule false_intro :premises (@p7920))
1.05/1.28	(step @p4670 :rule symm :premises (@p4669))
1.05/1.28	(step @p4671 :rule trans :premises (@p4670 @p4668))
1.05/1.28	(step @p4672 false :rule eq_resolve :premises (@p4671 @p4665))
1.05/1.28	(step-pop @p7920 :rule scope :premises (@p4672))
1.05/1.28	(step-pop @p7921 :rule scope :premises (@p7920))
1.05/1.28	(step-pop @p7922 :rule scope :premises (@p7921))
1.05/1.28	(step @p4673 :rule process_scope :premises (@p7922) :args (false))
1.05/1.28	(assume-push @p7924 @t138)
1.05/1.28	(assume-push @p7925 @t775)
1.05/1.28	(assume-push @p7926 @t1113)
1.05/1.28	(step @p4680 :rule and_intro :premises (@p7925 @p7926 @p7924))
1.05/1.28	(step-pop @p7926 :rule scope :premises (@p4680))
1.05/1.28	(step-pop @p7927 :rule scope :premises (@p7926))
1.05/1.28	(step-pop @p7928 :rule scope :premises (@p7927))
1.05/1.28	(step @p4681 :rule process_scope :premises (@p7928) :args (@t1125))
1.05/1.28	(step @p4685 :rule implies_elim :premises (@p4681))
1.05/1.28	(step @p4686 :rule resolution :premises (@p4685 @p4673) :args (true @t1125))
1.05/1.28	(step @p4687 :rule not_and :premises (@p4686))
1.05/1.28	(step @p4688 :rule eq_resolve :premises (@p4687 @p4661))
1.05/1.28	(step @p4689 :rule refl :args (@t1118))
1.05/1.28	(step @p4690 :rule nary_cong :premises (@p35 @p4689 @p3138 @p299) :args ((or @t31 @t1118 @t823 @t138)))
1.05/1.28	(assume-push @p7930 @t1117)
1.05/1.28	(assume-push @p7931 @t30)
1.05/1.28	(assume-push @p7932 @t822)
1.05/1.28	(assume-push @p7933 @t110)
1.05/1.28	(assume-push @p7934 @t152)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p4696 :rule evaluate :args ((+ 0 1 -1 0)))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p4697 :rule nary_cong :premises (@p61 @p427 @p307 @p61) :args (@t1126))
1.05/1.28	(step @p4698 :rule trans :premises (@p4697 @p4696))
1.05/1.28	(step @p4699 :rule arith_poly_norm :args ((= (+ @t299 0 0 @t8 0 0) 0)))
1.05/1.28	(step @p1318 :rule arith_poly_norm :args (@t407))
1.05/1.28	(step @p311 :rule arith_poly_norm :args (@t143))
1.05/1.28	(step @p1046 :rule arith_poly_norm :args (@t349))
1.05/1.28	(step @p312 :rule arith_poly_norm :args (@t145))
1.05/1.28	(step @p4700 :rule nary_cong :premises (@p1018 @p312 @p1046 @p18 @p311 @p1318) :args (@t1127))
1.05/1.28	(step @p4701 :rule trans :premises (@p4700 @p4699))
1.05/1.28	(step @p4702 :rule arith_poly_norm :args ((= @t1128 @t1127)))
1.05/1.28	(step @p4703 :rule trans :premises (@p4702 @p4701))
1.05/1.28	(step @p4704 :rule cong :premises (@p4703 @p4698) :args (@t1129))
1.05/1.28	(step @p4705 :rule trans :premises (@p4704 @p59))
1.05/1.28	(step @p4706 :rule cong :premises (@p4705) :args ((not @t1129)))
1.05/1.28	(step @p4707 :rule trans :premises (@p4706 @p58))
1.05/1.28	(step @p4708 :rule arith-elim-lt :args (@t1128 @t1126))
1.05/1.28	(step @p4709 :rule trans :premises (@p4708 @p4707))
1.05/1.28	(step @p4710 :rule arith_mult_neg :args (-1 @t1117))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p4711 :rule and_intro :premises (@p87 @p7930))
1.05/1.28	(step @p4712 :rule modus_ponens :premises (@p4711 @p4710))
1.05/1.28	(step @p1883 :rule arith-elim-lt :args (@t14 0))
1.05/1.28	(step @p1884 :rule symm :premises (@p1883))
1.05/1.28	(step @p1885 :rule eq_resolve :premises (@p15 @p1884))
1.05/1.28	(step @p2593 :rule int_tight_ub :premises (@p1885))
1.05/1.28	(step @p3173 :rule arith-elim-lt :args (@t820 1))
1.05/1.28	(step @p3174 :rule symm :premises (@p3173))
1.05/1.28	(step @p4713 :rule eq_resolve :premises (@p7932 @p3174))
1.05/1.28	(step @p324 :rule arith_mult_neg :args (-1 @t152))
1.05/1.28	(step @p4714 :rule and_intro :premises (@p87 @p7934))
1.05/1.28	(step @p4715 :rule modus_ponens :premises (@p4714 @p324))
1.05/1.28	(step @p4716 :rule arith_sum_ub :premises (@p4715 @p4713 @p2593 @p4712))
1.05/1.28	(step @p4717 false :rule eq_resolve :premises (@p4716 @p4709))
1.05/1.28	(step-pop @p7934 :rule scope :premises (@p4717))
1.05/1.28	(step @p4718 :rule process_scope :premises (@p7934) :args (false))
1.05/1.28	(step @p325 :rule arith_poly_norm :args (@t153))
1.05/1.28	(step @p326 :rule arith_poly_norm_rel :premises (@p325) :args (@t154))
1.05/1.28	(step @p327 :rule symm :premises (@p326))
1.05/1.28	(step @p4720 :rule eq_resolve :premises (@p7933 @p327))
1.05/1.28	(step @p4721 false :rule contra :premises (@p4720 @p4718))
1.05/1.28	(step-pop @p7935 :rule scope :premises (@p4721))
1.05/1.28	(step-pop @p7936 :rule scope :premises (@p7935))
1.05/1.28	(step-pop @p7937 :rule scope :premises (@p7936))
1.05/1.28	(step-pop @p7938 :rule scope :premises (@p7937))
1.05/1.28	(step @p4722 :rule process_scope :premises (@p7938) :args (false))
1.05/1.28	(assume-push @p7940 @t30)
1.05/1.28	(assume-push @p7941 @t1117)
1.05/1.28	(assume-push @p7942 @t822)
1.05/1.28	(assume-push @p7943 @t110)
1.05/1.28	(step @p4731 :rule and_intro :premises (@p7941 @p15 @p7942 @p7943))
1.05/1.28	(step-pop @p7943 :rule scope :premises (@p4731))
1.05/1.28	(step-pop @p7944 :rule scope :premises (@p7943))
1.05/1.28	(step-pop @p7945 :rule scope :premises (@p7944))
1.05/1.28	(step-pop @p7946 :rule scope :premises (@p7945))
1.05/1.28	(step @p4732 :rule process_scope :premises (@p7946) :args (@t1130))
1.05/1.28	(step @p4737 :rule implies_elim :premises (@p4732))
1.05/1.28	(step @p4738 :rule resolution :premises (@p4737 @p4722) :args (true @t1130))
1.05/1.28	(step @p4739 :rule not_and :premises (@p4738))
1.05/1.28	(step @p4740 :rule eq_resolve :premises (@p4739 @p4690))
1.05/1.28	(step @p4741 :rule chain_resolution :premises (@p4740 @p15 @p4688 @p4658 @p4617 @p4605) :args (@t719 (@list @t19 @t110 @t1117 @t1113 @t1111)))
1.05/1.28	(step @p4742 :rule factoring :premises (@p4741))
1.05/1.28	(step @p4743 :rule chain_resolution :premises (@p4742 @p4592 @p4560 @p4530 @p4528 @p4522 @p4357 @p4355 @p1346 @p4353 @p42 @p1309) :args ((@list false true true true true true true false false true false) (@list @t1106 @t50 @t1086 @t1100 @t1101 @t1069 @t1066 @t399 @t609 @t28 @t397)))
1.05/1.28	(step @p4744 :rule factoring :premises (@p4743))
1.05/1.28	(step @p4745 :rule chain_resolution :premises (@p4744 @p4273 @p3020 @p4247) :args (@t703 (@list @t821 @t775 @t1051)))
1.05/1.28	(step @p4746 :rule factoring :premises (@p4745))
1.05/1.28	(step @p4747 :rule chain_resolution :premises (@p4746 @p3045 @p3461 @p3433 @p3400 @p3324) :args ((@list false false false false true) (@list @t785 @t877 @t873 @t872 @t849)))
1.05/1.28	(step @p4748 :rule factoring :premises (@p4747))
1.05/1.28	(step @p4749 :rule chain_resolution :premises (@p4748 @p3306 @p1309 @p3269 @p1942 @p2472 @p1924 @p1917 @p1309 @p2477 @p1915) :args ((@list false false false false true true false false false false) (@list @t843 @t397 @t468 @t586 @t203 @t582 @t580 @t397 @t706 @t579)))
1.05/1.28	(step @p4750 :rule factoring :premises (@p4749))
1.05/1.28	(step @p4751 :rule chain_resolution :premises (@p4750 @p2841 @p2822) :args (@t701 (@list @t238 @t370)))
1.05/1.28	(step @p4752 :rule factoring :premises (@p4751))
1.05/1.28	(step @p4753 :rule chain_resolution :premises (@p4752 @p2790 @p106 @p788 @p733 @p4231 @p2729) :args ((@list false false true false true false) (@list @t194 @t78 @t257 @t255 @t787 @t283)))
1.05/1.28	(step @p4754 :rule factoring :premises (@p4753))
1.05/1.28	(assume-push @p7948 @t249)
1.05/1.28	(step @p193 :rule evaluate :args (@t100))
1.05/1.28	(step @p4756 :rule arith_poly_norm :args (@t1131))
1.05/1.28	(step @p4757 :rule cong :premises (@p4756 @p11) :args (@t1131))
1.05/1.28	(step @p4758 :rule trans :premises (@p4757 @p193))
1.05/1.28	(step @p4759 :rule nary_cong :premises (@p7948 @p197) :args (@t8))
1.05/1.28	(step @p4760 :rule cong :premises (@p4759 @p11) :args (@t1132))
1.05/1.28	(step @p4761 :rule trans :premises (@p4760 @p4758))
1.05/1.28	(step @p4762 :rule true_elim :premises (@p4761))
1.05/1.28	(step-pop @p7948 :rule scope :premises (@p4762))
1.05/1.28	(step @p4763 :rule process_scope :premises (@p7948) :args (@t1132))
1.05/1.28	(step @p4765 :rule implies_elim :premises (@p4763))
1.05/1.28	(assume-push @p7950 @t249)
1.05/1.28	(step @p193 :rule evaluate :args (@t100))
1.05/1.28	(step @p641 :rule arith_poly_norm :args (@t239))
1.05/1.28	(step @p642 :rule cong :premises (@p641 @p11) :args (@t239))
1.05/1.28	(step @p643 :rule trans :premises (@p642 @p193))
1.05/1.28	(step @p4767 :rule nary_cong :premises (@p7950 @p644) :args (@t9))
1.05/1.28	(step @p4768 :rule cong :premises (@p4767 @p11) :args (@t1133))
1.05/1.28	(step @p4769 :rule trans :premises (@p4768 @p643))
1.05/1.28	(step @p4770 :rule true_elim :premises (@p4769))
1.05/1.28	(step-pop @p7950 :rule scope :premises (@p4770))
1.05/1.28	(step @p4771 :rule process_scope :premises (@p7950) :args (@t1133))
1.05/1.28	(step @p4773 :rule implies_elim :premises (@p4771))
1.05/1.28	(assume-push @p7952 @t1132)
1.05/1.28	(assume-push @p7953 @t1133)
1.05/1.28	(assume-push @p7954 @t1132)
1.05/1.28	(assume-push @p7955 @t1133)
1.05/1.28	(step @p4778 :rule symm :premises (@p7952))
1.05/1.28	(step @p4779 :rule trans :premises (@p7953 @p4778))
1.05/1.28	(step-pop @p7955 :rule scope :premises (@p4779))
1.05/1.28	(step-pop @p7956 :rule scope :premises (@p7955))
1.05/1.28	(step @p4780 :rule process_scope :premises (@p7956) :args (@t551))
1.05/1.28	(step @p4783 :rule and_intro :premises (@p7952 @p7953))
1.05/1.28	(step @p4784 :rule modus_ponens :premises (@p4783 @p4780))
1.05/1.28	(step-pop @p7957 :rule scope :premises (@p4784))
1.05/1.28	(step-pop @p7958 :rule scope :premises (@p7957))
1.05/1.28	(step @p4785 :rule process_scope :premises (@p7958) :args (@t551))
1.05/1.28	(step @p4788 :rule implies_elim :premises (@p4785))
1.05/1.28	(step @p4789 :rule cnf_and_neg :args (@t1134))
1.05/1.28	(step @p4790 :rule resolution :premises (@p4789 @p4788) :args (true @t1134))
1.05/1.28	(step @p4791 :rule reordering :premises (@p4790) :args ((or @t551 (not @t1132) @t1135)))
1.05/1.28	(step @p4792 :rule nary_cong :premises (@p108 @p695 @p1161) :args ((or @t81 @t250 @t373)))
1.05/1.28	(assume-push @p7960 @t78)
1.05/1.28	(assume-push @p7961 @t249)
1.05/1.28	(assume-push @p7962 @t371)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p60 :rule evaluate :args (@t58))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p4796 :rule nary_cong :premises (@p11 @p61 @p61) :args (@t1136))
1.05/1.28	(step @p4797 :rule trans :premises (@p4796 @p60))
1.05/1.28	(step @p4798 :rule arith_poly_norm :args (@t1137))
1.05/1.28	(step @p2764 :rule refl :args (@t17))
1.05/1.28	(step @p2763 :rule arith_poly_norm :args (@t753))
1.05/1.28	(step @p4799 :rule nary_cong :premises (@p27 @p2763 @p2764) :args (@t1138))
1.05/1.28	(step @p4800 :rule trans :premises (@p4799 @p4798))
1.05/1.28	(step @p4801 :rule cong :premises (@p4800 @p4797) :args (@t1139))
1.05/1.28	(step @p4802 :rule trans :premises (@p4801 @p59))
1.05/1.28	(step @p4803 :rule cong :premises (@p4802) :args ((not @t1139)))
1.05/1.28	(step @p4804 :rule trans :premises (@p4803 @p58))
1.05/1.28	(step @p4805 :rule arith-elim-lt :args (@t1138 @t1136))
1.05/1.28	(step @p4806 :rule trans :premises (@p4805 @p4804))
1.05/1.28	(step @p4807 :rule arith_mult_neg :args (-1 @t249))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p4808 :rule and_intro :premises (@p87 @p7961))
1.05/1.28	(step @p4809 :rule modus_ponens :premises (@p4808 @p4807))
1.05/1.28	(step @p157 :rule arith_mult_neg :args (-1 @t78))
1.05/1.28	(step @p158 :rule and_intro :premises (@p87 @p106))
1.05/1.28	(step @p159 :rule modus_ponens :premises (@p158 @p157))
1.05/1.28	(step @p2806 :rule symm :premises (@p1154))
1.05/1.28	(step @p4810 :rule eq_resolve :premises (@p7962 @p2806))
1.05/1.28	(step @p4811 :rule arith_sum_ub :premises (@p4810 @p159 @p4809))
1.05/1.28	(step @p4812 false :rule eq_resolve :premises (@p4811 @p4806))
1.05/1.28	(step-pop @p7962 :rule scope :premises (@p4812))
1.05/1.28	(step-pop @p7963 :rule scope :premises (@p7962))
1.05/1.28	(step-pop @p7964 :rule scope :premises (@p7963))
1.05/1.28	(step @p4813 :rule process_scope :premises (@p7964) :args (false))
1.05/1.28	(step @p4817 :rule not_and :premises (@p4813))
1.05/1.28	(step @p4818 :rule eq_resolve :premises (@p4817 @p4792))
1.05/1.28	(step @p4819 :rule reordering :premises (@p4818) :args ((or @t81 @t370 @t250)))
1.05/1.28	(step @p4820 :rule nary_cong :premises (@p1865 @p35 @p1167 @p3576) :args ((or @t562 @t31 @t371 @t916)))
1.05/1.28	(assume-push @p7966 @t551)
1.05/1.28	(assume-push @p7967 @t30)
1.05/1.28	(assume-push @p7968 @t370)
1.05/1.28	(assume-push @p7969 @t893)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p4825 :rule evaluate :args ((+ 1 0 -1 0)))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p4826 :rule nary_cong :premises (@p427 @p11 @p307 @p61) :args (@t1140))
1.05/1.28	(step @p4827 :rule trans :premises (@p4826 @p4825))
1.05/1.28	(step @p4828 :rule arith_poly_norm :args ((= @t1141 0)))
1.05/1.28	(step @p4829 :rule arith_poly_norm :args ((= @t1142 @t1141)))
1.05/1.28	(step @p4830 :rule trans :premises (@p4829 @p4828))
1.05/1.28	(step @p4831 :rule cong :premises (@p4830 @p4827) :args (@t1143))
1.05/1.28	(step @p4832 :rule trans :premises (@p4831 @p59))
1.05/1.28	(step @p4833 :rule cong :premises (@p4832) :args ((not @t1143)))
1.05/1.28	(step @p4834 :rule trans :premises (@p4833 @p58))
1.05/1.28	(step @p4835 :rule arith-elim-lt :args (@t1142 @t1140))
1.05/1.28	(step @p4836 :rule trans :premises (@p4835 @p4834))
1.05/1.28	(step @p1971 :rule arith_mult_neg :args (-1 @t370))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p4837 :rule and_intro :premises (@p87 @p7968))
1.05/1.28	(step @p4838 :rule modus_ponens :premises (@p4837 @p1971))
1.05/1.28	(step @p1883 :rule arith-elim-lt :args (@t14 0))
1.05/1.28	(step @p1884 :rule symm :premises (@p1883))
1.05/1.28	(step @p1885 :rule eq_resolve :premises (@p15 @p1884))
1.05/1.28	(step @p2593 :rule int_tight_ub :premises (@p1885))
1.05/1.28	(step @p1897 :rule arith_poly_norm :args (@t576))
1.05/1.28	(step @p1898 :rule arith_poly_norm_rel :premises (@p1897) :args (@t577))
1.05/1.28	(step @p1899 :rule symm :premises (@p1898))
1.05/1.28	(step @p4839 :rule eq_resolve :premises (@p7966 @p1899))
1.05/1.28	(step @p3597 :rule arith-elim-lt :args (@t882 1))
1.05/1.28	(step @p3598 :rule symm :premises (@p3597))
1.05/1.28	(step @p4840 :rule eq_resolve :premises (@p7969 @p3598))
1.05/1.28	(step @p4841 :rule arith_sum_ub :premises (@p4840 @p4839 @p2593 @p4838))
1.05/1.28	(step @p4842 false :rule eq_resolve :premises (@p4841 @p4836))
1.05/1.28	(step-pop @p7969 :rule scope :premises (@p4842))
1.05/1.28	(step-pop @p7970 :rule scope :premises (@p7969))
1.05/1.28	(step-pop @p7971 :rule scope :premises (@p7970))
1.05/1.28	(step-pop @p7972 :rule scope :premises (@p7971))
1.05/1.28	(step @p4843 :rule process_scope :premises (@p7972) :args (false))
1.05/1.28	(step @p4848 :rule not_and :premises (@p4843))
1.05/1.28	(step @p4849 :rule eq_resolve :premises (@p4848 @p4820))
1.05/1.28	(step @p4850 :rule reordering :premises (@p4849) :args ((or @t19 @t371 @t562 @t892)))
1.05/1.28	(step @p4851 :rule chain_resolution :premises (@p346 @p344 @p296 @p50 @p106 @p2611 @p15 @p277 @p50 @p236) :args (@t730 @t731))
1.05/1.28	(step @p4852 :rule factoring :premises (@p4851))
1.05/1.28	(step @p4853 :rule chain_resolution :premises (@p4852 @p204 @p191 @p190 @p50 @p106 @p132 @p106 @p101 @p50) :args (@t732 @t733))
1.05/1.28	(step @p4854 :rule factoring :premises (@p4853))
1.05/1.28	(step @p4855 :rule chain_resolution :premises (@p4854 @p2568 @p1773 @p1775 @p1802 @p733 @p1803 @p1837 @p1909 @p2697 @p15 @p603 @p1907 @p15) :args ((@list true false false false false true true true true true false true true) (@list @t50 @t491 @t490 @t468 @t255 @t521 @t527 @t546 @t529 @t19 @t203 @t532 @t19)))
1.05/1.28	(step @p4856 :rule factoring :premises (@p4855))
1.05/1.28	(step @p4857 :rule chain_resolution :premises (@p4856 @p4791 @p4765 @p4773) :args (@t516 (@list @t551 @t1132 @t1133)))
1.05/1.28	(step @p4858 :rule factoring :premises (@p4857))
1.05/1.28	(step @p4859 :rule chain_resolution :premises (@p4858 @p4754 @p2707 @p1007 @p981 @p50) :args (@t1144 (@list @t249 @t270 @t322 @t318 @t48)))
1.05/1.28	(step @p4860 :rule factoring :premises (@p4859))
1.05/1.28	(step @p4861 :rule chain_resolution :premises (@p4860 @p788 @p733) :args (@t701 @t702))
1.05/1.28	(step @p4862 :rule factoring :premises (@p4861))
1.05/1.28	(step @p4863 :rule reordering :premises (@p4862) :args ((or @t225 @t259)))
1.05/1.28	(step @p4864 :rule chain_resolution :premises (@p1837 @p1909 @p1803 @p2451 @p1802 @p733 @p1942 @p2472 @p1924) :args ((@list true false true false false false true true) (@list @t546 @t527 @t529 @t521 @t255 @t586 @t203 @t582)))
1.05/1.28	(step @p4865 :rule factoring :premises (@p4864))
1.05/1.28	(step @p4866 :rule chain_resolution :premises (@p4865 @p3463 @p1917 @p1309 @p2477 @p1915) :args (@t719 (@list @t468 @t580 @t397 @t706 @t579)))
1.05/1.28	(step @p4867 :rule factoring :premises (@p4866))
1.05/1.28	(step @p4868 :rule chain_resolution :premises (@p4867 @p1224) :args (@t421 @t1145))
1.05/1.28	(step @p4869 :rule factoring :premises (@p4868))
1.05/1.28	(step @p4870 :rule chain_resolution :premises (@p4869 @p652 @p4863 @p3491 @p4850 @p15 @p1907 @p15) :args ((@list true true true false true true true) (@list @t238 @t224 @t881 @t892 @t19 @t532 @t19)))
1.05/1.28	(step @p4871 :rule factoring :premises (@p4870))
1.05/1.28	(step @p4872 :rule chain_resolution :premises (@p4871 @p4819 @p106 @p4791 @p4773 @p4765) :args (@t1144 (@list @t370 @t78 @t551 @t1133 @t1132)))
1.05/1.28	(step @p4873 :rule factoring :premises (@p4872))
1.05/1.28	(step @p4874 :rule chain_resolution :premises (@p4873 @p4754 @p2707 @p788 @p733) :args (@t1049 (@list @t249 @t270 @t257 @t255)))
1.05/1.28	(step @p4875 :rule factoring :premises (@p4874))
1.05/1.28	(step @p4876 :rule refl :args (@t190))
1.05/1.28	(step @p4877 :rule refl :args (@t261))
1.05/1.28	(step @p4878 :rule nary_cong :premises (@p4179 @p4877 @p4876) :args ((or @t1046 @t261 @t190)))
1.05/1.28	(assume-push @p7974 @t243)
1.05/1.28	(assume-push @p7975 @t259)
1.05/1.28	(assume-push @p7976 @t259)
1.05/1.28	(assume-push @p7977 @t243)
1.05/1.28	(step @p4883 :rule arith_trichotomy :premises (@p7975 @p7974))
1.05/1.28	(step @p4884 :rule int_tight_lb :premises (@p4883))
1.05/1.28	(step-pop @p7977 :rule scope :premises (@p4884))
1.05/1.28	(step-pop @p7978 :rule scope :premises (@p7977))
1.05/1.28	(step @p4885 :rule process_scope :premises (@p7978) :args (@t190))
1.05/1.28	(step @p4888 :rule and_intro :premises (@p7975 @p7974))
1.05/1.28	(step @p4889 :rule modus_ponens :premises (@p4888 @p4885))
1.05/1.28	(step-pop @p7979 :rule scope :premises (@p4889))
1.05/1.28	(step-pop @p7980 :rule scope :premises (@p7979))
1.05/1.28	(step @p4890 :rule process_scope :premises (@p7980) :args (@t190))
1.05/1.28	(step @p4893 :rule implies_elim :premises (@p4890))
1.05/1.28	(step @p4894 :rule cnf_and_neg :args (@t1146))
1.05/1.28	(step @p4895 :rule resolution :premises (@p4894 @p4893) :args (true @t1146))
1.05/1.28	(step @p4896 :rule eq_resolve :premises (@p4895 @p4878))
1.05/1.28	(step @p668 :rule arith-elim-lt :args (@t9 0))
1.05/1.28	(step @p4897 :rule nary_cong :premises (@p824 @p502) :args (@t1147))
1.05/1.28	(step @p4898 :rule cong :premises (@p4897 @p668) :args ((=> @t1147 @t245)))
1.05/1.28	(step @p4899 :rule arith_mult_sign :args (@t1147 @t9))
1.05/1.28	(step @p4900 :rule eq_resolve :premises (@p4899 @p4898))
1.05/1.28	(step @p4901 :rule implies_elim :premises (@p4900))
1.05/1.28	(step @p4902 :rule reordering :premises (@p4901) :args ((or @t1015 (not @t1148))))
1.05/1.28	(step @p4903 :rule refl :args (@t761))
1.05/1.28	(step @p4904 :rule refl :args (@t1148))
1.05/1.28	(step @p4905 :rule nary_cong :premises (@p4904 @p789 @p4903) :args ((or @t1148 @t273 @t761)))
1.05/1.28	(step @p4906 :rule cnf_and_neg :args (@t1148))
1.05/1.28	(step @p4907 :rule eq_resolve :premises (@p4906 @p4905))
1.05/1.28	(step @p4908 :rule reordering :premises (@p4907) :args ((or @t761 @t270 @t1148)))
1.05/1.28	(step @p4909 :rule cnf_and_neg :args (@t202))
1.05/1.28	(step @p4910 :rule reordering :premises (@p4909) :args ((or @t578 @t761 @t202)))
1.05/1.28	(step @p4911 :rule chain_resolution :premises (@p2790 @p106 @p4910 @p4908 @p4902) :args ((@list false true false true) (@list @t78 @t194 @t270 @t1148)))
1.05/1.28	(step @p4912 :rule factoring :premises (@p4911))
1.05/1.28	(step @p4913 :rule chain_resolution :premises (@p4912 @p4896 @p4875 @p728 @p106 @p694 @p664 @p652 @p639) :args ((@list false false true false false true true false) (@list @t190 @t259 @t249 @t78 @t244 @t241 @t238 @t231)))
1.05/1.28	(step @p4914 :rule factoring :premises (@p4913))
1.05/1.28	(step @p4915 :rule chain_resolution :premises (@p4914 @p603) :args (@t32 (@list @t224)))
1.05/1.28	(step @p4916 :rule factoring :premises (@p4915))
1.05/1.28	(step @p4917 :rule chain_resolution :premises (@p4916 @p572 @p296 @p522 @p473 @p296 @p411 @p378) :args ((@list true true true true true true false) (@list @t203 @t136 @t202 @t175 @t136 @t164 @t155)))
1.05/1.28	(step @p4918 :rule factoring :premises (@p4917))
1.05/1.28	(step @p4919 :rule chain_resolution :premises (@p4918 @p346 @p344 @p296 @p50 @p106 @p277 @p50 @p236) :args ((@list false true true false false false false false) (@list @t106 @t110 @t136 @t48 @t78 @t121 @t48 @t119)))
1.05/1.28	(step @p4920 :rule factoring :premises (@p4919))
1.05/1.28	(step @p4921 :rule chain_resolution :premises (@p4920 @p204 @p191 @p190 @p50 @p106 @p132 @p106 @p101 @p50) :args (@t732 @t733))
1.05/1.28	(step @p4922 :rule factoring :premises (@p4921))
1.05/1.28	(step @p4923 :rule nary_cong :premises (@p1225 @p2710 @p503) :args ((or @t54 @t271 @t750)))
1.05/1.28	(assume-push @p7982 @t50)
1.05/1.28	(assume-push @p7983 @t270)
1.05/1.28	(assume-push @p7984 @t578)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p609 :rule evaluate :args (@t233))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p145 :rule evaluate :args (@t91))
1.05/1.28	(step @p2760 :rule nary_cong :premises (@p427 @p145 @p61) :args (@t751))
1.05/1.28	(step @p2761 :rule trans :premises (@p2760 @p609))
1.05/1.28	(step @p4798 :rule arith_poly_norm :args (@t1137))
1.05/1.28	(step @p2764 :rule refl :args (@t17))
1.05/1.28	(step @p2763 :rule arith_poly_norm :args (@t753))
1.05/1.28	(step @p4799 :rule nary_cong :premises (@p27 @p2763 @p2764) :args (@t1138))
1.05/1.28	(step @p4800 :rule trans :premises (@p4799 @p4798))
1.05/1.28	(step @p4927 :rule cong :premises (@p4800 @p2761) :args (@t1149))
1.05/1.28	(step @p4928 :rule trans :premises (@p4927 @p59))
1.05/1.28	(step @p4929 :rule cong :premises (@p4928) :args ((not @t1149)))
1.05/1.28	(step @p4930 :rule trans :premises (@p4929 @p58))
1.05/1.28	(step @p4931 :rule arith-elim-lt :args (@t1138 @t751))
1.05/1.28	(step @p4932 :rule trans :premises (@p4931 @p4930))
1.05/1.28	(step @p3942 :rule arith_mult_neg :args (-1 @t270))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p4933 :rule and_intro :premises (@p87 @p7983))
1.05/1.28	(step @p4934 :rule modus_ponens :premises (@p4933 @p3942))
1.05/1.28	(step @p1239 :rule arith_mult_neg :args (-1 @t50))
1.05/1.28	(step @p4935 :rule and_intro :premises (@p87 @p7982))
1.05/1.28	(step @p4936 :rule modus_ponens :premises (@p4935 @p1239))
1.05/1.28	(step @p2778 :rule arith-elim-lt :args (tptp.a 1))
1.05/1.28	(step @p2779 :rule symm :premises (@p2778))
1.05/1.28	(step @p4937 :rule eq_resolve :premises (@p7984 @p2779))
1.05/1.28	(step @p4938 :rule arith_sum_ub :premises (@p4937 @p4936 @p4934))
1.05/1.28	(step @p4939 false :rule eq_resolve :premises (@p4938 @p4932))
1.05/1.28	(step-pop @p7984 :rule scope :premises (@p4939))
1.05/1.28	(step-pop @p7985 :rule scope :premises (@p7984))
1.05/1.28	(step-pop @p7986 :rule scope :premises (@p7985))
1.05/1.28	(step @p4940 :rule process_scope :premises (@p7986) :args (false))
1.05/1.28	(step @p4944 :rule not_and :premises (@p4940))
1.05/1.28	(step @p4945 :rule eq_resolve :premises (@p4944 @p4923))
1.05/1.28	(step @p4946 :rule reordering :premises (@p4945) :args ((or @t194 @t271 @t54)))
1.05/1.28	(step @p4947 :rule refl :args (@t961))
1.05/1.28	(step @p4948 :rule nary_cong :premises (@p2005 @p3343 @p4947) :args ((or @t606 @t863 @t961)))
1.05/1.28	(assume-push @p7988 @t586)
1.05/1.28	(assume-push @p7989 @t859)
1.05/1.28	(assume-push @p7990 @t960)
1.05/1.28	(step @p143 :rule evaluate :args (@t89))
1.05/1.28	(step @p1042 :rule evaluate :args (@t346))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p4952 :rule nary_cong :premises (@p61 @p61 @p307) :args (@t1150))
1.05/1.28	(step @p4953 :rule trans :premises (@p4952 @p1042))
1.05/1.28	(step @p3351 :rule arith_poly_norm :args (@t864))
1.05/1.28	(step @p311 :rule arith_poly_norm :args (@t143))
1.05/1.28	(step @p1046 :rule arith_poly_norm :args (@t349))
1.05/1.28	(step @p3352 :rule refl :args (@t607))
1.05/1.28	(step @p3353 :rule arith_poly_norm :args (@t866))
1.05/1.28	(step @p3355 :rule nary_cong :premises (@p3354 @p3353 @p3352 @p1046 @p311) :args (@t867))
1.05/1.28	(step @p3356 :rule trans :premises (@p3355 @p3351))
1.05/1.28	(step @p4954 :rule arith_poly_norm :args ((= @t1151 @t867)))
1.05/1.28	(step @p4955 :rule trans :premises (@p4954 @p3356))
1.05/1.28	(step @p4956 :rule cong :premises (@p4955 @p4953) :args ((<= @t1151 @t1150)))
1.05/1.28	(step @p4957 :rule trans :premises (@p4956 @p143))
1.05/1.28	(step @p3368 :rule arith-elim-lt :args (@t857 0))
1.05/1.28	(step @p3601 :rule symm :premises (@p3368))
1.05/1.28	(step @p3602 :rule eq_resolve :premises (@p3574 @p3601))
1.05/1.28	(step @p3603 :rule int_tight_ub :premises (@p3602))
1.05/1.28	(step @p2400 :rule arith_mult_neg :args (-1 @t631))
1.05/1.28	(step @p2056 :rule arith_poly_norm :args (@t632))
1.05/1.28	(step @p2057 :rule arith_poly_norm_rel :premises (@p2056) :args (@t633))
1.05/1.28	(step @p2058 :rule symm :premises (@p2057))
1.05/1.28	(step @p4958 :rule eq_resolve :premises (@p7988 @p2058))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p4959 :rule and_intro :premises (@p87 @p4958))
1.05/1.28	(step @p4960 :rule modus_ponens :premises (@p4959 @p2400))
1.05/1.28	(step @p4961 :rule arith_mult_neg :args (-1 @t960))
1.05/1.28	(step @p4962 :rule and_intro :premises (@p87 @p7990))
1.05/1.28	(step @p4963 :rule modus_ponens :premises (@p4962 @p4961))
1.05/1.28	(step @p4964 :rule arith_sum_ub :premises (@p4963 @p4960 @p3603))
1.05/1.28	(step @p4965 false :rule eq_resolve :premises (@p4964 @p4957))
1.05/1.28	(step-pop @p7990 :rule scope :premises (@p4965))
1.05/1.28	(step-pop @p7991 :rule scope :premises (@p7990))
1.05/1.28	(step-pop @p7992 :rule scope :premises (@p7991))
1.05/1.28	(step @p4966 :rule process_scope :premises (@p7992) :args (false))
1.05/1.28	(step @p4970 :rule not_and :premises (@p4966))
1.05/1.28	(step @p4971 :rule eq_resolve :premises (@p4970 @p4948))
1.05/1.28	(step @p4972 :rule reordering :premises (@p4971) :args ((or @t858 @t961 @t606)))
1.05/1.28	(step @p4973 :rule bool-double-not-elim :args (@t1152))
1.05/1.28	(step @p4974 :rule nary_cong :premises (@p1574 @p3628 @p4973) :args ((or @t522 @t929 @t1154)))
1.05/1.28	(assume-push @p7994 @t520)
1.05/1.28	(assume-push @p7995 @t40)
1.05/1.28	(assume-push @p7996 @t1153)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p60 :rule evaluate :args (@t58))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p3638 :rule nary_cong :premises (@p11 @p11 @p61) :args (@t932))
1.05/1.28	(step @p3639 :rule trans :premises (@p3638 @p60))
1.05/1.28	(step @p1317 :rule arith_poly_norm :args (@t405))
1.05/1.28	(step @p1318 :rule arith_poly_norm :args (@t407))
1.05/1.28	(step @p3641 :rule arith_poly_norm :args (@t934))
1.05/1.28	(step @p4978 :rule nary_cong :premises (@p3641 @p1318 @p1317) :args (@t1155))
1.05/1.28	(step @p4979 :rule trans :premises (@p4978 @p60))
1.05/1.28	(step @p4980 :rule arith_poly_norm :args ((= @t1156 @t1155)))
1.05/1.28	(step @p4981 :rule trans :premises (@p4980 @p4979))
1.05/1.28	(step @p4982 :rule cong :premises (@p4981 @p3639) :args (@t1157))
1.05/1.28	(step @p4983 :rule trans :premises (@p4982 @p59))
1.05/1.28	(step @p4984 :rule cong :premises (@p4983) :args ((not @t1157)))
1.05/1.28	(step @p4985 :rule trans :premises (@p4984 @p58))
1.05/1.28	(step @p4986 :rule arith-elim-lt :args (@t1156 @t932))
1.05/1.28	(step @p4987 :rule trans :premises (@p4986 @p4985))
1.05/1.28	(step @p3652 :rule arith_mult_neg :args (-1 @t940))
1.05/1.28	(step @p3653 :rule arith_poly_norm :args (@t941))
1.05/1.28	(step @p3654 :rule arith_poly_norm_rel :premises (@p3653) :args (@t942))
1.05/1.28	(step @p3655 :rule symm :premises (@p3654))
1.05/1.28	(step @p3656 :rule eq_resolve :premises (@p46 @p3655))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p3657 :rule and_intro :premises (@p87 @p3656))
1.05/1.28	(step @p3658 :rule modus_ponens :premises (@p3657 @p3652))
1.05/1.28	(step @p1784 :rule arith-elim-lt :args (@t16 1))
1.05/1.28	(step @p1785 :rule symm :premises (@p1784))
1.05/1.28	(step @p4988 :rule eq_resolve :premises (@p7994 @p1785))
1.05/1.28	(step @p4989 :rule int_tight_ub :premises (@p4988))
1.05/1.28	(step @p4990 :rule arith-elim-lt :args (@t36 0))
1.05/1.28	(step @p4991 :rule symm :premises (@p4990))
1.05/1.28	(step @p4992 :rule eq_resolve :premises (@p7996 @p4991))
1.05/1.28	(step @p4993 :rule arith_sum_ub :premises (@p4992 @p4989 @p3658))
1.05/1.28	(step @p4994 false :rule eq_resolve :premises (@p4993 @p4987))
1.05/1.28	(step-pop @p7996 :rule scope :premises (@p4994))
1.05/1.28	(step-pop @p7997 :rule scope :premises (@p7996))
1.05/1.28	(step-pop @p7998 :rule scope :premises (@p7997))
1.05/1.28	(step @p4995 :rule process_scope :premises (@p7998) :args (false))
1.05/1.28	(step @p4999 :rule not_and :premises (@p4995))
1.05/1.28	(step @p5000 :rule eq_resolve :premises (@p4999 @p4974))
1.05/1.28	(step @p5001 :rule refl :args (@t1158))
1.05/1.28	(step @p5002 :rule refl :args (@t36))
1.05/1.28	(step @p5003 :rule cong :premises (@p5002 @p2020) :args (@t1159))
1.05/1.28	(step @p5004 :rule cong :premises (@p5003) :args ((not @t1159)))
1.05/1.28	(step @p5005 :rule arith-leq-norm :args (@t36 -1))
1.05/1.28	(step @p5006 :rule trans :premises (@p5005 @p5004))
1.05/1.28	(step @p5007 :rule nary_cong :premises (@p5006 @p5001) :args ((or @t1160 @t1158)))
1.05/1.28	(step @p5008 :rule symm :premises (@p5007))
1.05/1.28	(step @p5009 :rule bool-double-not-elim :args (@t1158))
1.05/1.28	(step @p5010 :rule bool-double-not-elim :args (@t1160))
1.05/1.28	(step @p5011 :rule trans :premises (@p5010 @p5006))
1.05/1.28	(step @p5012 :rule nary_cong :premises (@p5011 @p5009) :args ((or (not @t1162) (not @t1161))))
1.05/1.28	(step @p5013 :rule trans :premises (@p5012 @p5008))
1.05/1.28	(assume-push @p8000 @t1162)
1.05/1.28	(assume-push @p8001 @t1161)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p5016 :rule evaluate :args (@t1163))
1.05/1.28	(step @p425 :rule evaluate :args (@t178))
1.05/1.28	(step @p5017 :rule nary_cong :premises (@p425 @p307) :args (@t1164))
1.05/1.28	(step @p5018 :rule trans :premises (@p5017 @p5016))
1.05/1.28	(step @p5019 :rule arith_poly_norm :args (@t1166))
1.05/1.28	(step @p5020 :rule cong :premises (@p5019 @p5018) :args (@t1167))
1.05/1.28	(step @p5021 :rule trans :premises (@p5020 @p59))
1.05/1.28	(step @p5022 :rule cong :premises (@p5021) :args ((not @t1167)))
1.05/1.28	(step @p5023 :rule trans :premises (@p5022 @p58))
1.05/1.28	(step @p5024 :rule arith-elim-lt :args (@t1165 @t1164))
1.05/1.28	(step @p5025 :rule trans :premises (@p5024 @p5023))
1.05/1.28	(step @p5026 :rule arith-elim-lt :args (@t36 -1))
1.05/1.28	(step @p5027 :rule symm :premises (@p5026))
1.05/1.28	(step @p5028 :rule eq_resolve :premises (@p8001 @p5027))
1.05/1.28	(step @p5029 :rule arith_mult_neg :args (-1 (> @t36 -1)))
1.05/1.28	(step @p5030 :rule cong :premises (@p5006) :args (@t1162))
1.05/1.28	(step @p5031 :rule trans :premises (@p5030 @p4973))
1.05/1.28	(step @p5032 :rule arith-elim-leq :args (@t36 -1))
1.05/1.28	(step @p5033 :rule symm :premises (@p5032))
1.05/1.28	(step @p5034 :rule cong :premises (@p5033) :args ((not (>= -1 @t36))))
1.05/1.28	(step @p5035 :rule arith-elim-gt :args (@t36 -1))
1.05/1.28	(step @p5036 :rule trans :premises (@p5035 @p5034))
1.05/1.28	(step @p5037 :rule trans :premises (@p5036 @p5031))
1.05/1.28	(step @p5038 :rule symm :premises (@p5037))
1.05/1.28	(step @p5039 :rule trans :premises (@p5031 @p5038))
1.05/1.28	(step @p5040 :rule eq_resolve :premises (@p8000 @p5039))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p5041 :rule and_intro :premises (@p87 @p5040))
1.05/1.28	(step @p5042 :rule modus_ponens :premises (@p5041 @p5029))
1.05/1.28	(step @p5043 :rule arith_sum_ub :premises (@p5042 @p5028))
1.05/1.28	(step @p5044 false :rule eq_resolve :premises (@p5043 @p5025))
1.05/1.28	(step-pop @p8001 :rule scope :premises (@p5044))
1.05/1.28	(step-pop @p8002 :rule scope :premises (@p8001))
1.05/1.28	(step @p5045 :rule process_scope :premises (@p8002) :args (false))
1.05/1.28	(step @p5048 :rule not_and :premises (@p5045))
1.05/1.28	(step @p5049 :rule eq_resolve :premises (@p5048 @p5013))
1.05/1.28	(step @p5050 :rule eq_resolve :premises (@p5049 @p5007))
1.05/1.28	(step @p5051 :rule reordering :premises (@p5050) :args ((or @t1158 @t1153)))
1.05/1.28	(step @p5052 :rule refl :args (@t1161))
1.05/1.28	(step @p5053 :rule bool-double-not-elim :args (@t1168))
1.05/1.28	(step @p5054 :rule refl :args (@t844))
1.05/1.28	(step @p5055 :rule nary_cong :premises (@p1311 @p3628 @p5054 @p5053 @p5052) :args ((or @t400 @t929 @t844 (not @t1169) @t1161)))
1.05/1.28	(assume-push @p8004 @t843)
1.05/1.28	(assume-push @p8005 @t40)
1.05/1.28	(assume-push @p8006 @t397)
1.05/1.28	(assume-push @p8007 @t1169)
1.05/1.28	(assume-push @p8008 @t1158)
1.05/1.28	(step @p4990 :rule arith-elim-lt :args (@t36 0))
1.05/1.28	(step @p4991 :rule symm :premises (@p4990))
1.05/1.28	(assume-push @p8009 @t1152)
1.05/1.28	(step @p143 :rule evaluate :args (@t89))
1.05/1.28	(step @p5062 :rule evaluate :args ((+ 0 0 0 -1)))
1.05/1.28	(step @p145 :rule evaluate :args (@t91))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p5063 :rule nary_cong :premises (@p61 @p61 @p11 @p145) :args (@t1170))
1.05/1.28	(step @p5064 :rule trans :premises (@p5063 @p5062))
1.05/1.28	(step @p5065 :rule arith_poly_norm :args ((= (+ 0 @t37 @t36 0 0) 0)))
1.05/1.28	(step @p1317 :rule arith_poly_norm :args (@t405))
1.05/1.28	(step @p1318 :rule arith_poly_norm :args (@t407))
1.05/1.28	(step @p5066 :rule refl :args (@t36))
1.05/1.28	(step @p5067 :rule refl :args (@t37))
1.05/1.28	(step @p5068 :rule arith_poly_norm :args ((= @t1171 0)))
1.05/1.28	(step @p5069 :rule nary_cong :premises (@p5068 @p5067 @p5066 @p1318 @p1317) :args (@t1172))
1.05/1.28	(step @p5070 :rule trans :premises (@p5069 @p5065))
1.05/1.28	(step @p5071 :rule arith_poly_norm :args ((= @t1173 @t1172)))
1.05/1.28	(step @p5072 :rule trans :premises (@p5071 @p5070))
1.05/1.28	(step @p5073 :rule cong :premises (@p5072 @p5064) :args ((<= @t1173 @t1170)))
1.05/1.28	(step @p5074 :rule trans :premises (@p5073 @p143))
1.05/1.28	(step @p3312 :rule arith_mult_neg :args (-1 @t843))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p5075 :rule and_intro :premises (@p87 @p8004))
1.05/1.28	(step @p5076 :rule modus_ponens :premises (@p5075 @p3312))
1.05/1.28	(step @p3653 :rule arith_poly_norm :args (@t941))
1.05/1.28	(step @p3654 :rule arith_poly_norm_rel :premises (@p3653) :args (@t942))
1.05/1.28	(step @p3655 :rule symm :premises (@p3654))
1.05/1.28	(step @p3656 :rule eq_resolve :premises (@p46 @p3655))
1.05/1.28	(step @p1411 :rule arith_mult_neg :args (-1 @t413))
1.05/1.28	(step @p1331 :rule arith_poly_norm :args (@t412))
1.05/1.28	(step @p1332 :rule arith_poly_norm_rel :premises (@p1331) :args (@t414))
1.05/1.28	(step @p1333 :rule symm :premises (@p1332))
1.05/1.28	(step @p1334 :rule eq_resolve :premises (@p1309 @p1333))
1.05/1.28	(step @p1412 :rule and_intro :premises (@p87 @p1334))
1.05/1.28	(step @p1413 :rule modus_ponens :premises (@p1412 @p1411))
1.05/1.28	(step @p5077 :rule arith_mult_neg :args (-1 @t1152))
1.05/1.28	(step @p5078 :rule and_intro :premises (@p87 @p8009))
1.05/1.28	(step @p5079 :rule modus_ponens :premises (@p5078 @p5077))
1.05/1.28	(step @p5080 :rule arith_sum_ub :premises (@p5079 @p1413 @p3656 @p5076))
1.05/1.28	(step @p5081 false :rule eq_resolve :premises (@p5080 @p5074))
1.05/1.28	(step-pop @p8009 :rule scope :premises (@p5081))
1.05/1.28	(step @p5082 :rule process_scope :premises (@p8009) :args (false))
1.05/1.28	(step @p5084 :rule eq_resolve :premises (@p5082 @p4991))
1.05/1.28	(step @p5085 :rule eq_resolve :premises (@p5084 @p4990))
1.05/1.28	(step @p5086 :rule arith_trichotomy :premises (@p8007 @p8008))
1.05/1.28	(step @p5087 :rule int_tight_lb :premises (@p5086))
1.05/1.28	(step @p5088 false :rule contra :premises (@p5087 @p5085))
1.05/1.28	(step-pop @p8010 :rule scope :premises (@p5088))
1.05/1.28	(step-pop @p8011 :rule scope :premises (@p8010))
1.05/1.28	(step-pop @p8012 :rule scope :premises (@p8011))
1.05/1.28	(step-pop @p8013 :rule scope :premises (@p8012))
1.05/1.28	(step-pop @p8014 :rule scope :premises (@p8013))
1.05/1.28	(step @p5089 :rule process_scope :premises (@p8014) :args (false))
1.05/1.28	(assume-push @p8016 @t397)
1.05/1.28	(assume-push @p8017 @t40)
1.05/1.28	(assume-push @p8018 @t843)
1.05/1.28	(assume-push @p8019 @t1169)
1.05/1.28	(assume-push @p8020 @t1158)
1.05/1.28	(step @p5100 :rule and_intro :premises (@p8018 @p46 @p1309 @p8019 @p8020))
1.05/1.28	(step-pop @p8020 :rule scope :premises (@p5100))
1.05/1.28	(step-pop @p8021 :rule scope :premises (@p8020))
1.05/1.28	(step-pop @p8022 :rule scope :premises (@p8021))
1.05/1.28	(step-pop @p8023 :rule scope :premises (@p8022))
1.05/1.28	(step-pop @p8024 :rule scope :premises (@p8023))
1.05/1.28	(step @p5101 :rule process_scope :premises (@p8024) :args (@t1174))
1.05/1.28	(step @p5107 :rule implies_elim :premises (@p5101))
1.05/1.28	(step @p5108 :rule resolution :premises (@p5107 @p5089) :args (true @t1174))
1.05/1.28	(step @p5109 :rule not_and :premises (@p5108))
1.05/1.28	(step @p5110 :rule eq_resolve :premises (@p5109 @p5055))
1.05/1.28	(assume-push @p8026 @t1168)
1.05/1.28	(assume-push @p8027 @t1152)
1.05/1.28	(assume-push @p8028 @t1168)
1.05/1.28	(step @p143 :rule evaluate :args (@t89))
1.05/1.28	(step @p355 :rule evaluate :args (@t158))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p356 :rule nary_cong :premises (@p307 @p61) :args (@t159))
1.05/1.28	(step @p357 :rule trans :premises (@p356 @p355))
1.05/1.28	(step @p5114 :rule arith_poly_norm :args ((= @t1175 0)))
1.05/1.28	(step @p5115 :rule cong :premises (@p5114 @p357) :args ((<= @t1175 @t159)))
1.05/1.28	(step @p5116 :rule trans :premises (@p5115 @p143))
1.05/1.28	(step @p5077 :rule arith_mult_neg :args (-1 @t1152))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p5117 :rule and_intro :premises (@p87 @p8027))
1.05/1.28	(step @p5118 :rule modus_ponens :premises (@p5117 @p5077))
1.05/1.28	(step @p5119 :rule arith_sum_ub :premises (@p8026 @p5118))
1.05/1.28	(step @p5120 false :rule eq_resolve :premises (@p5119 @p5116))
1.05/1.28	(step-pop @p8028 :rule scope :premises (@p5120))
1.05/1.28	(step @p5121 :rule process_scope :premises (@p8028) :args (false))
1.05/1.28	(step @p5123 false :rule contra :premises (@p8026 @p5121))
1.05/1.28	(step-pop @p8029 :rule scope :premises (@p5123))
1.05/1.28	(step-pop @p8030 :rule scope :premises (@p8029))
1.05/1.28	(step @p5124 :rule process_scope :premises (@p8030) :args (false))
1.05/1.28	(assume-push @p8032 @t1152)
1.05/1.28	(assume-push @p8033 @t1168)
1.05/1.28	(step @p5129 :rule and_intro :premises (@p8033 @p8032))
1.05/1.28	(step-pop @p8033 :rule scope :premises (@p5129))
1.05/1.28	(step-pop @p8034 :rule scope :premises (@p8033))
1.05/1.28	(step @p5130 :rule process_scope :premises (@p8034) :args (@t1176))
1.05/1.28	(step @p5133 :rule implies_elim :premises (@p5130))
1.05/1.28	(step @p5134 :rule resolution :premises (@p5133 @p5124) :args (true @t1176))
1.05/1.28	(step @p5135 :rule not_and :premises (@p5134))
1.05/1.28	(step @p5136 :rule reordering :premises (@p5135) :args ((or @t1169 @t1153)))
1.05/1.28	(step @p5137 :rule chain_resolution :premises (@p5136 @p5110 @p46 @p1309 @p5051) :args (@t1177 (@list @t1168 @t40 @t397 @t1158)))
1.05/1.28	(step @p5138 :rule factoring :premises (@p5137))
1.05/1.28	(step @p5139 :rule reordering :premises (@p5138) :args ((or @t844 @t1153)))
1.05/1.28	(step @p5140 :rule refl :args (@t849))
1.05/1.28	(step @p5141 :rule refl :args (@t401))
1.05/1.28	(step @p5142 :rule nary_cong :premises (@p3270 @p5141 @p5140) :args ((or @t845 @t401 @t849)))
1.05/1.28	(assume-push @p8036 @t844)
1.05/1.28	(assume-push @p8037 @t399)
1.05/1.28	(assume-push @p8038 @t399)
1.05/1.28	(assume-push @p8039 @t844)
1.05/1.28	(step @p3276 :rule arith-elim-lt :args (@t25 1))
1.05/1.28	(step @p3298 :rule symm :premises (@p3276))
1.05/1.28	(step @p5147 :rule eq_resolve :premises (@p8036 @p3298))
1.05/1.28	(step @p5148 :rule int_tight_ub :premises (@p5147))
1.05/1.28	(step @p5149 :rule arith_trichotomy :premises (@p8037 @p5148))
1.05/1.28	(step-pop @p8039 :rule scope :premises (@p5149))
1.05/1.28	(step-pop @p8040 :rule scope :premises (@p8039))
1.05/1.28	(step @p5150 :rule process_scope :premises (@p8040) :args (@t849))
1.05/1.28	(step @p5153 :rule and_intro :premises (@p8037 @p8036))
1.05/1.28	(step @p5154 :rule modus_ponens :premises (@p5153 @p5150))
1.05/1.28	(step-pop @p8041 :rule scope :premises (@p5154))
1.05/1.28	(step-pop @p8042 :rule scope :premises (@p8041))
1.05/1.28	(step @p5155 :rule process_scope :premises (@p8042) :args (@t849))
1.05/1.28	(step @p5158 :rule implies_elim :premises (@p5155))
1.05/1.28	(step @p5159 :rule cnf_and_neg :args (@t1178))
1.05/1.28	(step @p5160 :rule resolution :premises (@p5159 @p5158) :args (true @t1178))
1.05/1.28	(step @p5161 :rule eq_resolve :premises (@p5160 @p5142))
1.05/1.28	(step @p5162 :rule reordering :premises (@p5161) :args ((or @t843 @t849 @t401)))
1.05/1.28	(step @p5163 :rule bool-double-not-elim :args (@t1180))
1.05/1.28	(step @p5164 :rule nary_cong :premises (@p736 @p1311 @p3628 @p5163) :args ((or @t260 @t400 @t929 (not @t1181))))
1.05/1.28	(assume-push @p8044 @t255)
1.05/1.28	(assume-push @p8045 @t397)
1.05/1.28	(assume-push @p8046 @t40)
1.05/1.28	(assume-push @p8047 @t1181)
1.05/1.28	(step @p5169 :rule arith-elim-lt :args (@t1179 0))
1.05/1.28	(step @p5170 :rule cong :premises (@p5169) :args ((not @t1182)))
1.05/1.28	(step @p5171 :rule trans :premises (@p5170 @p5163))
1.05/1.28	(step @p5172 :rule symm :premises (@p5171))
1.05/1.28	(assume-push @p8048 @t1182)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p244 :rule evaluate :args (@t124))
1.05/1.28	(step @p2657 :rule evaluate :args (@t738))
1.05/1.28	(step @p5174 :rule nary_cong :premises (@p11 @p11 @p11 @p2657) :args (@t1183))
1.05/1.28	(step @p5175 :rule trans :premises (@p5174 @p244))
1.05/1.28	(step @p5176 :rule arith_poly_norm :args ((= (+ @t402 @t37 @t36 @t25 0 0) 0)))
1.05/1.28	(step @p1317 :rule arith_poly_norm :args (@t405))
1.05/1.28	(step @p1318 :rule arith_poly_norm :args (@t407))
1.05/1.28	(step @p5066 :rule refl :args (@t36))
1.05/1.28	(step @p5067 :rule refl :args (@t37))
1.05/1.28	(step @p1320 :rule refl :args (@t402))
1.05/1.28	(step @p5177 :rule nary_cong :premises (@p1320 @p5067 @p5066 @p1319 @p1318 @p1317) :args (@t1184))
1.05/1.28	(step @p5178 :rule trans :premises (@p5177 @p5176))
1.05/1.28	(step @p5179 :rule arith_poly_norm :args ((= @t1185 @t1184)))
1.05/1.28	(step @p5180 :rule trans :premises (@p5179 @p5178))
1.05/1.28	(step @p5181 :rule cong :premises (@p5180 @p5175) :args (@t1186))
1.05/1.28	(step @p5182 :rule trans :premises (@p5181 @p59))
1.05/1.28	(step @p5183 :rule cong :premises (@p5182) :args ((not @t1186)))
1.05/1.28	(step @p5184 :rule trans :premises (@p5183 @p58))
1.05/1.28	(step @p5185 :rule arith-elim-lt :args (@t1185 @t1183))
1.05/1.28	(step @p5186 :rule trans :premises (@p5185 @p5184))
1.05/1.28	(step @p5187 :rule arith_mult_neg :args (-2 @t255))
1.05/1.28	(step @p443 :rule evaluate :args (@t186))
1.05/1.28	(step @p444 :rule true_elim :premises (@p443))
1.05/1.28	(step @p5188 :rule and_intro :premises (@p444 @p733))
1.05/1.28	(step @p5189 :rule modus_ponens :premises (@p5188 @p5187))
1.05/1.28	(step @p1331 :rule arith_poly_norm :args (@t412))
1.05/1.28	(step @p1332 :rule arith_poly_norm_rel :premises (@p1331) :args (@t414))
1.05/1.28	(step @p1333 :rule symm :premises (@p1332))
1.05/1.28	(step @p1334 :rule eq_resolve :premises (@p1309 @p1333))
1.05/1.28	(step @p3653 :rule arith_poly_norm :args (@t941))
1.05/1.28	(step @p3654 :rule arith_poly_norm_rel :premises (@p3653) :args (@t942))
1.05/1.28	(step @p3655 :rule symm :premises (@p3654))
1.05/1.28	(step @p3656 :rule eq_resolve :premises (@p46 @p3655))
1.05/1.28	(step @p5190 :rule arith_sum_ub :premises (@p8048 @p3656 @p1334 @p5189))
1.05/1.28	(step @p5191 false :rule eq_resolve :premises (@p5190 @p5186))
1.05/1.28	(step-pop @p8048 :rule scope :premises (@p5191))
1.05/1.28	(step @p5192 :rule process_scope :premises (@p8048) :args (false))
1.05/1.28	(step @p5194 :rule eq_resolve :premises (@p5192 @p5171))
1.05/1.28	(step @p5195 :rule eq_resolve :premises (@p5194 @p5172))
1.05/1.28	(step @p5196 :rule symm :premises (@p5169))
1.05/1.28	(step @p5197 :rule eq_resolve :premises (@p8047 @p5196))
1.05/1.28	(step @p5198 false :rule contra :premises (@p5197 @p5195))
1.05/1.28	(step-pop @p8049 :rule scope :premises (@p5198))
1.05/1.28	(step-pop @p8050 :rule scope :premises (@p8049))
1.05/1.28	(step-pop @p8051 :rule scope :premises (@p8050))
1.05/1.28	(step-pop @p8052 :rule scope :premises (@p8051))
1.05/1.28	(step @p5199 :rule process_scope :premises (@p8052) :args (false))
1.05/1.28	(step @p5204 :rule not_and :premises (@p5199))
1.05/1.28	(step @p5205 :rule eq_resolve :premises (@p5204 @p5164))
1.05/1.28	(step @p5206 :rule chain_resolution :premises (@p5205 @p733 @p1309 @p46) :args (@t516 (@list @t255 @t397 @t40)))
1.05/1.28	(step @p5207 :rule refl :args (@t1181))
1.05/1.28	(step @p5208 :rule bool-double-not-elim :args (@t952))
1.05/1.28	(step @p5209 :rule nary_cong :premises (@p1574 @p1311 @p3628 @p5208 @p5207) :args ((or @t522 @t400 @t929 (not @t1187) @t1181)))
1.05/1.28	(assume-push @p8054 @t520)
1.05/1.28	(assume-push @p8055 @t397)
1.05/1.28	(assume-push @p8056 @t40)
1.05/1.28	(assume-push @p8057 @t1180)
1.05/1.28	(assume-push @p8058 @t1187)
1.05/1.28	(step @p5215 :rule arith-elim-lt :args (@t1179 1))
1.05/1.28	(step @p5216 :rule symm :premises (@p5215))
1.05/1.28	(assume-push @p8059 @t1188)
1.05/1.28	(step @p143 :rule evaluate :args (@t89))
1.05/1.28	(step @p5218 :rule evaluate :args ((+ -1 0 0 0)))
1.05/1.28	(step @p5219 :rule evaluate :args (@t1189))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p145 :rule evaluate :args (@t91))
1.05/1.28	(step @p5220 :rule nary_cong :premises (@p145 @p61 @p61 @p5219) :args (@t1190))
1.05/1.28	(step @p5221 :rule trans :premises (@p5220 @p5218))
1.05/1.28	(step @p5222 :rule arith_poly_norm :args ((= (+ @t1193 @t1192 @t429 @t1191) 0)))
1.05/1.28	(step @p5223 :rule arith_poly_norm :args ((= @t1194 @t1191)))
1.05/1.28	(step @p1395 :rule arith_poly_norm :args (@t432))
1.05/1.28	(step @p5224 :rule arith_poly_norm :args ((= @t937 @t1192)))
1.05/1.28	(step @p5225 :rule arith_poly_norm :args ((= @t1195 @t1193)))
1.05/1.28	(step @p5226 :rule nary_cong :premises (@p5225 @p5224 @p1395 @p5223) :args (@t1196))
1.05/1.28	(step @p5227 :rule trans :premises (@p5226 @p5222))
1.05/1.28	(step @p5228 :rule cong :premises (@p5227 @p5221) :args ((<= @t1196 @t1190)))
1.05/1.28	(step @p5229 :rule trans :premises (@p5228 @p143))
1.05/1.28	(step @p5230 :rule arith_mult_pos :args (2 (<= @t16 0)))
1.05/1.28	(step @p1784 :rule arith-elim-lt :args (@t16 1))
1.05/1.28	(step @p1785 :rule symm :premises (@p1784))
1.05/1.28	(step @p5231 :rule eq_resolve :premises (@p8054 @p1785))
1.05/1.28	(step @p5232 :rule int_tight_ub :premises (@p5231))
1.05/1.28	(step @p3230 :rule evaluate :args (@t842))
1.05/1.28	(step @p3231 :rule true_elim :premises (@p3230))
1.05/1.28	(step @p5233 :rule and_intro :premises (@p3231 @p5232))
1.05/1.28	(step @p5234 :rule modus_ponens :premises (@p5233 @p5230))
1.05/1.28	(step @p1411 :rule arith_mult_neg :args (-1 @t413))
1.05/1.28	(step @p1331 :rule arith_poly_norm :args (@t412))
1.05/1.28	(step @p1332 :rule arith_poly_norm_rel :premises (@p1331) :args (@t414))
1.05/1.28	(step @p1333 :rule symm :premises (@p1332))
1.05/1.28	(step @p1334 :rule eq_resolve :premises (@p1309 @p1333))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p1412 :rule and_intro :premises (@p87 @p1334))
1.05/1.28	(step @p1413 :rule modus_ponens :premises (@p1412 @p1411))
1.05/1.28	(step @p3652 :rule arith_mult_neg :args (-1 @t940))
1.05/1.28	(step @p3653 :rule arith_poly_norm :args (@t941))
1.05/1.28	(step @p3654 :rule arith_poly_norm_rel :premises (@p3653) :args (@t942))
1.05/1.28	(step @p3655 :rule symm :premises (@p3654))
1.05/1.28	(step @p3656 :rule eq_resolve :premises (@p46 @p3655))
1.05/1.28	(step @p3657 :rule and_intro :premises (@p87 @p3656))
1.05/1.28	(step @p3658 :rule modus_ponens :premises (@p3657 @p3652))
1.05/1.28	(step @p5235 :rule arith_mult_neg :args (-1 @t1188))
1.05/1.28	(step @p5236 :rule and_intro :premises (@p87 @p8059))
1.05/1.28	(step @p5237 :rule modus_ponens :premises (@p5236 @p5235))
1.05/1.28	(step @p5238 :rule arith_sum_ub :premises (@p5237 @p3658 @p1413 @p5234))
1.05/1.28	(step @p5239 false :rule eq_resolve :premises (@p5238 @p5229))
1.05/1.28	(step-pop @p8059 :rule scope :premises (@p5239))
1.05/1.28	(step @p5240 :rule process_scope :premises (@p8059) :args (false))
1.05/1.28	(step @p5242 :rule eq_resolve :premises (@p5240 @p5216))
1.05/1.28	(step @p5243 :rule eq_resolve :premises (@p5242 @p5215))
1.05/1.28	(step @p5244 :rule arith_poly_norm :args ((= (* 1 (- @t1179 0)) (* 1 @t1197))))
1.05/1.28	(step @p5245 :rule arith_poly_norm_rel :premises (@p5244) :args ((= @t1198 @t952)))
1.05/1.28	(step @p5246 :rule cong :premises (@p5245) :args ((not @t1198)))
1.05/1.28	(step @p5247 :rule symm :premises (@p5246))
1.05/1.28	(step @p5248 :rule eq_resolve :premises (@p8058 @p5247))
1.05/1.28	(step @p5249 :rule arith_trichotomy :premises (@p8057 @p5248))
1.05/1.28	(step @p5250 :rule int_tight_lb :premises (@p5249))
1.05/1.28	(step @p5251 false :rule contra :premises (@p5250 @p5243))
1.05/1.28	(step-pop @p8060 :rule scope :premises (@p5251))
1.05/1.28	(step-pop @p8061 :rule scope :premises (@p8060))
1.05/1.28	(step-pop @p8062 :rule scope :premises (@p8061))
1.05/1.28	(step-pop @p8063 :rule scope :premises (@p8062))
1.05/1.28	(step-pop @p8064 :rule scope :premises (@p8063))
1.05/1.28	(step @p5252 :rule process_scope :premises (@p8064) :args (false))
1.05/1.28	(assume-push @p8066 @t520)
1.05/1.28	(assume-push @p8067 @t397)
1.05/1.28	(assume-push @p8068 @t40)
1.05/1.28	(assume-push @p8069 @t1187)
1.05/1.28	(assume-push @p8070 @t1180)
1.05/1.28	(step @p5263 :rule and_intro :premises (@p8066 @p1309 @p46 @p8070 @p8069))
1.05/1.28	(step-pop @p8070 :rule scope :premises (@p5263))
1.05/1.28	(step-pop @p8071 :rule scope :premises (@p8070))
1.05/1.28	(step-pop @p8072 :rule scope :premises (@p8071))
1.05/1.28	(step-pop @p8073 :rule scope :premises (@p8072))
1.05/1.28	(step-pop @p8074 :rule scope :premises (@p8073))
1.05/1.28	(step @p5264 :rule process_scope :premises (@p8074) :args (@t1199))
1.05/1.28	(step @p5270 :rule implies_elim :premises (@p5264))
1.05/1.28	(step @p5271 :rule resolution :premises (@p5270 @p5252) :args (true @t1199))
1.05/1.28	(step @p5272 :rule not_and :premises (@p5271))
1.05/1.28	(step @p5273 :rule eq_resolve :premises (@p5272 @p5209))
1.05/1.28	(assume-push @p8076 @t849)
1.05/1.28	(step @p193 :rule evaluate :args (@t100))
1.05/1.28	(step @p654 :rule arith_poly_norm :args (@t242))
1.05/1.28	(step @p655 :rule cong :premises (@p654 @p11) :args (@t242))
1.05/1.28	(step @p656 :rule trans :premises (@p655 @p193))
1.05/1.28	(step @p5275 :rule nary_cong :premises (@p27 @p8076) :args (@t26))
1.05/1.28	(step @p5276 :rule cong :premises (@p5275 @p11) :args (@t1200))
1.05/1.28	(step @p5277 :rule trans :premises (@p5276 @p656))
1.05/1.28	(step @p5278 :rule true_elim :premises (@p5277))
1.05/1.28	(step-pop @p8076 :rule scope :premises (@p5278))
1.05/1.28	(step @p5279 :rule process_scope :premises (@p8076) :args (@t1200))
1.05/1.28	(step @p5281 :rule implies_elim :premises (@p5279))
1.05/1.28	(step @p5282 :rule refl :args (@t1201))
1.05/1.28	(step @p5283 :rule refl :args (@t1187))
1.05/1.28	(step @p5284 :rule nary_cong :premises (@p3270 @p5141 @p5283 @p5282) :args ((or @t845 @t401 @t1187 @t1201)))
1.05/1.28	(assume-push @p8078 @t844)
1.05/1.28	(assume-push @p8079 @t399)
1.05/1.28	(assume-push @p8080 @t952)
1.05/1.28	(assume-push @p8081 @t849)
1.05/1.28	(assume-push @p8082 @t952)
1.05/1.28	(step @p5290 :rule symm :premises (@p8080))
1.05/1.28	(step @p5291 :rule trans :premises (@p5290 @p8081))
1.05/1.28	(step-pop @p8082 :rule scope :premises (@p5291))
1.05/1.28	(step-pop @p8083 :rule scope :premises (@p8082))
1.05/1.28	(step @p5292 :rule process_scope :premises (@p8083) :args (@t1201))
1.05/1.28	(assume-push @p8085 @t399)
1.05/1.28	(assume-push @p8086 @t844)
1.05/1.28	(step @p3276 :rule arith-elim-lt :args (@t25 1))
1.05/1.28	(step @p3298 :rule symm :premises (@p3276))
1.05/1.28	(step @p5147 :rule eq_resolve :premises (@p8078 @p3298))
1.05/1.28	(step @p5148 :rule int_tight_ub :premises (@p5147))
1.05/1.28	(step @p5149 :rule arith_trichotomy :premises (@p8079 @p5148))
1.05/1.28	(step-pop @p8086 :rule scope :premises (@p5149))
1.05/1.28	(step-pop @p8087 :rule scope :premises (@p8086))
1.05/1.28	(step @p5297 :rule process_scope :premises (@p8087) :args (@t849))
1.05/1.28	(step @p5300 :rule and_intro :premises (@p8079 @p8078))
1.05/1.28	(step @p5301 :rule modus_ponens :premises (@p5300 @p5297))
1.05/1.28	(step @p5302 :rule and_intro :premises (@p5301 @p8080))
1.05/1.28	(step @p5303 :rule modus_ponens :premises (@p5302 @p5292))
1.05/1.28	(step-pop @p8088 :rule scope :premises (@p5303))
1.05/1.28	(step-pop @p8089 :rule scope :premises (@p8088))
1.05/1.28	(step-pop @p8090 :rule scope :premises (@p8089))
1.05/1.28	(step @p5304 :rule process_scope :premises (@p8090) :args (@t1201))
1.05/1.28	(step @p5308 :rule implies_elim :premises (@p5304))
1.05/1.28	(step @p5309 :rule cnf_and_neg :args (@t1202))
1.05/1.28	(step @p5310 :rule resolution :premises (@p5309 @p5308) :args (true @t1202))
1.05/1.28	(step @p5311 :rule eq_resolve :premises (@p5310 @p5284))
1.05/1.28	(step @p5312 :rule bool-double-not-elim :args (@t1203))
1.05/1.28	(step @p5313 :rule refl :args (@t1204))
1.05/1.28	(step @p5314 :rule nary_cong :premises (@p2005 @p5313 @p5312) :args ((or @t606 @t1204 (not @t1205))))
1.05/1.28	(assume-push @p8092 @t586)
1.05/1.28	(assume-push @p8093 @t1200)
1.05/1.28	(assume-push @p8094 @t1205)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p60 :rule evaluate :args (@t58))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p4796 :rule nary_cong :premises (@p11 @p61 @p61) :args (@t1136))
1.05/1.28	(step @p4797 :rule trans :premises (@p4796 @p60))
1.05/1.28	(step @p311 :rule arith_poly_norm :args (@t143))
1.05/1.28	(step @p1046 :rule arith_poly_norm :args (@t349))
1.05/1.28	(step @p2389 :rule arith_poly_norm :args (@t694))
1.05/1.28	(step @p5318 :rule nary_cong :premises (@p2389 @p1046 @p311) :args (@t1206))
1.05/1.28	(step @p5319 :rule trans :premises (@p5318 @p60))
1.05/1.28	(step @p5320 :rule arith_poly_norm :args ((= @t1207 @t1206)))
1.05/1.28	(step @p5321 :rule trans :premises (@p5320 @p5319))
1.05/1.28	(step @p5322 :rule cong :premises (@p5321 @p4797) :args (@t1208))
1.05/1.28	(step @p5323 :rule trans :premises (@p5322 @p59))
1.05/1.28	(step @p5324 :rule cong :premises (@p5323) :args ((not @t1208)))
1.05/1.28	(step @p5325 :rule trans :premises (@p5324 @p58))
1.05/1.28	(step @p5326 :rule arith-elim-lt :args (@t1207 @t1136))
1.05/1.28	(step @p5327 :rule trans :premises (@p5326 @p5325))
1.05/1.28	(step @p5328 :rule arith_mult_neg :args (-1 @t1200))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p5329 :rule and_intro :premises (@p87 @p8093))
1.05/1.28	(step @p5330 :rule modus_ponens :premises (@p5329 @p5328))
1.05/1.28	(step @p2400 :rule arith_mult_neg :args (-1 @t631))
1.05/1.28	(step @p2056 :rule arith_poly_norm :args (@t632))
1.05/1.28	(step @p2057 :rule arith_poly_norm_rel :premises (@p2056) :args (@t633))
1.05/1.28	(step @p2058 :rule symm :premises (@p2057))
1.05/1.28	(step @p5331 :rule eq_resolve :premises (@p8092 @p2058))
1.05/1.28	(step @p5332 :rule and_intro :premises (@p87 @p5331))
1.05/1.28	(step @p5333 :rule modus_ponens :premises (@p5332 @p2400))
1.05/1.28	(step @p5334 :rule arith-elim-lt :args (@t20 0))
1.05/1.28	(step @p5335 :rule symm :premises (@p5334))
1.05/1.28	(step @p5336 :rule eq_resolve :premises (@p8094 @p5335))
1.05/1.28	(step @p5337 :rule arith_sum_ub :premises (@p5336 @p5333 @p5330))
1.05/1.28	(step @p5338 false :rule eq_resolve :premises (@p5337 @p5327))
1.05/1.28	(step-pop @p8094 :rule scope :premises (@p5338))
1.05/1.28	(step-pop @p8095 :rule scope :premises (@p8094))
1.05/1.28	(step-pop @p8096 :rule scope :premises (@p8095))
1.05/1.28	(step @p5339 :rule process_scope :premises (@p8096) :args (false))
1.05/1.28	(step @p5343 :rule not_and :premises (@p5339))
1.05/1.28	(step @p5344 :rule eq_resolve :premises (@p5343 @p5314))
1.05/1.28	(step @p5345 :rule reordering :premises (@p5344) :args ((or @t1203 @t606 @t1204)))
1.05/1.28	(assume-push @p8098 @t1201)
1.05/1.28	(step @p193 :rule evaluate :args (@t100))
1.05/1.28	(step @p5347 :rule arith_poly_norm :args (@t1209))
1.05/1.28	(step @p5348 :rule cong :premises (@p5347 @p11) :args (@t1209))
1.05/1.28	(step @p5349 :rule trans :premises (@p5348 @p193))
1.05/1.28	(step @p5350 :rule nary_cong :premises (@p217 @p8098) :args (@t856))
1.05/1.28	(step @p5351 :rule cong :premises (@p5350 @p11) :args (@t1210))
1.05/1.28	(step @p5352 :rule trans :premises (@p5351 @p5349))
1.05/1.28	(step @p5353 :rule true_elim :premises (@p5352))
1.05/1.28	(step-pop @p8098 :rule scope :premises (@p5353))
1.05/1.28	(step @p5354 :rule process_scope :premises (@p8098) :args (@t1210))
1.05/1.28	(step @p5356 :rule implies_elim :premises (@p5354))
1.05/1.28	(step @p5357 :rule reordering :premises (@p5356) :args ((or @t1210 @t1211)))
1.05/1.28	(step @p5358 :rule refl :args (@t1212))
1.05/1.28	(step @p5359 :rule bool-double-not-elim :args (@t960))
1.05/1.28	(step @p5360 :rule refl :args (@t1205))
1.05/1.28	(step @p5361 :rule nary_cong :premises (@p5360 @p5359 @p2005 @p5358) :args ((or @t1205 (not @t961) @t606 @t1212)))
1.05/1.28	(assume-push @p8100 @t1210)
1.05/1.28	(assume-push @p8101 @t1203)
1.05/1.28	(assume-push @p8102 @t586)
1.05/1.28	(assume-push @p8103 @t961)
1.05/1.28	(step @p5366 :rule arith-elim-lt :args (@t860 0))
1.05/1.28	(step @p5367 :rule cong :premises (@p5366) :args ((not @t1213)))
1.05/1.28	(step @p5368 :rule trans :premises (@p5367 @p5359))
1.05/1.28	(step @p5369 :rule symm :premises (@p5368))
1.05/1.28	(assume-push @p8104 @t1213)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p244 :rule evaluate :args (@t124))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p5371 :rule nary_cong :premises (@p11 @p11 @p61 @p61) :args (@t1214))
1.05/1.28	(step @p5372 :rule trans :premises (@p5371 @p244))
1.05/1.28	(step @p5373 :rule arith_poly_norm :args ((= (+ @t607 @t918 @t856 @t26 0 0) 0)))
1.05/1.28	(step @p311 :rule arith_poly_norm :args (@t143))
1.05/1.28	(step @p1046 :rule arith_poly_norm :args (@t349))
1.05/1.28	(step @p3590 :rule refl :args (@t918))
1.05/1.28	(step @p3352 :rule refl :args (@t607))
1.05/1.28	(step @p5374 :rule nary_cong :premises (@p3352 @p3590 @p3589 @p3354 @p1046 @p311) :args (@t1215))
1.05/1.28	(step @p5375 :rule trans :premises (@p5374 @p5373))
1.05/1.28	(step @p5376 :rule arith_poly_norm :args ((= @t1216 @t1215)))
1.05/1.28	(step @p5377 :rule trans :premises (@p5376 @p5375))
1.05/1.28	(step @p5378 :rule cong :premises (@p5377 @p5372) :args (@t1217))
1.05/1.28	(step @p5379 :rule trans :premises (@p5378 @p59))
1.05/1.28	(step @p5380 :rule cong :premises (@p5379) :args ((not @t1217)))
1.05/1.28	(step @p5381 :rule trans :premises (@p5380 @p58))
1.05/1.28	(step @p5382 :rule arith-elim-lt :args (@t1216 @t1214))
1.05/1.28	(step @p5383 :rule trans :premises (@p5382 @p5381))
1.05/1.28	(step @p5384 :rule arith_mult_neg :args (-1 @t1210))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p5385 :rule and_intro :premises (@p87 @p8100))
1.05/1.28	(step @p5386 :rule modus_ponens :premises (@p5385 @p5384))
1.05/1.28	(step @p5387 :rule arith_mult_neg :args (-1 @t1203))
1.05/1.28	(step @p5388 :rule and_intro :premises (@p87 @p8101))
1.05/1.28	(step @p5389 :rule modus_ponens :premises (@p5388 @p5387))
1.05/1.28	(step @p2056 :rule arith_poly_norm :args (@t632))
1.05/1.28	(step @p2057 :rule arith_poly_norm_rel :premises (@p2056) :args (@t633))
1.05/1.28	(step @p2058 :rule symm :premises (@p2057))
1.05/1.28	(step @p5390 :rule eq_resolve :premises (@p8102 @p2058))
1.05/1.28	(step @p5391 :rule arith_sum_ub :premises (@p8104 @p5390 @p5389 @p5386))
1.05/1.28	(step @p5392 false :rule eq_resolve :premises (@p5391 @p5383))
1.05/1.28	(step-pop @p8104 :rule scope :premises (@p5392))
1.05/1.28	(step @p5393 :rule process_scope :premises (@p8104) :args (false))
1.05/1.28	(step @p5395 :rule eq_resolve :premises (@p5393 @p5368))
1.05/1.28	(step @p5396 :rule eq_resolve :premises (@p5395 @p5369))
1.05/1.28	(step @p5397 :rule symm :premises (@p5366))
1.05/1.28	(step @p5398 :rule eq_resolve :premises (@p8103 @p5397))
1.05/1.28	(step @p5399 false :rule contra :premises (@p5398 @p5396))
1.05/1.28	(step-pop @p8105 :rule scope :premises (@p5399))
1.05/1.28	(step-pop @p8106 :rule scope :premises (@p8105))
1.05/1.28	(step-pop @p8107 :rule scope :premises (@p8106))
1.05/1.28	(step-pop @p8108 :rule scope :premises (@p8107))
1.05/1.28	(step @p5400 :rule process_scope :premises (@p8108) :args (false))
1.05/1.28	(assume-push @p8110 @t1203)
1.05/1.28	(assume-push @p8111 @t961)
1.05/1.28	(assume-push @p8112 @t586)
1.05/1.28	(assume-push @p8113 @t1210)
1.05/1.28	(step @p5409 :rule and_intro :premises (@p8113 @p8110 @p8112 @p8111))
1.05/1.28	(step-pop @p8113 :rule scope :premises (@p5409))
1.05/1.28	(step-pop @p8114 :rule scope :premises (@p8113))
1.05/1.28	(step-pop @p8115 :rule scope :premises (@p8114))
1.05/1.28	(step-pop @p8116 :rule scope :premises (@p8115))
1.05/1.28	(step @p5410 :rule process_scope :premises (@p8116) :args (@t1218))
1.05/1.28	(step @p5415 :rule implies_elim :premises (@p5410))
1.05/1.28	(step @p5416 :rule resolution :premises (@p5415 @p5400) :args (true @t1218))
1.05/1.28	(step @p5417 :rule not_and :premises (@p5416))
1.05/1.28	(step @p5418 :rule eq_resolve :premises (@p5417 @p5361))
1.05/1.28	(step @p5419 :rule chain_resolution :premises (@p5418 @p5357 @p5345 @p5311 @p1346 @p5281 @p5273 @p5206 @p46 @p1309 @p5162 @p1346) :args ((@list false false false false false false false false false false false) (@list @t1210 @t1203 @t1201 @t399 @t1200 @t952 @t1180 @t40 @t397 @t849 @t399)))
1.05/1.28	(step @p5420 :rule factoring :premises (@p5419))
1.05/1.28	(step @p5421 :rule chain_resolution :premises (@p5420 @p5139 @p5000 @p46 @p4972 @p3341 @p15) :args ((@list true false false true true true) (@list @t843 @t1152 @t40 @t960 @t858 @t19)))
1.05/1.28	(step @p5422 :rule factoring :premises (@p5421))
1.05/1.28	(step @p5423 :rule reordering :premises (@p5422) :args ((or @t468 @t606)))
1.05/1.28	(step @p5424 :rule refl :args (@t1219))
1.05/1.28	(step @p5425 :rule cong :premises (@p802 @p2020) :args (@t1220))
1.05/1.28	(step @p5426 :rule cong :premises (@p5425) :args ((not @t1220)))
1.05/1.28	(step @p5427 :rule arith-leq-norm :args (tptp.b -1))
1.05/1.28	(step @p5428 :rule trans :premises (@p5427 @p5426))
1.05/1.28	(step @p5429 :rule nary_cong :premises (@p5428 @p5424) :args ((or @t1221 @t1219)))
1.05/1.28	(step @p5430 :rule symm :premises (@p5429))
1.05/1.28	(step @p5431 :rule bool-double-not-elim :args (@t1219))
1.05/1.28	(step @p5432 :rule bool-double-not-elim :args (@t1221))
1.05/1.28	(step @p5433 :rule trans :premises (@p5432 @p5428))
1.05/1.28	(step @p5434 :rule nary_cong :premises (@p5433 @p5431) :args ((or (not @t1223) (not @t1222))))
1.05/1.28	(step @p5435 :rule trans :premises (@p5434 @p5430))
1.05/1.28	(assume-push @p8118 @t1223)
1.05/1.28	(assume-push @p8119 @t1222)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p5016 :rule evaluate :args (@t1163))
1.05/1.28	(step @p425 :rule evaluate :args (@t178))
1.05/1.28	(step @p5017 :rule nary_cong :premises (@p425 @p307) :args (@t1164))
1.05/1.28	(step @p5018 :rule trans :premises (@p5017 @p5016))
1.05/1.28	(step @p817 :rule arith_poly_norm :args (@t281))
1.05/1.28	(step @p5438 :rule cong :premises (@p817 @p5018) :args (@t1224))
1.05/1.28	(step @p5439 :rule trans :premises (@p5438 @p59))
1.05/1.28	(step @p5440 :rule cong :premises (@p5439) :args ((not @t1224)))
1.05/1.28	(step @p5441 :rule trans :premises (@p5440 @p58))
1.05/1.28	(step @p5442 :rule arith-elim-lt :args (@t280 @t1164))
1.05/1.28	(step @p5443 :rule trans :premises (@p5442 @p5441))
1.05/1.28	(step @p5444 :rule arith-elim-lt :args (tptp.b -1))
1.05/1.28	(step @p5445 :rule symm :premises (@p5444))
1.05/1.28	(step @p5446 :rule eq_resolve :premises (@p8119 @p5445))
1.05/1.28	(step @p5447 :rule arith_mult_neg :args (-1 (> tptp.b -1)))
1.05/1.28	(step @p5448 :rule cong :premises (@p5428) :args (@t1223))
1.05/1.28	(step @p5449 :rule trans :premises (@p5448 @p789))
1.05/1.28	(step @p5450 :rule arith-elim-leq :args (tptp.b -1))
1.05/1.28	(step @p5451 :rule symm :premises (@p5450))
1.05/1.28	(step @p5452 :rule cong :premises (@p5451) :args ((not (>= -1 tptp.b))))
1.05/1.28	(step @p5453 :rule arith-elim-gt :args (tptp.b -1))
1.05/1.28	(step @p5454 :rule trans :premises (@p5453 @p5452))
1.05/1.28	(step @p5455 :rule trans :premises (@p5454 @p5449))
1.05/1.28	(step @p5456 :rule symm :premises (@p5455))
1.05/1.28	(step @p5457 :rule trans :premises (@p5449 @p5456))
1.05/1.28	(step @p5458 :rule eq_resolve :premises (@p8118 @p5457))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p5459 :rule and_intro :premises (@p87 @p5458))
1.05/1.28	(step @p5460 :rule modus_ponens :premises (@p5459 @p5447))
1.05/1.28	(step @p5461 :rule arith_sum_ub :premises (@p5460 @p5446))
1.05/1.28	(step @p5462 false :rule eq_resolve :premises (@p5461 @p5443))
1.05/1.28	(step-pop @p8119 :rule scope :premises (@p5462))
1.05/1.28	(step-pop @p8120 :rule scope :premises (@p8119))
1.05/1.28	(step @p5463 :rule process_scope :premises (@p8120) :args (false))
1.05/1.28	(step @p5466 :rule not_and :premises (@p5463))
1.05/1.28	(step @p5467 :rule eq_resolve :premises (@p5466 @p5435))
1.05/1.28	(step @p5468 :rule eq_resolve :premises (@p5467 @p5429))
1.05/1.28	(step @p5469 :rule bool-double-not-elim :args (@t1227))
1.05/1.28	(step @p5470 :rule refl :args (@t1222))
1.05/1.28	(step @p5471 :rule nary_cong :premises (@p5470 @p1225 @p3343 @p3575 @p2005 @p5469) :args ((or @t1222 @t54 @t863 @t915 @t606 (not @t1228))))
1.05/1.28	(assume-push @p8122 @t914)
1.05/1.28	(assume-push @p8123 @t586)
1.05/1.28	(assume-push @p8124 @t50)
1.05/1.28	(assume-push @p8125 @t1219)
1.05/1.28	(assume-push @p8126 @t1228)
1.05/1.28	(assume-push @p8127 @t859)
1.05/1.28	(step @p5478 :rule arith-elim-leq :args (@t857 -1))
1.05/1.28	(step @p5479 :rule symm :premises (@p5478))
1.05/1.28	(step @p5480 :rule cong :premises (@p5479) :args ((not (>= -1 @t857))))
1.05/1.28	(step @p5481 :rule arith-elim-gt :args (@t857 -1))
1.05/1.28	(step @p5482 :rule trans :premises (@p5481 @p5480))
1.05/1.28	(step @p5483 :rule refl :args (@t857))
1.05/1.28	(step @p5484 :rule cong :premises (@p5483 @p2020) :args (@t1229))
1.05/1.28	(step @p5485 :rule cong :premises (@p5484) :args ((not @t1229)))
1.05/1.28	(step @p5486 :rule arith-leq-norm :args (@t857 -1))
1.05/1.28	(step @p5487 :rule trans :premises (@p5486 @p5485))
1.05/1.28	(step @p5488 :rule cong :premises (@p5487) :args ((not @t1230)))
1.05/1.28	(step @p5489 :rule trans :premises (@p5488 @p3343))
1.05/1.28	(step @p5490 :rule trans :premises (@p5482 @p5489))
1.05/1.28	(step @p5491 :rule symm :premises (@p5490))
1.05/1.28	(step @p5492 :rule trans :premises (@p5489 @p5491))
1.05/1.28	(assume-push @p8128 @t1230)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p5494 :rule evaluate :args ((+ -1 1 2 -2 0 0)))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p426 :rule evaluate :args (@t179))
1.05/1.28	(step @p5495 :rule evaluate :args (@t1231))
1.05/1.28	(step @p5496 :rule nary_cong :premises (@p307 @p427 @p5495 @p426 @p61 @p61) :args (@t1232))
1.05/1.28	(step @p5497 :rule trans :premises (@p5496 @p5494))
1.05/1.28	(step @p5498 :rule arith_poly_norm :args ((= (+ 0 @t918 @t856 @t1235 @t1225 0 0 @t1234 @t1233) 0)))
1.05/1.28	(step @p5499 :rule refl :args (@t1233))
1.05/1.28	(step @p5500 :rule refl :args (@t1234))
1.05/1.28	(step @p311 :rule arith_poly_norm :args (@t143))
1.05/1.28	(step @p1046 :rule arith_poly_norm :args (@t349))
1.05/1.28	(step @p5501 :rule refl :args (@t1225))
1.05/1.28	(step @p5502 :rule refl :args (@t1235))
1.05/1.28	(step @p3590 :rule refl :args (@t918))
1.05/1.28	(step @p2389 :rule arith_poly_norm :args (@t694))
1.05/1.28	(step @p5503 :rule nary_cong :premises (@p2389 @p3590 @p3589 @p5502 @p5501 @p1046 @p311 @p5500 @p5499) :args (@t1236))
1.05/1.28	(step @p5504 :rule trans :premises (@p5503 @p5498))
1.05/1.28	(step @p5505 :rule arith_poly_norm :args ((= @t1237 @t1236)))
1.05/1.28	(step @p5506 :rule trans :premises (@p5505 @p5504))
1.05/1.28	(step @p5507 :rule cong :premises (@p5506 @p5497) :args (@t1238))
1.05/1.28	(step @p5508 :rule trans :premises (@p5507 @p59))
1.05/1.28	(step @p5509 :rule cong :premises (@p5508) :args ((not @t1238)))
1.05/1.28	(step @p5510 :rule trans :premises (@p5509 @p58))
1.05/1.28	(step @p5511 :rule arith-elim-lt :args (@t1237 @t1232))
1.05/1.28	(step @p5512 :rule trans :premises (@p5511 @p5510))
1.05/1.28	(step @p3608 :rule arith_mult_neg :args (-1 @t914))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p5513 :rule and_intro :premises (@p87 @p8122))
1.05/1.28	(step @p5514 :rule modus_ponens :premises (@p5513 @p3608))
1.05/1.28	(step @p2400 :rule arith_mult_neg :args (-1 @t631))
1.05/1.28	(step @p2056 :rule arith_poly_norm :args (@t632))
1.05/1.28	(step @p2057 :rule arith_poly_norm_rel :premises (@p2056) :args (@t633))
1.05/1.28	(step @p2058 :rule symm :premises (@p2057))
1.05/1.28	(step @p5515 :rule eq_resolve :premises (@p8123 @p2058))
1.05/1.28	(step @p5516 :rule and_intro :premises (@p87 @p5515))
1.05/1.28	(step @p5517 :rule modus_ponens :premises (@p5516 @p2400))
1.05/1.28	(step @p5518 :rule arith_mult_neg :args (-2 @t50))
1.05/1.28	(step @p443 :rule evaluate :args (@t186))
1.05/1.28	(step @p444 :rule true_elim :premises (@p443))
1.05/1.28	(step @p5519 :rule and_intro :premises (@p444 @p8124))
1.05/1.28	(step @p5520 :rule modus_ponens :premises (@p5519 @p5518))
1.05/1.28	(step @p5521 :rule arith_mult_neg :args (-2 @t1219))
1.05/1.28	(step @p5522 :rule and_intro :premises (@p444 @p8125))
1.05/1.28	(step @p5523 :rule modus_ponens :premises (@p5522 @p5521))
1.05/1.28	(step @p5524 :rule arith-elim-lt :args (@t1226 1))
1.05/1.28	(step @p5525 :rule symm :premises (@p5524))
1.05/1.28	(step @p5526 :rule eq_resolve :premises (@p8126 @p5525))
1.05/1.28	(step @p3368 :rule arith-elim-lt :args (@t857 0))
1.05/1.28	(step @p3601 :rule symm :premises (@p3368))
1.05/1.28	(step @p3602 :rule eq_resolve :premises (@p3574 @p3601))
1.05/1.28	(step @p3603 :rule int_tight_ub :premises (@p3602))
1.05/1.28	(step @p5527 :rule arith_sum_ub :premises (@p3603 @p5526 @p5523 @p5520 @p5517 @p5514))
1.05/1.28	(step @p5528 false :rule eq_resolve :premises (@p5527 @p5512))
1.05/1.28	(step-pop @p8128 :rule scope :premises (@p5528))
1.05/1.28	(step @p5529 :rule process_scope :premises (@p8128) :args (false))
1.05/1.28	(step @p5531 :rule eq_resolve :premises (@p5529 @p5492))
1.05/1.28	(step @p5532 :rule eq_resolve :premises (@p5531 @p5482))
1.05/1.28	(step @p3368 :rule arith-elim-lt :args (@t857 0))
1.05/1.28	(step @p3601 :rule symm :premises (@p3368))
1.05/1.28	(step @p3602 :rule eq_resolve :premises (@p3574 @p3601))
1.05/1.28	(step @p3603 :rule int_tight_ub :premises (@p3602))
1.05/1.28	(step @p5533 false :rule contra :premises (@p3603 @p5532))
1.05/1.28	(step-pop @p8129 :rule scope :premises (@p5533))
1.05/1.28	(step-pop @p8130 :rule scope :premises (@p8129))
1.05/1.28	(step-pop @p8131 :rule scope :premises (@p8130))
1.05/1.28	(step-pop @p8132 :rule scope :premises (@p8131))
1.05/1.28	(step-pop @p8133 :rule scope :premises (@p8132))
1.05/1.28	(step-pop @p8134 :rule scope :premises (@p8133))
1.05/1.28	(step @p5534 :rule process_scope :premises (@p8134) :args (false))
1.05/1.28	(assume-push @p8136 @t1219)
1.05/1.28	(assume-push @p8137 @t50)
1.05/1.28	(assume-push @p8138 @t859)
1.05/1.28	(assume-push @p8139 @t914)
1.05/1.28	(assume-push @p8140 @t586)
1.05/1.28	(assume-push @p8141 @t1228)
1.05/1.28	(step @p5547 :rule and_intro :premises (@p8139 @p8140 @p8137 @p8136 @p8141 @p3574))
1.05/1.28	(step-pop @p8141 :rule scope :premises (@p5547))
1.05/1.28	(step-pop @p8142 :rule scope :premises (@p8141))
1.05/1.28	(step-pop @p8143 :rule scope :premises (@p8142))
1.05/1.28	(step-pop @p8144 :rule scope :premises (@p8143))
1.05/1.28	(step-pop @p8145 :rule scope :premises (@p8144))
1.05/1.28	(step-pop @p8146 :rule scope :premises (@p8145))
1.05/1.28	(step @p5548 :rule process_scope :premises (@p8146) :args (@t1239))
1.05/1.28	(step @p5555 :rule implies_elim :premises (@p5548))
1.05/1.28	(step @p5556 :rule resolution :premises (@p5555 @p5534) :args (true @t1239))
1.05/1.28	(step @p5557 :rule not_and :premises (@p5556))
1.05/1.28	(step @p5558 :rule eq_resolve :premises (@p5557 @p5471))
1.05/1.28	(step @p5559 :rule reordering :premises (@p5558) :args ((or @t1222 @t54 @t858 @t915 @t1227 @t606)))
1.05/1.28	(step @p5560 :rule chain_resolution :premises (@p5559 @p3574 @p3626 @p3750 @p3901 @p3748 @p3740 @p3624 @p3573 @p5468 @p3398 @p3341 @p15) :args ((@list true false false false false false false false false true true true) (@list @t858 @t914 @t926 @t962 @t956 @t953 @t923 @t913 @t1219 @t861 @t858 @t19)))
1.05/1.28	(step @p5561 :rule factoring :premises (@p5560))
1.05/1.28	(step @p5562 :rule chain_resolution :premises (@p5561 @p1942 @p1917 @p1309 @p1224) :args (@t1177 (@list @t586 @t580 @t397 @t194)))
1.05/1.28	(step @p5563 :rule factoring :premises (@p5562))
1.05/1.28	(step @p5564 :rule reordering :premises (@p5563) :args ((or @t238 @t371 @t271 @t54 @t849 @t963 @t1227)))
1.05/1.28	(step @p5565 :rule arith_poly_norm :args ((= (* -2 (- 1 @t1240)) (* -2 (- @t26 @t1225)))))
1.05/1.28	(step @p5566 :rule arith_poly_norm_rel :premises (@p5565) :args ((= (>= 1 @t1240) (>= @t26 @t1225))))
1.05/1.28	(step @p5567 :rule arith-geq-tighten :args (@t1226 1))
1.05/1.28	(step @p5568 :rule trans :premises (@p5567 @p5566))
1.05/1.28	(step @p5569 :rule symm :premises (@p5568))
1.05/1.28	(step @p5570 :rule arith_poly_norm :args ((= (* tptp.a 2) @t1225)))
1.05/1.28	(step @p5571 :rule nary_cong :premises (@p27 @p3062) :args (@t1241))
1.05/1.28	(step @p5572 :rule trans :premises (@p5571 @p5570))
1.05/1.28	(step @p5573 :rule cong :premises (@p1928 @p5572) :args (@t1242))
1.05/1.28	(step @p5574 :rule trans :premises (@p5573 @p5569))
1.05/1.28	(step @p5575 :rule refl :args (@t1243))
1.05/1.28	(step @p5576 :rule nary_cong :premises (@p516 @p5575) :args (@t1244))
1.05/1.28	(step @p5577 :rule cong :premises (@p5576 @p5574) :args ((=> @t1244 @t1242)))
1.05/1.28	(step @p5578 :rule symm :premises (@p5577))
1.05/1.28	(step @p5579 :rule cong :premises (@p1319 @p3062) :args (@t1245))
1.05/1.28	(step @p5580 :rule nary_cong :premises (@p516 @p5579) :args (@t1246))
1.05/1.28	(step @p5581 :rule cong :premises (@p5580 @p5574) :args ((=> @t1246 @t1242)))
1.05/1.28	(step @p5582 :rule trans :premises (@p5581 @p5578))
1.05/1.28	(step @p5583 :rule arith_mult_pos :args (tptp.a @t1245))
1.05/1.28	(step @p5584 :rule eq_resolve :premises (@p5583 @p5582))
1.05/1.28	(step @p5585 :rule eq_resolve :premises (@p5584 @p5577))
1.05/1.28	(step @p5586 :rule implies_elim :premises (@p5585))
1.05/1.28	(step @p5587 :rule reordering :premises (@p5586) :args ((or @t1228 (not @t1247))))
1.05/1.28	(step @p5588 :rule chain_resolution :premises (@p1256 @p4922 @p50) :args (@t415 (@list @t50 @t48)))
1.05/1.28	(step @p5589 :rule cnf_and_neg :args (@t1247))
1.05/1.28	(step @p5590 :rule reordering :premises (@p5589) :args ((or @t578 @t1248 @t1247)))
1.05/1.28	(step @p5591 :rule bool-double-not-elim :args (@t1243))
1.05/1.28	(step @p5592 :rule refl :args (@t1250))
1.05/1.28	(step @p5593 :rule nary_cong :premises (@p2710 @p1225 @p3576 @p1311 @p3628 @p3343 @p5592 @p5591) :args ((or @t271 @t54 @t916 @t400 @t929 @t863 @t1250 (not @t1248))))
1.05/1.28	(assume-push @p8148 @t859)
1.05/1.28	(assume-push @p8149 @t397)
1.05/1.28	(assume-push @p8150 @t50)
1.05/1.28	(assume-push @p8151 @t893)
1.05/1.28	(assume-push @p8152 @t270)
1.05/1.28	(assume-push @p8153 @t1249)
1.05/1.28	(assume-push @p8154 @t40)
1.05/1.28	(assume-push @p8155 @t1248)
1.05/1.28	(step @p5602 :rule arith-elim-leq :args (@t25 1))
1.05/1.28	(step @p5603 :rule symm :premises (@p5602))
1.05/1.28	(step @p5604 :rule cong :premises (@p5603) :args ((not (>= 1 @t25))))
1.05/1.28	(step @p5605 :rule arith-elim-gt :args (@t25 1))
1.05/1.28	(step @p5606 :rule trans :premises (@p5605 @p5604))
1.05/1.28	(step @p5607 :rule cong :premises (@p3415 @p2253) :args (@t1251))
1.05/1.28	(step @p5608 :rule cong :premises (@p5607) :args ((not @t1251)))
1.05/1.28	(step @p5609 :rule arith-leq-norm :args (@t25 1))
1.05/1.28	(step @p5610 :rule trans :premises (@p5609 @p5608))
1.05/1.28	(step @p5611 :rule cong :premises (@p5610) :args ((not @t1252)))
1.05/1.28	(step @p5612 :rule trans :premises (@p5611 @p5591))
1.05/1.28	(step @p5613 :rule trans :premises (@p5606 @p5612))
1.05/1.28	(step @p5614 :rule symm :premises (@p5613))
1.05/1.28	(step @p5615 :rule trans :premises (@p5612 @p5614))
1.05/1.28	(assume-push @p8156 @t1252)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p5617 :rule evaluate :args ((+ 1 0 0 0 0 -1 0 0)))
1.05/1.28	(step @p145 :rule evaluate :args (@t91))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p5618 :rule nary_cong :premises (@p427 @p61 @p11 @p61 @p11 @p145 @p11 @p11) :args (@t1253))
1.05/1.28	(step @p5619 :rule trans :premises (@p5618 @p5617))
1.05/1.28	(step @p5620 :rule arith_poly_norm :args ((= (+ @t918 @t402 @t856 0 @t25 @t105 @t12 @t11 @t13 0 0 0 0) 0)))
1.05/1.28	(step @p64 :rule arith_poly_norm :args (@t62))
1.05/1.28	(step @p1317 :rule arith_poly_norm :args (@t405))
1.05/1.28	(step @p65 :rule arith_poly_norm :args (@t64))
1.05/1.28	(step @p1318 :rule arith_poly_norm :args (@t407))
1.05/1.28	(step @p541 :rule refl :args (@t105))
1.05/1.28	(step @p3641 :rule arith_poly_norm :args (@t934))
1.05/1.28	(step @p1320 :rule refl :args (@t402))
1.05/1.28	(step @p3590 :rule refl :args (@t918))
1.05/1.28	(step @p5621 :rule nary_cong :premises (@p3590 @p1320 @p3589 @p3641 @p1319 @p541 @p2388 @p1019 @p280 @p1318 @p65 @p1317 @p64) :args (@t1254))
1.05/1.28	(step @p5622 :rule trans :premises (@p5621 @p5620))
1.05/1.28	(step @p5623 :rule arith_poly_norm :args ((= @t1256 @t1254)))
1.05/1.28	(step @p5624 :rule trans :premises (@p5623 @p5622))
1.05/1.28	(step @p5625 :rule cong :premises (@p5624 @p5619) :args (@t1257))
1.05/1.28	(step @p5626 :rule trans :premises (@p5625 @p59))
1.05/1.28	(step @p5627 :rule cong :premises (@p5626) :args ((not @t1257)))
1.05/1.28	(step @p5628 :rule trans :premises (@p5627 @p58))
1.05/1.28	(step @p5629 :rule arith-elim-lt :args (@t1256 @t1253))
1.05/1.28	(step @p5630 :rule trans :premises (@p5629 @p5628))
1.05/1.28	(step @p3368 :rule arith-elim-lt :args (@t857 0))
1.05/1.28	(step @p3601 :rule symm :premises (@p3368))
1.05/1.28	(step @p3602 :rule eq_resolve :premises (@p3574 @p3601))
1.05/1.28	(step @p1331 :rule arith_poly_norm :args (@t412))
1.05/1.28	(step @p1332 :rule arith_poly_norm_rel :premises (@p1331) :args (@t414))
1.05/1.28	(step @p1333 :rule symm :premises (@p1332))
1.05/1.28	(step @p1334 :rule eq_resolve :premises (@p1309 @p1333))
1.05/1.28	(step @p1239 :rule arith_mult_neg :args (-1 @t50))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p5631 :rule and_intro :premises (@p87 @p8150))
1.05/1.28	(step @p5632 :rule modus_ponens :premises (@p5631 @p1239))
1.05/1.28	(step @p3597 :rule arith-elim-lt :args (@t882 1))
1.05/1.28	(step @p3598 :rule symm :premises (@p3597))
1.05/1.28	(step @p5633 :rule eq_resolve :premises (@p8151 @p3598))
1.05/1.28	(step @p5634 :rule int_tight_ub :premises (@p5633))
1.05/1.28	(step @p3942 :rule arith_mult_neg :args (-1 @t270))
1.05/1.28	(step @p5635 :rule and_intro :premises (@p87 @p8152))
1.05/1.28	(step @p5636 :rule modus_ponens :premises (@p5635 @p3942))
1.05/1.28	(step @p5637 :rule arith_poly_norm :args ((= (* 1 (- @t1255 0)) (* 1 @t1258))))
1.05/1.28	(step @p5638 :rule arith_poly_norm_rel :premises (@p5637) :args ((= (= @t1255 0) @t1249)))
1.05/1.28	(step @p5639 :rule symm :premises (@p5638))
1.05/1.28	(step @p5640 :rule eq_resolve :premises (@p8153 @p5639))
1.05/1.28	(step @p3652 :rule arith_mult_neg :args (-1 @t940))
1.05/1.28	(step @p3653 :rule arith_poly_norm :args (@t941))
1.05/1.28	(step @p3654 :rule arith_poly_norm_rel :premises (@p3653) :args (@t942))
1.05/1.28	(step @p3655 :rule symm :premises (@p3654))
1.05/1.28	(step @p3656 :rule eq_resolve :premises (@p46 @p3655))
1.05/1.28	(step @p3657 :rule and_intro :premises (@p87 @p3656))
1.05/1.28	(step @p3658 :rule modus_ponens :premises (@p3657 @p3652))
1.05/1.28	(step @p5641 :rule arith_sum_ub :premises (@p8156 @p3658 @p5640 @p5636 @p5634 @p5632 @p1334 @p3602))
1.05/1.28	(step @p5642 false :rule eq_resolve :premises (@p5641 @p5630))
1.05/1.28	(step-pop @p8156 :rule scope :premises (@p5642))
1.05/1.28	(step @p5643 :rule process_scope :premises (@p8156) :args (false))
1.05/1.28	(step @p5645 :rule eq_resolve :premises (@p5643 @p5615))
1.05/1.28	(step @p5646 :rule eq_resolve :premises (@p5645 @p5606))
1.05/1.28	(step @p5647 :rule arith-elim-lt :args (@t25 2))
1.05/1.28	(step @p5648 :rule symm :premises (@p5647))
1.05/1.28	(step @p5649 :rule eq_resolve :premises (@p8155 @p5648))
1.05/1.28	(step @p5650 :rule int_tight_ub :premises (@p5649))
1.05/1.28	(step @p5651 false :rule contra :premises (@p5650 @p5646))
1.05/1.28	(step-pop @p8157 :rule scope :premises (@p5651))
1.05/1.28	(step-pop @p8158 :rule scope :premises (@p8157))
1.05/1.28	(step-pop @p8159 :rule scope :premises (@p8158))
1.05/1.28	(step-pop @p8160 :rule scope :premises (@p8159))
1.05/1.28	(step-pop @p8161 :rule scope :premises (@p8160))
1.05/1.28	(step-pop @p8162 :rule scope :premises (@p8161))
1.05/1.28	(step-pop @p8163 :rule scope :premises (@p8162))
1.05/1.28	(step-pop @p8164 :rule scope :premises (@p8163))
1.05/1.28	(step @p5652 :rule process_scope :premises (@p8164) :args (false))
1.05/1.28	(assume-push @p8166 @t270)
1.05/1.28	(assume-push @p8167 @t50)
1.05/1.28	(assume-push @p8168 @t893)
1.05/1.28	(assume-push @p8169 @t397)
1.05/1.28	(assume-push @p8170 @t40)
1.05/1.28	(assume-push @p8171 @t859)
1.05/1.28	(assume-push @p8172 @t1249)
1.05/1.28	(assume-push @p8173 @t1248)
1.05/1.28	(step @p5669 :rule and_intro :premises (@p3574 @p1309 @p8167 @p8168 @p8166 @p8172 @p46 @p8173))
1.05/1.28	(step-pop @p8173 :rule scope :premises (@p5669))
1.05/1.28	(step-pop @p8174 :rule scope :premises (@p8173))
1.05/1.28	(step-pop @p8175 :rule scope :premises (@p8174))
1.05/1.28	(step-pop @p8176 :rule scope :premises (@p8175))
1.05/1.28	(step-pop @p8177 :rule scope :premises (@p8176))
1.05/1.28	(step-pop @p8178 :rule scope :premises (@p8177))
1.05/1.28	(step-pop @p8179 :rule scope :premises (@p8178))
1.05/1.28	(step-pop @p8180 :rule scope :premises (@p8179))
1.05/1.28	(step @p5670 :rule process_scope :premises (@p8180) :args (@t1259))
1.05/1.28	(step @p5679 :rule implies_elim :premises (@p5670))
1.05/1.28	(step @p5680 :rule resolution :premises (@p5679 @p5652) :args (true @t1259))
1.05/1.28	(step @p5681 :rule not_and :premises (@p5680))
1.05/1.28	(step @p5682 :rule eq_resolve :premises (@p5681 @p5593))
1.05/1.28	(step @p5683 :rule reordering :premises (@p5682) :args ((or @t271 @t54 @t892 @t858 @t400 @t929 @t1250 @t1243)))
1.05/1.28	(step @p5684 :rule arith_poly_norm :args ((= (* 1 (- @t856 @t36)) (* -1 @t1258))))
1.05/1.28	(step @p5685 :rule arith_poly_norm_rel :premises (@p5684) :args ((= @t1260 @t1249)))
1.05/1.28	(step @p5686 :rule cong :premises (@p3006 @p5685) :args ((=> @t785 @t1260)))
1.05/1.28	(assume-push @p8182 @t785)
1.05/1.28	(step @p5688 :rule eq-refl :args (@t36))
1.05/1.28	(step @p5066 :rule refl :args (@t36))
1.05/1.28	(step @p5689 :rule arith_poly_norm :args (@t1261))
1.05/1.28	(step @p5690 :rule cong :premises (@p5689 @p5066) :args (@t1261))
1.05/1.28	(step @p5691 :rule trans :premises (@p5690 @p5688))
1.05/1.28	(step @p5692 :rule nary_cong :premises (@p8182 @p5066) :args (@t856))
1.05/1.28	(step @p5693 :rule cong :premises (@p5692 @p5066) :args (@t1260))
1.05/1.28	(step @p5694 :rule trans :premises (@p5693 @p5691))
1.05/1.28	(step @p5695 :rule true_elim :premises (@p5694))
1.05/1.28	(step-pop @p8182 :rule scope :premises (@p5695))
1.05/1.28	(step @p5696 :rule process_scope :premises (@p8182) :args (@t1260))
1.05/1.28	(step @p5698 :rule eq_resolve :premises (@p5696 @p5686))
1.05/1.28	(step @p5699 :rule implies_elim :premises (@p5698))
1.05/1.28	(step @p5700 :rule chain_resolution :premises (@p3045 @p5699 @p5683 @p4922 @p3574 @p46 @p1309 @p5590 @p3622 @p5588 @p50 @p3574 @p5587 @p3626 @p5564 @p4922 @p3750) :args ((@list true true false true false false true true true false true true false false false false) (@list @t785 @t1249 @t50 @t858 @t40 @t397 @t1243 @t787 @t49 @t48 @t858 @t1247 @t914 @t1227 @t50 @t926)))
1.05/1.28	(step @p5701 :rule factoring :premises (@p5700))
1.05/1.28	(step @p5702 :rule chain_resolution :premises (@p5701 @p3461 @p3901 @p3433 @p3748 @p3740) :args (@t1144 (@list @t877 @t962 @t873 @t956 @t953)))
1.05/1.28	(step @p5703 :rule factoring :premises (@p5702))
1.05/1.28	(step @p5704 :rule chain_resolution :premises (@p5703 @p3491 @p3400 @p3324 @p3463) :args ((@list true false true false) (@list @t892 @t872 @t849 @t881)))
1.05/1.28	(step @p5705 :rule factoring :premises (@p5704))
1.05/1.28	(step @p5706 :rule chain_resolution :premises (@p5705 @p3306 @p1309 @p3624 @p3573 @p3398 @p3341 @p15 @p1942) :args ((@list false false false false true true true false) (@list @t843 @t397 @t923 @t913 @t861 @t858 @t19 @t586)))
1.05/1.28	(step @p5707 :rule factoring :premises (@p5706))
1.05/1.28	(step @p5708 :rule chain_resolution :premises (@p5707 @p2822 @p1917 @p1309) :args (@t516 (@list @t370 @t580 @t397)))
1.05/1.28	(step @p5709 :rule factoring :premises (@p5708))
1.05/1.28	(step @p5710 :rule chain_resolution :premises (@p5709 @p4946) :args (@t421 @t1145))
1.05/1.28	(step @p5711 :rule factoring :premises (@p5710))
1.05/1.28	(step @p5712 :rule chain_resolution :premises (@p5711 @p4922) :args (@t421 @t1262))
1.05/1.28	(step @p5713 :rule reordering :premises (@p5712) :args ((or @t238 @t271 @t284 @t520)))
1.05/1.28	(step @p5714 :rule bool-double-not-elim :args (@t1263))
1.05/1.28	(step @p5715 :rule nary_cong :premises (@p3576 @p1910 @p4274 @p2005 @p5714) :args ((or @t916 @t578 @t1055 @t606 @t1265)))
1.05/1.28	(assume-push @p8184 @t893)
1.05/1.28	(assume-push @p8185 @t194)
1.05/1.28	(assume-push @p8186 @t29)
1.05/1.28	(assume-push @p8187 @t586)
1.05/1.28	(assume-push @p8188 @t1264)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p354 :rule evaluate :args (@t157))
1.05/1.28	(step @p5721 :rule evaluate :args ((+ 1 0 -1 -1 0)))
1.05/1.28	(step @p145 :rule evaluate :args (@t91))
1.05/1.28	(step @p5722 :rule nary_cong :premises (@p427 @p11 @p145 @p307 @p11) :args (@t1266))
1.05/1.28	(step @p5723 :rule trans :premises (@p5722 @p5721))
1.05/1.28	(step @p5724 :rule arith_poly_norm :args ((= @t1267 0)))
1.05/1.28	(step @p5725 :rule arith_poly_norm :args ((= @t1268 @t1267)))
1.05/1.28	(step @p5726 :rule trans :premises (@p5725 @p5724))
1.05/1.28	(step @p5727 :rule cong :premises (@p5726 @p5723) :args (@t1269))
1.05/1.28	(step @p5728 :rule trans :premises (@p5727 @p354))
1.05/1.28	(step @p5729 :rule cong :premises (@p5728) :args ((not @t1269)))
1.05/1.28	(step @p5730 :rule trans :premises (@p5729 @p58))
1.05/1.28	(step @p5731 :rule arith-elim-lt :args (@t1268 @t1266))
1.05/1.28	(step @p5732 :rule trans :premises (@p5731 @p5730))
1.05/1.28	(step @p2056 :rule arith_poly_norm :args (@t632))
1.05/1.28	(step @p2057 :rule arith_poly_norm_rel :premises (@p2056) :args (@t633))
1.05/1.28	(step @p2058 :rule symm :premises (@p2057))
1.05/1.28	(step @p5733 :rule eq_resolve :premises (@p8187 @p2058))
1.05/1.28	(step @p4311 :rule arith-elim-lt :args (@t27 0))
1.05/1.28	(step @p4312 :rule symm :premises (@p4311))
1.05/1.28	(step @p4313 :rule eq_resolve :premises (@p42 @p4312))
1.05/1.28	(step @p5734 :rule int_tight_ub :premises (@p4313))
1.05/1.28	(step @p1185 :rule arith_mult_neg :args (-1 @t194))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p5735 :rule and_intro :premises (@p87 @p8185))
1.05/1.28	(step @p5736 :rule modus_ponens :premises (@p5735 @p1185))
1.05/1.28	(step @p3597 :rule arith-elim-lt :args (@t882 1))
1.05/1.28	(step @p3598 :rule symm :premises (@p3597))
1.05/1.28	(step @p5737 :rule eq_resolve :premises (@p8184 @p3598))
1.05/1.28	(step @p5738 :rule int_tight_ub :premises (@p5737))
1.05/1.28	(step @p5739 :rule arith-elim-lt :args (@t564 1))
1.05/1.28	(step @p5740 :rule symm :premises (@p5739))
1.05/1.28	(step @p5741 :rule eq_resolve :premises (@p8188 @p5740))
1.05/1.28	(step @p5742 :rule arith_sum_ub :premises (@p5741 @p5738 @p5736 @p5734 @p5733))
1.05/1.28	(step @p5743 false :rule eq_resolve :premises (@p5742 @p5732))
1.05/1.28	(step-pop @p8188 :rule scope :premises (@p5743))
1.05/1.28	(step-pop @p8189 :rule scope :premises (@p8188))
1.05/1.28	(step-pop @p8190 :rule scope :premises (@p8189))
1.05/1.28	(step-pop @p8191 :rule scope :premises (@p8190))
1.05/1.28	(step-pop @p8192 :rule scope :premises (@p8191))
1.05/1.28	(step @p5744 :rule process_scope :premises (@p8192) :args (false))
1.05/1.28	(step @p5750 :rule not_and :premises (@p5744))
1.05/1.28	(step @p5751 :rule eq_resolve :premises (@p5750 @p5715))
1.05/1.28	(step @p5752 :rule reordering :premises (@p5751) :args ((or @t578 @t1263 @t892 @t28 @t606)))
1.05/1.28	(assume-push @p8194 @t1263)
1.05/1.28	(assume-push @p8195 @t1132)
1.05/1.28	(assume-push @p8196 @t562)
1.05/1.28	(assume-push @p8197 @t1132)
1.05/1.28	(step @p5757 :rule false_intro :premises (@p8196))
1.05/1.28	(step @p5758 :rule symm :premises (@p8195))
1.05/1.28	(step @p5759 :rule cong :premises (@p208 @p5758) :args (@t1133))
1.05/1.28	(step @p5760 :rule trans :premises (@p5759 @p5757))
1.05/1.28	(step @p5761 :rule false_elim :premises (@p5760))
1.05/1.28	(step-pop @p8197 :rule scope :premises (@p5761))
1.05/1.28	(step-pop @p8198 :rule scope :premises (@p8197))
1.05/1.28	(step @p5762 :rule process_scope :premises (@p8198) :args (@t1135))
1.05/1.28	(assume-push @p8200 @t1263)
1.05/1.28	(step @p1897 :rule arith_poly_norm :args (@t576))
1.05/1.28	(step @p1898 :rule arith_poly_norm_rel :premises (@p1897) :args (@t577))
1.05/1.28	(step @p5766 :rule cong :premises (@p1898) :args ((not @t565)))
1.05/1.28	(assume-push @p8201 @t565)
1.05/1.28	(step @p143 :rule evaluate :args (@t89))
1.05/1.28	(step @p579 :rule evaluate :args (@t227))
1.05/1.28	(step @p145 :rule evaluate :args (@t91))
1.05/1.28	(step @p672 :rule nary_cong :premises (@p11 @p145) :args (@t246))
1.05/1.28	(step @p673 :rule trans :premises (@p672 @p579))
1.05/1.28	(step @p386 :rule evaluate :args (@t166))
1.05/1.28	(step @p312 :rule arith_poly_norm :args (@t145))
1.05/1.28	(step @p931 :rule arith_poly_norm :args (@t310))
1.05/1.28	(step @p932 :rule nary_cong :premises (@p931 @p312) :args (@t311))
1.05/1.28	(step @p933 :rule trans :premises (@p932 @p386))
1.05/1.28	(step @p5768 :rule arith_poly_norm :args (@t1272))
1.05/1.28	(step @p5769 :rule trans :premises (@p5768 @p933))
1.05/1.28	(step @p5770 :rule cong :premises (@p5769 @p673) :args ((<= @t1271 @t246)))
1.05/1.28	(step @p5771 :rule trans :premises (@p5770 @p143))
1.05/1.28	(step @p5772 :rule arith_mult_neg :args (-1 @t1263))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p5773 :rule and_intro :premises (@p87 @p8194))
1.05/1.28	(step @p5774 :rule modus_ponens :premises (@p5773 @p5772))
1.05/1.28	(step @p5775 :rule arith_sum_ub :premises (@p8201 @p5774))
1.05/1.28	(step @p5776 false :rule eq_resolve :premises (@p5775 @p5771))
1.05/1.28	(step-pop @p8201 :rule scope :premises (@p5776))
1.05/1.28	(step @p5777 :rule process_scope :premises (@p8201) :args (false))
1.05/1.28	(step @p5779 :rule eq_resolve :premises (@p5777 @p5766))
1.05/1.28	(step-pop @p8202 :rule scope :premises (@p5779))
1.05/1.28	(step @p5780 :rule process_scope :premises (@p8202) :args (@t562))
1.05/1.28	(step @p5782 :rule modus_ponens :premises (@p8194 @p5780))
1.05/1.28	(step @p5783 :rule and_intro :premises (@p5782 @p8195))
1.05/1.28	(step @p5784 :rule modus_ponens :premises (@p5783 @p5762))
1.05/1.28	(step-pop @p8203 :rule scope :premises (@p5784))
1.05/1.28	(step-pop @p8204 :rule scope :premises (@p8203))
1.05/1.28	(step @p5785 :rule process_scope :premises (@p8204) :args (@t1135))
1.05/1.28	(step @p5788 :rule implies_elim :premises (@p5785))
1.05/1.28	(step @p5789 :rule cnf_and_neg :args (@t1273))
1.05/1.28	(step @p5790 :rule resolution :premises (@p5789 @p5788) :args (true @t1273))
1.05/1.28	(step @p5791 :rule chain_resolution :premises (@p5790 @p4773 @p4765) :args (@t415 (@list @t1133 @t1132)))
1.05/1.28	(step @p5792 :rule factoring :premises (@p5791))
1.05/1.28	(step @p5793 :rule reordering :premises (@p5792) :args ((or @t250 @t1264)))
1.05/1.28	(step @p5794 :rule chain_resolution :premises (@p5793 @p5752 @p42 @p2729 @p3491 @p5713 @p3463) :args ((@list false true false true true false) (@list @t1263 @t28 @t249 @t892 @t283 @t881)))
1.05/1.28	(step @p5795 :rule factoring :premises (@p5794))
1.05/1.28	(step @p5796 :rule chain_resolution :premises (@p5795 @p5423) :args (@t421 @t1048))
1.05/1.28	(step @p5797 :rule factoring :premises (@p5796))
1.05/1.28	(step @p5798 :rule chain_resolution :premises (@p5797 @p1942 @p1917 @p1309) :args (@t516 (@list @t586 @t580 @t397)))
1.05/1.28	(step @p5799 :rule factoring :premises (@p5798))
1.05/1.28	(step @p5800 :rule chain_resolution :premises (@p5799 @p4946 @p4922) :args (@t415 @t704))
1.05/1.28	(step @p5801 :rule factoring :premises (@p5800))
1.05/1.28	(step @p5802 :rule reordering :premises (@p5801) :args ((or @t238 @t271)))
1.05/1.28	(step @p5803 :rule refl :args (@t1274))
1.05/1.28	(step @p5804 :rule nary_cong :premises (@p5803 @p789 @p4973) :args ((or @t1274 @t273 @t1154)))
1.05/1.28	(step @p5805 :rule cnf_and_neg :args (@t1274))
1.05/1.28	(step @p5806 :rule eq_resolve :premises (@p5805 @p5804))
1.05/1.28	(step @p5807 :rule reordering :premises (@p5806) :args ((or @t270 @t1152 @t1274)))
1.05/1.28	(step @p5808 :rule bool-double-not-elim :args (@t1275))
1.05/1.28	(step @p5809 :rule nary_cong :premises (@p3576 @p1910 @p5808) :args ((or @t916 @t578 @t1277)))
1.05/1.28	(assume-push @p8206 @t893)
1.05/1.28	(assume-push @p8207 @t194)
1.05/1.28	(assume-push @p8208 @t1276)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p1173 :rule evaluate :args (@t374))
1.05/1.28	(step @p145 :rule evaluate :args (@t91))
1.05/1.28	(step @p1174 :rule nary_cong :premises (@p427 @p11 @p145) :args (@t375))
1.05/1.28	(step @p1175 :rule trans :premises (@p1174 @p1173))
1.05/1.28	(step @p5813 :rule arith_poly_norm :args ((= @t1278 0)))
1.05/1.28	(step @p5814 :rule arith_poly_norm :args ((= @t1279 @t1278)))
1.05/1.28	(step @p5815 :rule trans :premises (@p5814 @p5813))
1.05/1.28	(step @p5816 :rule cong :premises (@p5815 @p1175) :args (@t1280))
1.05/1.28	(step @p5817 :rule trans :premises (@p5816 @p59))
1.05/1.28	(step @p5818 :rule cong :premises (@p5817) :args ((not @t1280)))
1.05/1.28	(step @p5819 :rule trans :premises (@p5818 @p58))
1.05/1.28	(step @p5820 :rule arith-elim-lt :args (@t1279 @t375))
1.05/1.28	(step @p5821 :rule trans :premises (@p5820 @p5819))
1.05/1.28	(step @p1185 :rule arith_mult_neg :args (-1 @t194))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p5822 :rule and_intro :premises (@p87 @p8207))
1.05/1.28	(step @p5823 :rule modus_ponens :premises (@p5822 @p1185))
1.05/1.28	(step @p3597 :rule arith-elim-lt :args (@t882 1))
1.05/1.28	(step @p3598 :rule symm :premises (@p3597))
1.05/1.28	(step @p5824 :rule eq_resolve :premises (@p8206 @p3598))
1.05/1.28	(step @p5825 :rule int_tight_ub :premises (@p5824))
1.05/1.28	(step @p5826 :rule arith-elim-lt :args (@t20 1))
1.05/1.28	(step @p5827 :rule symm :premises (@p5826))
1.05/1.28	(step @p5828 :rule eq_resolve :premises (@p8208 @p5827))
1.05/1.28	(step @p5829 :rule arith_sum_ub :premises (@p5828 @p5825 @p5823))
1.05/1.28	(step @p5830 false :rule eq_resolve :premises (@p5829 @p5821))
1.05/1.28	(step-pop @p8208 :rule scope :premises (@p5830))
1.05/1.28	(step-pop @p8209 :rule scope :premises (@p8208))
1.05/1.28	(step-pop @p8210 :rule scope :premises (@p8209))
1.05/1.28	(step @p5831 :rule process_scope :premises (@p8210) :args (false))
1.05/1.28	(step @p5835 :rule not_and :premises (@p5831))
1.05/1.28	(step @p5836 :rule eq_resolve :premises (@p5835 @p5809))
1.05/1.28	(step @p5837 :rule reordering :premises (@p5836) :args ((or @t578 @t1275 @t892)))
1.05/1.28	(step @p5838 :rule bool-double-not-elim :args (@t1281))
1.05/1.28	(step @p5839 :rule refl :args (@t856))
1.05/1.28	(step @p5840 :rule cong :premises (@p5839 @p475) :args (@t1282))
1.05/1.28	(step @p5841 :rule cong :premises (@p5840) :args ((not @t1282)))
1.05/1.28	(step @p5842 :rule arith-leq-norm :args (@t856 0))
1.05/1.28	(step @p5843 :rule trans :premises (@p5842 @p5841))
1.05/1.28	(step @p5844 :rule cong :premises (@p5843) :args ((not (<= @t856 0))))
1.05/1.28	(step @p5845 :rule trans :premises (@p5844 @p5838))
1.05/1.28	(step @p5846 :rule arith-elim-leq :args (@t856 0))
1.05/1.28	(step @p5847 :rule symm :premises (@p5846))
1.05/1.28	(step @p5848 :rule cong :premises (@p5847) :args ((not (>= 0 @t856))))
1.05/1.28	(step @p5849 :rule arith-elim-gt :args (@t856 0))
1.05/1.28	(step @p5850 :rule trans :premises (@p5849 @p5848))
1.05/1.28	(step @p5851 :rule trans :premises (@p5850 @p5845))
1.05/1.28	(step @p4990 :rule arith-elim-lt :args (@t36 0))
1.05/1.28	(step @p5852 :rule nary_cong :premises (@p824 @p4990) :args (@t1283))
1.05/1.28	(step @p5853 :rule cong :premises (@p5852 @p5851) :args ((=> @t1283 (> @t856 0))))
1.05/1.28	(step @p5854 :rule arith_mult_sign :args (@t1283 @t856))
1.05/1.28	(step @p5855 :rule eq_resolve :premises (@p5854 @p5853))
1.05/1.28	(step @p5856 :rule implies_elim :premises (@p5855))
1.05/1.28	(step @p5857 :rule reordering :premises (@p5856) :args ((or @t1281 (not @t1274))))
1.05/1.28	(step @p5858 :rule arith_poly_norm :args ((= @t571 @t572)))
1.05/1.28	(step @p5859 :rule arith_poly_norm_rel :premises (@p5858) :args ((= @t1284 @t1203)))
1.05/1.28	(step @p5860 :rule arith_poly_norm :args ((= (* -1 (- @t13 @t1285)) (* -1 (- @t20 1)))))
1.05/1.28	(step @p5861 :rule arith_poly_norm_rel :premises (@p5860) :args ((= @t1286 @t1275)))
1.05/1.28	(step @p5862 :rule cong :premises (@p5861) :args ((not @t1286)))
1.05/1.28	(step @p5863 :rule arith-leq-norm :args (@t13 @t11))
1.05/1.28	(step @p5864 :rule trans :premises (@p5863 @p5862))
1.05/1.28	(step @p5865 :rule nary_cong :premises (@p5864 @p5859) :args ((or @t1287 @t1284)))
1.05/1.28	(step @p5866 :rule symm :premises (@p5865))
1.05/1.28	(step @p5867 :rule bool-double-not-elim :args (@t1284))
1.05/1.28	(step @p5868 :rule trans :premises (@p5867 @p5859))
1.05/1.28	(step @p5869 :rule bool-double-not-elim :args (@t1287))
1.05/1.28	(step @p5870 :rule trans :premises (@p5869 @p5864))
1.05/1.28	(step @p5871 :rule nary_cong :premises (@p5870 @p5868) :args ((or (not @t1289) (not @t1288))))
1.05/1.28	(step @p5872 :rule trans :premises (@p5871 @p5866))
1.05/1.28	(assume-push @p8212 @t1289)
1.05/1.28	(assume-push @p8213 @t1288)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p5875 :rule arith_poly_norm :args ((= @t1290 0)))
1.05/1.28	(step @p582 :rule arith_poly_norm :args (@t230))
1.05/1.28	(step @p5876 :rule cong :premises (@p582 @p5875) :args (@t1291))
1.05/1.28	(step @p5877 :rule trans :premises (@p5876 @p59))
1.05/1.28	(step @p5878 :rule cong :premises (@p5877) :args ((not @t1291)))
1.05/1.28	(step @p5879 :rule trans :premises (@p5878 @p58))
1.05/1.28	(step @p5880 :rule arith-elim-lt :args (@t229 @t1290))
1.05/1.28	(step @p5881 :rule trans :premises (@p5880 @p5879))
1.05/1.28	(step @p5882 :rule cong :premises (@p5859) :args (@t1288))
1.05/1.28	(step @p5883 :rule arith-elim-lt :args (@t13 @t11))
1.05/1.28	(step @p5884 :rule trans :premises (@p5883 @p5882))
1.05/1.28	(step @p5885 :rule symm :premises (@p5884))
1.05/1.28	(step @p5886 :rule trans :premises (@p5882 @p5885))
1.05/1.28	(step @p5887 :rule eq_resolve :premises (@p8213 @p5886))
1.05/1.28	(step @p5888 :rule arith_mult_neg :args (-1 (> @t13 @t11)))
1.05/1.28	(step @p5889 :rule cong :premises (@p5864) :args (@t1289))
1.05/1.28	(step @p5890 :rule trans :premises (@p5889 @p5808))
1.05/1.28	(step @p5891 :rule arith-elim-leq :args (@t13 @t11))
1.05/1.28	(step @p5892 :rule symm :premises (@p5891))
1.05/1.28	(step @p5893 :rule cong :premises (@p5892) :args ((not (>= @t11 @t13))))
1.05/1.28	(step @p5894 :rule arith-elim-gt :args (@t13 @t11))
1.05/1.28	(step @p5895 :rule trans :premises (@p5894 @p5893))
1.05/1.28	(step @p5896 :rule trans :premises (@p5895 @p5890))
1.05/1.28	(step @p5897 :rule symm :premises (@p5896))
1.05/1.28	(step @p5898 :rule trans :premises (@p5890 @p5897))
1.05/1.28	(step @p5899 :rule eq_resolve :premises (@p8212 @p5898))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p5900 :rule and_intro :premises (@p87 @p5899))
1.05/1.28	(step @p5901 :rule modus_ponens :premises (@p5900 @p5888))
1.05/1.28	(step @p5902 :rule arith_sum_ub :premises (@p5901 @p5887))
1.05/1.28	(step @p5903 false :rule eq_resolve :premises (@p5902 @p5881))
1.05/1.28	(step-pop @p8213 :rule scope :premises (@p5903))
1.05/1.28	(step-pop @p8214 :rule scope :premises (@p8213))
1.05/1.28	(step @p5904 :rule process_scope :premises (@p8214) :args (false))
1.05/1.28	(step @p5907 :rule not_and :premises (@p5904))
1.05/1.28	(step @p5908 :rule eq_resolve :premises (@p5907 @p5872))
1.05/1.28	(step @p5909 :rule eq_resolve :premises (@p5908 @p5865))
1.05/1.28	(step @p5910 :rule reordering :premises (@p5909) :args ((or @t1203 @t1276)))
1.05/1.28	(step @p5911 :rule refl :args (@t1292))
1.05/1.28	(step @p5912 :rule nary_cong :premises (@p5360 @p3343 @p5911) :args ((or @t1205 @t863 @t1292)))
1.05/1.28	(assume-push @p8216 @t859)
1.05/1.28	(assume-push @p8217 @t1203)
1.05/1.28	(assume-push @p8218 @t1281)
1.05/1.28	(step @p5916 :rule arith-elim-lt :args (@t856 1))
1.05/1.28	(step @p5917 :rule symm :premises (@p5916))
1.05/1.28	(assume-push @p8219 @t1281)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p354 :rule evaluate :args (@t157))
1.05/1.28	(step @p144 :rule evaluate :args (@t90))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p145 :rule evaluate :args (@t91))
1.05/1.28	(step @p146 :rule nary_cong :premises (@p145 @p61 @p11) :args (@t92))
1.05/1.28	(step @p147 :rule trans :premises (@p146 @p144))
1.05/1.28	(step @p5919 :rule arith_poly_norm :args ((= (+ @t918 @t856 0 0) 0)))
1.05/1.28	(step @p311 :rule arith_poly_norm :args (@t143))
1.05/1.28	(step @p1046 :rule arith_poly_norm :args (@t349))
1.05/1.28	(step @p3590 :rule refl :args (@t918))
1.05/1.28	(step @p5920 :rule nary_cong :premises (@p3590 @p3589 @p1046 @p311) :args (@t1293))
1.05/1.28	(step @p5921 :rule trans :premises (@p5920 @p5919))
1.05/1.28	(step @p5922 :rule arith_poly_norm :args ((= @t1294 @t1293)))
1.05/1.28	(step @p5923 :rule trans :premises (@p5922 @p5921))
1.05/1.28	(step @p5924 :rule cong :premises (@p5923 @p147) :args (@t1295))
1.05/1.28	(step @p5925 :rule trans :premises (@p5924 @p354))
1.05/1.28	(step @p5926 :rule cong :premises (@p5925) :args ((not @t1295)))
1.05/1.28	(step @p5927 :rule trans :premises (@p5926 @p58))
1.05/1.28	(step @p5928 :rule arith-elim-lt :args (@t1294 @t92))
1.05/1.28	(step @p5929 :rule trans :premises (@p5928 @p5927))
1.05/1.28	(step @p3368 :rule arith-elim-lt :args (@t857 0))
1.05/1.28	(step @p3601 :rule symm :premises (@p3368))
1.05/1.28	(step @p3602 :rule eq_resolve :premises (@p3574 @p3601))
1.05/1.28	(step @p5387 :rule arith_mult_neg :args (-1 @t1203))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p5930 :rule and_intro :premises (@p87 @p8217))
1.05/1.28	(step @p5931 :rule modus_ponens :premises (@p5930 @p5387))
1.05/1.28	(step @p5932 :rule arith_mult_neg :args (-1 @t1281))
1.05/1.28	(step @p5933 :rule and_intro :premises (@p87 @p8218))
1.05/1.28	(step @p5934 :rule modus_ponens :premises (@p5933 @p5932))
1.05/1.28	(step @p5935 :rule arith_sum_ub :premises (@p5934 @p5931 @p3602))
1.05/1.28	(step @p5936 false :rule eq_resolve :premises (@p5935 @p5929))
1.05/1.28	(step-pop @p8219 :rule scope :premises (@p5936))
1.05/1.28	(step @p5937 :rule process_scope :premises (@p8219) :args (false))
1.05/1.28	(step @p5939 :rule eq_resolve :premises (@p5937 @p5917))
1.05/1.28	(step @p5940 :rule eq_resolve :premises (@p5939 @p5916))
1.05/1.28	(step @p5941 false :rule contra :premises (@p8218 @p5940))
1.05/1.28	(step-pop @p8220 :rule scope :premises (@p5941))
1.05/1.28	(step-pop @p8221 :rule scope :premises (@p8220))
1.05/1.28	(step-pop @p8222 :rule scope :premises (@p8221))
1.05/1.28	(step @p5942 :rule process_scope :premises (@p8222) :args (false))
1.05/1.28	(assume-push @p8224 @t1203)
1.05/1.28	(assume-push @p8225 @t859)
1.05/1.28	(assume-push @p8226 @t1281)
1.05/1.28	(step @p5949 :rule and_intro :premises (@p3574 @p8224 @p8226))
1.05/1.28	(step-pop @p8226 :rule scope :premises (@p5949))
1.05/1.28	(step-pop @p8227 :rule scope :premises (@p8226))
1.05/1.28	(step-pop @p8228 :rule scope :premises (@p8227))
1.05/1.28	(step @p5950 :rule process_scope :premises (@p8228) :args (@t1296))
1.05/1.28	(step @p5954 :rule implies_elim :premises (@p5950))
1.05/1.28	(step @p5955 :rule resolution :premises (@p5954 @p5942) :args (true @t1296))
1.05/1.28	(step @p5956 :rule not_and :premises (@p5955))
1.05/1.28	(step @p5957 :rule eq_resolve :premises (@p5956 @p5912))
1.05/1.28	(step @p5958 :rule chain_resolution :premises (@p5957 @p3574 @p5910 @p5857 @p5837 @p5807 @p3491 @p5139 @p3463 @p3306 @p1309) :args ((@list true false false false false true true false false false) (@list @t858 @t1203 @t1281 @t1275 @t1274 @t892 @t1152 @t881 @t843 @t397)))
1.05/1.28	(step @p5959 :rule factoring :premises (@p5958))
1.05/1.28	(step @p5960 :rule chain_resolution :premises (@p5959 @p5423 @p1942 @p1917 @p1309) :args (@t1177 (@list @t468 @t586 @t580 @t397)))
1.05/1.28	(step @p5961 :rule factoring :premises (@p5960))
1.05/1.28	(step @p5962 :rule cnf_ite_neg2 :args (@t1297))
1.05/1.28	(step @p5963 :rule reordering :premises (@p5962) :args ((or @t370 @t54 @t1297)))
1.05/1.28	(step @p5964 :rule cnf_ite_neg2 :args (@t1298))
1.05/1.28	(step @p5965 :rule reordering :premises (@p5964) :args ((or @t270 @t1298 (not @t1297))))
1.05/1.28	(step @p5966 :rule refl :args (@t1299))
1.05/1.28	(step @p5967 :rule nary_cong :premises (@p5966 @p1161 @p1311) :args ((or @t1299 @t373 @t400)))
1.05/1.28	(step @p5968 :rule cnf_and_neg :args (@t1299))
1.05/1.28	(step @p5969 :rule eq_resolve :premises (@p5968 @p5967))
1.05/1.28	(step @p5970 :rule reordering :premises (@p5969) :args ((or @t370 @t400 @t1299)))
1.05/1.28	(step @p5971 :rule nary_cong :premises (@p1154 @p1931) :args (@t1300))
1.05/1.28	(step @p5972 :rule cong :premises (@p5971 @p1930) :args ((=> @t1300 @t589)))
1.05/1.28	(step @p5973 :rule symm :premises (@p5972))
1.05/1.28	(step @p5974 :rule nary_cong :premises (@p1154 @p1308) :args (@t1301))
1.05/1.28	(step @p5975 :rule cong :premises (@p5974 @p1930) :args ((=> @t1301 @t589)))
1.05/1.28	(step @p5976 :rule trans :premises (@p5975 @p5973))
1.05/1.28	(step @p5977 :rule arith_mult_neg :args (tptp.a @t398))
1.05/1.28	(step @p5978 :rule eq_resolve :premises (@p5977 @p5976))
1.05/1.28	(step @p5979 :rule eq_resolve :premises (@p5978 @p5972))
1.05/1.28	(step @p5980 :rule implies_elim :premises (@p5979))
1.05/1.28	(step @p5981 :rule reordering :premises (@p5980) :args ((or @t586 (not @t1299))))
1.05/1.28	(assume-push @p8230 @t1281)
1.05/1.28	(assume-push @p8231 @t1281)
1.05/1.28	(step @p5984 :rule bool-double-not-elim :args (@t914))
1.05/1.28	(step @p5985 :rule arith-elim-lt :args (@t856 0))
1.05/1.28	(step @p5986 :rule cong :premises (@p5985) :args ((not @t1302)))
1.05/1.28	(step @p5987 :rule trans :premises (@p5986 @p5984))
1.05/1.28	(assume-push @p8232 @t1302)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p354 :rule evaluate :args (@t157))
1.05/1.28	(step @p579 :rule evaluate :args (@t227))
1.05/1.28	(step @p145 :rule evaluate :args (@t91))
1.05/1.28	(step @p672 :rule nary_cong :premises (@p11 @p145) :args (@t246))
1.05/1.28	(step @p673 :rule trans :premises (@p672 @p579))
1.05/1.28	(step @p5989 :rule arith_poly_norm :args ((= @t1303 0)))
1.05/1.28	(step @p5990 :rule cong :premises (@p5989 @p673) :args (@t1304))
1.05/1.28	(step @p5991 :rule trans :premises (@p5990 @p354))
1.05/1.28	(step @p5992 :rule cong :premises (@p5991) :args ((not @t1304)))
1.05/1.28	(step @p5993 :rule trans :premises (@p5992 @p58))
1.05/1.28	(step @p5994 :rule arith-elim-lt :args (@t1303 @t246))
1.05/1.28	(step @p5995 :rule trans :premises (@p5994 @p5993))
1.05/1.28	(step @p5932 :rule arith_mult_neg :args (-1 @t1281))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p5996 :rule and_intro :premises (@p87 @p8230))
1.05/1.28	(step @p5997 :rule modus_ponens :premises (@p5996 @p5932))
1.05/1.28	(step @p5998 :rule arith_sum_ub :premises (@p8232 @p5997))
1.05/1.28	(step @p5999 false :rule eq_resolve :premises (@p5998 @p5995))
1.05/1.28	(step-pop @p8232 :rule scope :premises (@p5999))
1.05/1.28	(step @p6000 :rule process_scope :premises (@p8232) :args (false))
1.05/1.28	(step @p6002 :rule eq_resolve :premises (@p6000 @p5987))
1.05/1.28	(step-pop @p8233 :rule scope :premises (@p6002))
1.05/1.28	(step @p6003 :rule process_scope :premises (@p8233) :args (@t914))
1.05/1.28	(step @p6005 :rule modus_ponens :premises (@p8230 @p6003))
1.05/1.28	(step-pop @p8234 :rule scope :premises (@p6005))
1.05/1.28	(step @p6006 :rule process_scope :premises (@p8234) :args (@t914))
1.05/1.28	(step @p6008 :rule implies_elim :premises (@p6006))
1.05/1.28	(step @p6009 :rule reordering :premises (@p6008) :args ((or @t914 @t1292)))
1.05/1.28	(step @p6010 :rule refl :args (@t1305))
1.05/1.28	(step @p6011 :rule nary_cong :premises (@p5808 @p6010 @p2005) :args ((or @t1277 @t1305 @t606)))
1.05/1.28	(assume-push @p8236 @t1276)
1.05/1.28	(assume-push @p8237 @t586)
1.05/1.28	(assume-push @p8238 @t873)
1.05/1.28	(step @p6015 :rule arith-elim-lt :args (@t26 1))
1.05/1.28	(step @p6016 :rule symm :premises (@p6015))
1.05/1.28	(assume-push @p8239 @t873)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p6018 :rule evaluate :args ((+ -1 0 1)))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p145 :rule evaluate :args (@t91))
1.05/1.28	(step @p6019 :rule nary_cong :premises (@p145 @p61 @p427) :args (@t1306))
1.05/1.28	(step @p6020 :rule trans :premises (@p6019 @p6018))
1.05/1.28	(step @p60 :rule evaluate :args (@t58))
1.05/1.28	(step @p311 :rule arith_poly_norm :args (@t143))
1.05/1.28	(step @p1046 :rule arith_poly_norm :args (@t349))
1.05/1.28	(step @p2389 :rule arith_poly_norm :args (@t694))
1.05/1.28	(step @p5318 :rule nary_cong :premises (@p2389 @p1046 @p311) :args (@t1206))
1.05/1.28	(step @p5319 :rule trans :premises (@p5318 @p60))
1.05/1.28	(step @p6021 :rule arith_poly_norm :args ((= @t1307 @t1206)))
1.05/1.28	(step @p6022 :rule trans :premises (@p6021 @p5319))
1.05/1.28	(step @p6023 :rule cong :premises (@p6022 @p6020) :args (@t1308))
1.05/1.28	(step @p6024 :rule trans :premises (@p6023 @p59))
1.05/1.28	(step @p6025 :rule cong :premises (@p6024) :args ((not @t1308)))
1.05/1.28	(step @p6026 :rule trans :premises (@p6025 @p58))
1.05/1.28	(step @p6027 :rule arith-elim-lt :args (@t1307 @t1306))
1.05/1.28	(step @p6028 :rule trans :premises (@p6027 @p6026))
1.05/1.28	(step @p5826 :rule arith-elim-lt :args (@t20 1))
1.05/1.28	(step @p5827 :rule symm :premises (@p5826))
1.05/1.28	(step @p6029 :rule eq_resolve :premises (@p8236 @p5827))
1.05/1.28	(step @p2400 :rule arith_mult_neg :args (-1 @t631))
1.05/1.28	(step @p2056 :rule arith_poly_norm :args (@t632))
1.05/1.28	(step @p2057 :rule arith_poly_norm_rel :premises (@p2056) :args (@t633))
1.05/1.28	(step @p2058 :rule symm :premises (@p2057))
1.05/1.28	(step @p6030 :rule eq_resolve :premises (@p8237 @p2058))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p6031 :rule and_intro :premises (@p87 @p6030))
1.05/1.28	(step @p6032 :rule modus_ponens :premises (@p6031 @p2400))
1.05/1.28	(step @p3448 :rule arith_mult_neg :args (-1 @t873))
1.05/1.28	(step @p6033 :rule and_intro :premises (@p87 @p8238))
1.05/1.28	(step @p6034 :rule modus_ponens :premises (@p6033 @p3448))
1.05/1.28	(step @p6035 :rule arith_sum_ub :premises (@p6034 @p6032 @p6029))
1.05/1.28	(step @p6036 false :rule eq_resolve :premises (@p6035 @p6028))
1.05/1.28	(step-pop @p8239 :rule scope :premises (@p6036))
1.05/1.28	(step @p6037 :rule process_scope :premises (@p8239) :args (false))
1.05/1.28	(step @p6039 :rule eq_resolve :premises (@p6037 @p6016))
1.05/1.28	(step @p6040 :rule eq_resolve :premises (@p6039 @p6015))
1.05/1.28	(step @p6041 false :rule contra :premises (@p8238 @p6040))
1.05/1.28	(step-pop @p8240 :rule scope :premises (@p6041))
1.05/1.28	(step-pop @p8241 :rule scope :premises (@p8240))
1.05/1.28	(step-pop @p8242 :rule scope :premises (@p8241))
1.05/1.28	(step @p6042 :rule process_scope :premises (@p8242) :args (false))
1.05/1.28	(assume-push @p8244 @t1276)
1.05/1.28	(assume-push @p8245 @t873)
1.05/1.28	(assume-push @p8246 @t586)
1.05/1.28	(step @p6049 :rule and_intro :premises (@p8244 @p8246 @p8245))
1.05/1.28	(step-pop @p8246 :rule scope :premises (@p6049))
1.05/1.28	(step-pop @p8247 :rule scope :premises (@p8246))
1.05/1.28	(step-pop @p8248 :rule scope :premises (@p8247))
1.05/1.28	(step @p6050 :rule process_scope :premises (@p8248) :args (@t1309))
1.05/1.28	(step @p6054 :rule implies_elim :premises (@p6050))
1.05/1.28	(step @p6055 :rule resolution :premises (@p6054 @p6042) :args (true @t1309))
1.05/1.28	(step @p6056 :rule not_and :premises (@p6055))
1.05/1.28	(step @p6057 :rule eq_resolve :premises (@p6056 @p6011))
1.05/1.28	(step @p6058 :rule cnf_ite_pos2 :args (@t1310))
1.05/1.28	(step @p6059 :rule reordering :premises (@p6058) :args ((or @t877 @t861 @t1311)))
1.05/1.28	(step @p6060 :rule refl :args (@t963))
1.05/1.28	(step @p6061 :rule bool-double-not-elim :args (@t1200))
1.05/1.28	(step @p6062 :rule nary_cong :premises (@p3401 @p6061 @p6060) :args ((or (not @t1305) (not @t1204) @t963)))
1.05/1.28	(assume-push @p8250 @t1305)
1.05/1.28	(assume-push @p8251 @t1204)
1.05/1.28	(assume-push @p8252 @t1204)
1.05/1.28	(assume-push @p8253 @t1305)
1.05/1.28	(step @p3437 :rule arith-elim-lt :args (@t26 0))
1.05/1.28	(step @p6015 :rule arith-elim-lt :args (@t26 1))
1.05/1.28	(step @p6016 :rule symm :premises (@p6015))
1.05/1.28	(step @p6067 :rule eq_resolve :premises (@p8250 @p6016))
1.05/1.28	(step @p6068 :rule int_tight_ub :premises (@p6067))
1.05/1.28	(step @p6069 :rule arith_trichotomy :premises (@p8251 @p6068))
1.05/1.28	(step @p6070 :rule eq_resolve :premises (@p6069 @p3437))
1.05/1.28	(step-pop @p8253 :rule scope :premises (@p6070))
1.05/1.28	(step-pop @p8254 :rule scope :premises (@p8253))
1.05/1.28	(step @p6071 :rule process_scope :premises (@p8254) :args (@t963))
1.05/1.28	(step @p6074 :rule and_intro :premises (@p8251 @p8250))
1.05/1.28	(step @p6075 :rule modus_ponens :premises (@p6074 @p6071))
1.05/1.28	(step-pop @p8255 :rule scope :premises (@p6075))
1.05/1.28	(step-pop @p8256 :rule scope :premises (@p8255))
1.05/1.28	(step @p6076 :rule process_scope :premises (@p8256) :args (@t963))
1.05/1.28	(step @p6079 :rule implies_elim :premises (@p6076))
1.05/1.28	(step @p6080 :rule cnf_and_neg :args (@t1312))
1.05/1.28	(step @p6081 :rule resolution :premises (@p6080 @p6079) :args (true @t1312))
1.05/1.28	(step @p6082 :rule eq_resolve :premises (@p6081 @p6062))
1.05/1.28	(step @p6083 :rule reordering :premises (@p6082) :args ((or @t873 @t963 @t1200)))
1.05/1.28	(step @p6084 :rule chain_resolution :premises (@p6083 @p6059 @p6057 @p5345 @p3398 @p3574 @p5910) :args ((@list false true true true true true) (@list @t877 @t873 @t1200 @t861 @t858 @t1275)))
1.05/1.28	(step @p6085 :rule factoring :premises (@p6084))
1.05/1.28	(step @p6086 :rule reordering :premises (@p6085) :args ((or @t1203 @t606 @t1311)))
1.05/1.28	(step @p6087 :rule cnf_ite_pos1 :args (@t1313))
1.05/1.28	(step @p6088 :rule reordering :premises (@p6087) :args ((or @t915 @t1310 (not @t1313))))
1.05/1.28	(step @p6089 :rule arith_poly_norm :args ((= (* -1 (- @t918 @t1314)) @t975)))
1.05/1.28	(step @p6090 :rule arith_poly_norm_rel :premises (@p6089) :args ((= @t1315 @t925)))
1.05/1.28	(step @p6091 :rule cong :premises (@p6090) :args ((not @t1315)))
1.05/1.28	(step @p6092 :rule arith-leq-norm :args (@t918 @t607))
1.05/1.28	(step @p6093 :rule trans :premises (@p6092 @p6091))
1.05/1.28	(step @p6094 :rule cong :premises (@p3755 @p3756) :args (@t1316))
1.05/1.28	(step @p6095 :rule trans :premises (@p6094 @p6093))
1.05/1.28	(step @p6096 :rule cong :premises (@p6095) :args ((not @t1316)))
1.05/1.28	(step @p6097 :rule trans :premises (@p6096 @p3797))
1.05/1.28	(step @p6098 :rule arith-elim-leq :args (@t965 @t966))
1.05/1.28	(step @p6099 :rule symm :premises (@p6098))
1.05/1.28	(step @p6100 :rule cong :premises (@p6099) :args ((not (>= @t966 @t965))))
1.05/1.28	(step @p6101 :rule arith-elim-gt :args (@t965 @t966))
1.05/1.28	(step @p6102 :rule trans :premises (@p6101 @p6100))
1.05/1.28	(step @p6103 :rule trans :premises (@p6102 @p6097))
1.05/1.28	(step @p6104 :rule arith_poly_norm :args ((= (* 1 (- @t26 @t918)) @t968)))
1.05/1.28	(step @p6105 :rule arith_poly_norm_rel :premises (@p6104) :args ((= (>= @t26 @t918) @t960)))
1.05/1.28	(step @p6106 :rule arith-elim-leq :args (@t918 @t26))
1.05/1.28	(step @p6107 :rule trans :premises (@p6106 @p6105))
1.05/1.28	(step @p6108 :rule cong :premises (@p3755 @p3354) :args (@t1317))
1.05/1.28	(step @p6109 :rule trans :premises (@p6108 @p6107))
1.05/1.28	(step @p6110 :rule cong :premises (@p6109) :args ((not @t1317)))
1.05/1.28	(step @p6111 :rule arith-elim-leq :args (@t965 @t26))
1.05/1.28	(step @p6112 :rule symm :premises (@p6111))
1.05/1.28	(step @p6113 :rule cong :premises (@p6112) :args ((not (>= @t26 @t965))))
1.05/1.28	(step @p6114 :rule arith-elim-gt :args (@t965 @t26))
1.05/1.28	(step @p6115 :rule trans :premises (@p6114 @p6113))
1.05/1.28	(step @p6116 :rule trans :premises (@p6115 @p6110))
1.05/1.28	(step @p6117 :rule cong :premises (@p3812 @p6116 @p6103) :args (@t1318))
1.05/1.28	(step @p6118 :rule arith_poly_norm :args ((= (* -1 (- @t856 @t1314)) @t971)))
1.05/1.28	(step @p6119 :rule arith_poly_norm_rel :premises (@p6118) :args ((= @t1319 @t861)))
1.05/1.28	(step @p6120 :rule cong :premises (@p6119) :args ((not @t1319)))
1.05/1.28	(step @p6121 :rule arith-leq-norm :args (@t856 @t607))
1.05/1.28	(step @p6122 :rule trans :premises (@p6121 @p6120))
1.05/1.28	(step @p6123 :rule cong :premises (@p3589 @p3756) :args (@t1320))
1.05/1.28	(step @p6124 :rule trans :premises (@p6123 @p6122))
1.05/1.28	(step @p6125 :rule cong :premises (@p6124) :args ((not @t1320)))
1.05/1.28	(step @p6126 :rule trans :premises (@p6125 @p3781))
1.05/1.28	(step @p6127 :rule arith-elim-leq :args (@t856 @t966))
1.05/1.28	(step @p6128 :rule symm :premises (@p6127))
1.05/1.28	(step @p6129 :rule cong :premises (@p6128) :args ((not (>= @t966 @t856))))
1.05/1.28	(step @p6130 :rule arith-elim-gt :args (@t856 @t966))
1.05/1.28	(step @p6131 :rule trans :premises (@p6130 @p6129))
1.05/1.28	(step @p6132 :rule trans :premises (@p6131 @p6126))
1.05/1.28	(step @p6133 :rule arith_poly_norm :args ((= (* 1 (- @t26 @t856)) @t964)))
1.05/1.28	(step @p6134 :rule arith_poly_norm_rel :premises (@p6133) :args ((= @t1321 @t958)))
1.05/1.28	(step @p6135 :rule arith-elim-leq :args (@t856 @t26))
1.05/1.28	(step @p6136 :rule trans :premises (@p6135 @p6134))
1.05/1.28	(step @p6137 :rule cong :premises (@p6136) :args ((not (<= @t856 @t26))))
1.05/1.28	(step @p6138 :rule symm :premises (@p6135))
1.05/1.28	(step @p6139 :rule cong :premises (@p6138) :args ((not @t1321)))
1.05/1.28	(step @p6140 :rule arith-elim-gt :args (@t856 @t26))
1.05/1.28	(step @p6141 :rule trans :premises (@p6140 @p6139))
1.05/1.28	(step @p6142 :rule trans :premises (@p6141 @p6137))
1.05/1.28	(step @p6143 :rule cong :premises (@p3812 @p6142 @p6132) :args (@t1322))
1.05/1.28	(step @p6144 :rule cong :premises (@p3779 @p6143 @p6117) :args (@t1323))
1.05/1.28	(step @p6145 :rule refl :args (@t1211))
1.05/1.28	(step @p6146 :rule arith_poly_norm :args ((= (* 1 (- @t36 @t402)) @t949)))
1.05/1.28	(step @p6147 :rule arith_poly_norm_rel :premises (@p6146) :args ((= (= @t36 @t402) @t944)))
1.05/1.28	(step @p5066 :rule refl :args (@t36))
1.05/1.28	(step @p6148 :rule cong :premises (@p5066 @p4364) :args (@t1324))
1.05/1.28	(step @p6149 :rule trans :premises (@p6148 @p6147))
1.05/1.28	(step @p6150 :rule arith_poly_norm :args ((= (* 1 (- @t36 @t25)) (* -1 @t1197))))
1.05/1.28	(step @p6151 :rule arith_poly_norm_rel :premises (@p6150) :args ((= @t1325 @t952)))
1.05/1.28	(step @p6152 :rule nary_cong :premises (@p6151 @p6149) :args (@t1326))
1.05/1.28	(step @p6153 :rule arith_poly_norm :args ((= (* -1 (- @t17 @t645)) @t390)))
1.05/1.28	(step @p6154 :rule arith_poly_norm_rel :premises (@p6153) :args ((= @t1327 @t50)))
1.05/1.28	(step @p6155 :rule cong :premises (@p6154) :args ((not @t1327)))
1.05/1.28	(step @p6156 :rule arith-leq-norm :args (@t17 @t41))
1.05/1.28	(step @p6157 :rule trans :premises (@p6156 @p6155))
1.05/1.28	(step @p6158 :rule cong :premises (@p3823 @p216) :args (@t1328))
1.05/1.28	(step @p6159 :rule trans :premises (@p6158 @p6157))
1.05/1.28	(step @p6160 :rule cong :premises (@p6159) :args ((not @t1328)))
1.05/1.28	(step @p6161 :rule trans :premises (@p6160 @p52))
1.05/1.28	(step @p6162 :rule arith-elim-leq :args (@t983 @t115))
1.05/1.28	(step @p6163 :rule symm :premises (@p6162))
1.05/1.28	(step @p6164 :rule cong :premises (@p6163) :args ((not (>= @t115 @t983))))
1.05/1.28	(step @p6165 :rule arith-elim-gt :args (@t983 @t115))
1.05/1.28	(step @p6166 :rule trans :premises (@p6165 @p6164))
1.05/1.28	(step @p6167 :rule trans :premises (@p6166 @p6161))
1.05/1.28	(step @p6168 :rule arith_poly_norm :args ((= @t113 @t985)))
1.05/1.28	(step @p6169 :rule arith_poly_norm_rel :premises (@p6168) :args ((= (>= tptp.a @t17) @t921)))
1.05/1.28	(step @p6170 :rule arith-elim-leq :args (@t17 tptp.a))
1.05/1.28	(step @p6171 :rule trans :premises (@p6170 @p6169))
1.05/1.28	(step @p6172 :rule cong :premises (@p3823 @p27) :args (@t1329))
1.05/1.28	(step @p6173 :rule trans :premises (@p6172 @p6171))
1.05/1.28	(step @p6174 :rule cong :premises (@p6173) :args ((not @t1329)))
1.05/1.28	(step @p6175 :rule arith-elim-leq :args (@t983 tptp.a))
1.05/1.28	(step @p6176 :rule symm :premises (@p6175))
1.05/1.28	(step @p6177 :rule cong :premises (@p6176) :args ((not (>= tptp.a @t983))))
1.05/1.28	(step @p6178 :rule arith-elim-gt :args (@t983 tptp.a))
1.05/1.28	(step @p6179 :rule trans :premises (@p6178 @p6177))
1.05/1.28	(step @p6180 :rule trans :premises (@p6179 @p6174))
1.05/1.28	(step @p6181 :rule cong :premises (@p2174 @p6180 @p6167) :args (@t1330))
1.05/1.28	(step @p6182 :rule arith_poly_norm :args ((= (* -1 (- tptp.b @t645)) @t988)))
1.05/1.28	(step @p6183 :rule arith_poly_norm_rel :premises (@p6182) :args ((= @t1331 @t912)))
1.05/1.28	(step @p6184 :rule cong :premises (@p6183) :args ((not @t1331)))
1.05/1.28	(step @p6185 :rule arith-leq-norm :args (tptp.b @t41))
1.05/1.28	(step @p6186 :rule trans :premises (@p6185 @p6184))
1.05/1.28	(step @p6187 :rule cong :premises (@p217 @p216) :args (@t1332))
1.05/1.28	(step @p6188 :rule trans :premises (@p6187 @p6186))
1.05/1.28	(step @p6189 :rule cong :premises (@p6188) :args ((not @t1332)))
1.05/1.28	(step @p6190 :rule trans :premises (@p6189 @p3847))
1.05/1.28	(step @p6191 :rule arith-elim-leq :args (tptp.b @t115))
1.05/1.28	(step @p6192 :rule symm :premises (@p6191))
1.05/1.28	(step @p6193 :rule cong :premises (@p6192) :args ((not (>= @t115 tptp.b))))
1.05/1.28	(step @p6194 :rule arith-elim-gt :args (tptp.b @t115))
1.05/1.28	(step @p6195 :rule trans :premises (@p6194 @p6193))
1.05/1.28	(step @p6196 :rule trans :premises (@p6195 @p6190))
1.05/1.28	(step @p6197 :rule cong :premises (@p105) :args ((not @t7)))
1.05/1.28	(step @p6198 :rule symm :premises (@p104))
1.05/1.28	(step @p6199 :rule cong :premises (@p6198) :args ((not @t79)))
1.05/1.28	(step @p6200 :rule arith-elim-gt :args (tptp.b tptp.a))
1.05/1.28	(step @p6201 :rule trans :premises (@p6200 @p6199))
1.05/1.28	(step @p6202 :rule trans :premises (@p6201 @p6197))
1.05/1.28	(step @p6203 :rule cong :premises (@p2174 @p6202 @p6196) :args (@t1333))
1.05/1.28	(step @p6204 :rule cong :premises (@p801 @p6203 @p6181) :args (@t1334))
1.05/1.28	(step @p6205 :rule nary_cong :premises (@p6204 @p6152 @p695 @p6145) :args (@t1335))
1.05/1.28	(step @p6206 :rule cong :premises (@p6205 @p6144) :args ((=> @t1335 @t1323)))
1.05/1.28	(assume-push @p8258 @t1334)
1.05/1.28	(assume-push @p8259 @t1326)
1.05/1.28	(assume-push @p8260 @t250)
1.05/1.28	(assume-push @p8261 @t1211)
1.05/1.28	(step @p6211 :rule arith-abs-int-gt :args (@t856 @t26))
1.05/1.28	(step @p6212 :rule arith-abs-eq :args (@t36 @t25))
1.05/1.28	(step @p6213 :rule symm :premises (@p6212))
1.05/1.28	(step @p6214 :rule eq_resolve :premises (@p8259 @p6213))
1.05/1.28	(step @p6215 :rule and_intro :premises (@p6214 @p8261))
1.05/1.28	(step @p6216 :rule arith-abs-int-gt :args (tptp.b tptp.a))
1.05/1.28	(step @p6217 :rule symm :premises (@p6216))
1.05/1.28	(step @p6218 :rule eq_resolve :premises (@p8258 @p6217))
1.05/1.28	(step @p6219 :rule arith_mult_abs_comparison :premises (@p6218 @p6215))
1.05/1.28	(step @p6220 :rule eq_resolve :premises (@p6219 @p6211))
1.05/1.28	(step-pop @p8261 :rule scope :premises (@p6220))
1.05/1.28	(step-pop @p8262 :rule scope :premises (@p8261))
1.05/1.28	(step-pop @p8263 :rule scope :premises (@p8262))
1.05/1.28	(step-pop @p8264 :rule scope :premises (@p8263))
1.05/1.28	(step @p6221 :rule process_scope :premises (@p8264) :args (@t1323))
1.05/1.28	(step @p6226 :rule eq_resolve :premises (@p6221 @p6206))
1.05/1.28	(step @p6227 :rule implies_elim :premises (@p6226))
1.05/1.28	(step @p6228 :rule reordering :premises (@p6227) :args ((or @t1313 (not @t1336))))
1.05/1.28	(step @p6229 :rule bool-double-not-elim :args (@t1201))
1.05/1.28	(step @p6230 :rule refl :args (@t1337))
1.05/1.28	(step @p6231 :rule refl :args (@t1336))
1.05/1.28	(step @p6232 :rule nary_cong :premises (@p6231 @p6230 @p3742 @p2709 @p6229) :args ((or @t1336 @t1337 @t954 @t746 (not @t1211))))
1.05/1.28	(step @p6233 :rule cnf_and_neg :args (@t1336))
1.05/1.28	(step @p6234 :rule eq_resolve :premises (@p6233 @p6232))
1.05/1.28	(step @p6235 :rule reordering :premises (@p6234) :args ((or @t249 @t1337 @t954 @t1201 @t1336)))
1.05/1.28	(step @p6236 :rule nary_cong :premises (@p4973 @p6145) :args ((or @t1154 @t1211)))
1.05/1.28	(assume-push @p8266 @t1201)
1.05/1.28	(assume-push @p8267 @t1153)
1.05/1.28	(assume-push @p8268 @t1201)
1.05/1.28	(step @p143 :rule evaluate :args (@t89))
1.05/1.28	(step @p579 :rule evaluate :args (@t227))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p580 :rule nary_cong :premises (@p61 @p307) :args (@t228))
1.05/1.28	(step @p581 :rule trans :premises (@p580 @p579))
1.05/1.28	(step @p5019 :rule arith_poly_norm :args (@t1166))
1.05/1.28	(step @p6240 :rule cong :premises (@p5019 @p581) :args ((<= @t1165 @t228)))
1.05/1.28	(step @p6241 :rule trans :premises (@p6240 @p143))
1.05/1.28	(step @p4991 :rule symm :premises (@p4990))
1.05/1.28	(step @p6242 :rule eq_resolve :premises (@p8267 @p4991))
1.05/1.28	(step @p6243 :rule int_tight_ub :premises (@p6242))
1.05/1.28	(step @p6244 :rule arith_mult_neg :args (-1 @t1201))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p6245 :rule and_intro :premises (@p87 @p8266))
1.05/1.28	(step @p6246 :rule modus_ponens :premises (@p6245 @p6244))
1.05/1.28	(step @p6247 :rule arith_sum_ub :premises (@p6246 @p6243))
1.05/1.28	(step @p6248 false :rule eq_resolve :premises (@p6247 @p6241))
1.05/1.28	(step-pop @p8268 :rule scope :premises (@p6248))
1.05/1.28	(step @p6249 :rule process_scope :premises (@p8268) :args (false))
1.05/1.28	(step @p6251 false :rule contra :premises (@p8266 @p6249))
1.05/1.28	(step-pop @p8269 :rule scope :premises (@p6251))
1.05/1.28	(step-pop @p8270 :rule scope :premises (@p8269))
1.05/1.28	(step @p6252 :rule process_scope :premises (@p8270) :args (false))
1.05/1.28	(assume-push @p8272 @t1153)
1.05/1.28	(assume-push @p8273 @t1201)
1.05/1.28	(step @p6257 :rule and_intro :premises (@p8273 @p8272))
1.05/1.28	(step-pop @p8273 :rule scope :premises (@p6257))
1.05/1.28	(step-pop @p8274 :rule scope :premises (@p8273))
1.05/1.28	(step @p6258 :rule process_scope :premises (@p8274) :args (@t1338))
1.05/1.28	(step @p6261 :rule implies_elim :premises (@p6258))
1.05/1.28	(step @p6262 :rule resolution :premises (@p6261 @p6252) :args (true @t1338))
1.05/1.28	(step @p6263 :rule not_and :premises (@p6262))
1.05/1.28	(step @p6264 :rule eq_resolve :premises (@p6263 @p6236))
1.05/1.28	(step @p6265 :rule chain_resolution :premises (@p6264 @p6235 @p3740 @p6228 @p6088 @p6086 @p6009 @p5957 @p3574) :args ((@list false false true true true false true true) (@list @t1201 @t953 @t1336 @t1313 @t1310 @t914 @t1203 @t858)))
1.05/1.28	(step @p6266 :rule factoring :premises (@p6265))
1.05/1.28	(step @p6267 :rule chain_resolution :premises (@p6266 @p5857 @p5807) :args (@t415 (@list @t1281 @t1274)))
1.05/1.28	(step @p6268 :rule factoring :premises (@p6267))
1.05/1.28	(step @p6269 :rule chain_resolution :premises (@p6268 @p5139 @p3306 @p1309 @p5423) :args (@t744 (@list @t1152 @t843 @t397 @t468)))
1.05/1.28	(step @p6270 :rule factoring :premises (@p6269))
1.05/1.28	(step @p6271 :rule chain_resolution :premises (@p6270 @p5981 @p5970 @p1309 @p5965 @p4819 @p106 @p5963 @p4922) :args ((@list false false false false true false false false) (@list @t586 @t1299 @t397 @t1298 @t249 @t78 @t1297 @t50)))
1.05/1.28	(step @p6272 :rule factoring :premises (@p6271))
1.05/1.28	(step @p6273 :rule chain_resolution :premises (@p6272 @p1224 @p5961) :args (@t1339 (@list @t370 @t194)))
1.05/1.28	(step @p6274 :rule factoring :premises (@p6273))
1.05/1.28	(step @p6275 :rule chain_resolution :premises (@p6274 @p5802) :args (@t32 @t1340))
1.05/1.28	(step @p6276 :rule factoring :premises (@p6275))
1.05/1.28	(step @p6277 :rule chain_resolution :premises (@p2841 @p6276) :args (@t421 @t745))
1.05/1.28	(step @p6278 :rule chain_resolution :premises (@p4946 @p6277 @p4922) :args (@t701 @t704))
1.05/1.28	(step @p6279 :rule refl :args (@t1341))
1.05/1.28	(step @p6280 :rule nary_cong :premises (@p6279 @p789 @p3628) :args ((or @t1341 @t273 @t929)))
1.05/1.28	(step @p6281 :rule cnf_and_neg :args (@t1341))
1.05/1.28	(step @p6282 :rule eq_resolve :premises (@p6281 @p6280))
1.05/1.28	(step @p6283 :rule reordering :premises (@p6282) :args ((or @t270 @t929 @t1341)))
1.05/1.28	(step @p6284 :rule chain_resolution :premises (@p6283 @p6278 @p46) :args (@t701 (@list @t270 @t40)))
1.05/1.28	(step @p6285 :rule arith_poly_norm :args ((= (* 1 (- @t856 @t851)) @t1343)))
1.05/1.28	(step @p6286 :rule arith_poly_norm_rel :premises (@p6285) :args ((= (= @t856 @t851) @t1344)))
1.05/1.28	(step @p6287 :rule arith_poly_norm :args ((= (* tptp.b @t35) @t851)))
1.05/1.28	(step @p747 :rule arith_poly_norm :args (@t266))
1.05/1.28	(step @p6288 :rule nary_cong :premises (@p217 @p747) :args (@t1345))
1.05/1.28	(step @p6289 :rule trans :premises (@p6288 @p6287))
1.05/1.28	(step @p6290 :rule arith_poly_norm :args ((= @t1346 @t856)))
1.05/1.28	(step @p6291 :rule cong :premises (@p6290 @p6289) :args (@t1347))
1.05/1.28	(step @p6292 :rule trans :premises (@p6291 @p6286))
1.05/1.28	(step @p6293 :rule refl :args (@t40))
1.05/1.28	(step @p6294 :rule nary_cong :premises (@p824 @p6293) :args (@t1348))
1.05/1.28	(step @p6295 :rule cong :premises (@p6294 @p6292) :args ((=> @t1348 @t1347)))
1.05/1.28	(step @p6296 :rule symm :premises (@p6295))
1.05/1.28	(step @p6297 :rule cong :premises (@p5066 @p747) :args (@t1349))
1.05/1.28	(step @p6298 :rule trans :premises (@p6297 @p44))
1.05/1.28	(step @p6299 :rule nary_cong :premises (@p824 @p6298) :args (@t1350))
1.05/1.28	(step @p6300 :rule cong :premises (@p6299 @p6292) :args ((=> @t1350 @t1347)))
1.05/1.28	(step @p6301 :rule trans :premises (@p6300 @p6296))
1.05/1.28	(step @p6302 :rule arith_mult_neg :args (tptp.b @t1349))
1.05/1.28	(step @p6303 :rule eq_resolve :premises (@p6302 @p6301))
1.05/1.28	(step @p6304 :rule eq_resolve :premises (@p6303 @p6295))
1.05/1.28	(step @p6305 :rule implies_elim :premises (@p6304))
1.05/1.28	(step @p6306 :rule reordering :premises (@p6305) :args ((or @t1344 (not @t1341))))
1.05/1.28	(step @p6307 :rule chain_resolution :premises (@p6306 @p6284) :args (@t421 (@list @t1341)))
1.05/1.28	(step @p6308 :rule nary_cong :premises (@p4877 @p795 @p1574) :args ((or @t261 @t275 @t522)))
1.05/1.28	(assume-push @p8276 @t259)
1.05/1.28	(assume-push @p8277 @t258)
1.05/1.28	(assume-push @p8278 @t520)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p1173 :rule evaluate :args (@t374))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p2627 :rule nary_cong :premises (@p427 @p61 @p307) :args (@t734))
1.05/1.28	(step @p2628 :rule trans :premises (@p2627 @p1173))
1.05/1.28	(step @p6312 :rule arith_poly_norm :args ((= @t1351 0)))
1.05/1.28	(step @p6313 :rule arith_poly_norm :args ((= @t1352 @t1351)))
1.05/1.28	(step @p6314 :rule trans :premises (@p6313 @p6312))
1.05/1.28	(step @p6315 :rule cong :premises (@p6314 @p2628) :args (@t1353))
1.05/1.28	(step @p6316 :rule trans :premises (@p6315 @p59))
1.05/1.28	(step @p6317 :rule cong :premises (@p6316) :args ((not @t1353)))
1.05/1.28	(step @p6318 :rule trans :premises (@p6317 @p58))
1.05/1.28	(step @p6319 :rule arith-elim-lt :args (@t1352 @t734))
1.05/1.28	(step @p6320 :rule trans :premises (@p6319 @p6318))
1.05/1.28	(step @p742 :rule symm :premises (@p741))
1.05/1.28	(step @p6321 :rule eq_resolve :premises (@p8277 @p742))
1.05/1.28	(step @p6322 :rule int_tight_ub :premises (@p6321))
1.05/1.28	(step @p6323 :rule arith_mult_neg :args (-1 @t259))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p6324 :rule and_intro :premises (@p87 @p8276))
1.05/1.28	(step @p6325 :rule modus_ponens :premises (@p6324 @p6323))
1.05/1.28	(step @p1784 :rule arith-elim-lt :args (@t16 1))
1.05/1.28	(step @p1785 :rule symm :premises (@p1784))
1.05/1.28	(step @p6326 :rule eq_resolve :premises (@p8278 @p1785))
1.05/1.28	(step @p6327 :rule arith_sum_ub :premises (@p6326 @p6325 @p6322))
1.05/1.28	(step @p6328 false :rule eq_resolve :premises (@p6327 @p6320))
1.05/1.28	(step-pop @p8278 :rule scope :premises (@p6328))
1.05/1.28	(step-pop @p8279 :rule scope :premises (@p8278))
1.05/1.28	(step-pop @p8280 :rule scope :premises (@p8279))
1.05/1.28	(step @p6329 :rule process_scope :premises (@p8280) :args (false))
1.05/1.28	(step @p6333 :rule not_and :premises (@p6329))
1.05/1.28	(step @p6334 :rule eq_resolve :premises (@p6333 @p6308))
1.05/1.28	(step @p6335 :rule refl :args (@t1354))
1.05/1.28	(step @p6336 :rule nary_cong :premises (@p6335 @p1376 @p1537) :args ((or @t1354 @t423 (not @t360))))
1.05/1.28	(assume-push @p8282 @t422)
1.05/1.28	(assume-push @p8283 @t360)
1.05/1.28	(assume-push @p8284 @t437)
1.05/1.28	(step @p6340 :rule arith-elim-lt :args (@t102 1))
1.05/1.28	(step @p6341 :rule symm :premises (@p6340))
1.05/1.28	(assume-push @p8285 @t437)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p3154 :rule evaluate :args (@t825))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p145 :rule evaluate :args (@t91))
1.05/1.28	(step @p6343 :rule nary_cong :premises (@p145 @p427 @p61) :args (@t1355))
1.05/1.28	(step @p6344 :rule trans :premises (@p6343 @p3154))
1.05/1.28	(step @p6345 :rule arith_poly_norm :args ((= @t1356 0)))
1.05/1.28	(step @p6346 :rule arith_poly_norm :args ((= @t1357 @t1356)))
1.05/1.28	(step @p6347 :rule trans :premises (@p6346 @p6345))
1.05/1.28	(step @p6348 :rule cong :premises (@p6347 @p6344) :args (@t1358))
1.05/1.28	(step @p6349 :rule trans :premises (@p6348 @p59))
1.05/1.28	(step @p6350 :rule cong :premises (@p6349) :args ((not @t1358)))
1.05/1.28	(step @p6351 :rule trans :premises (@p6350 @p58))
1.05/1.28	(step @p6352 :rule arith-elim-lt :args (@t1357 @t1355))
1.05/1.28	(step @p6353 :rule trans :premises (@p6352 @p6351))
1.05/1.28	(step @p1417 :rule arith_mult_neg :args (-1 @t422))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p6354 :rule and_intro :premises (@p87 @p8282))
1.05/1.28	(step @p6355 :rule modus_ponens :premises (@p6354 @p1417))
1.05/1.28	(step @p1094 :rule arith-elim-lt :args (@t344 1))
1.05/1.28	(step @p1095 :rule symm :premises (@p1094))
1.05/1.28	(step @p6356 :rule eq_resolve :premises (@p8283 @p1095))
1.05/1.28	(step @p1488 :rule arith_mult_neg :args (-1 @t437))
1.05/1.28	(step @p6357 :rule and_intro :premises (@p87 @p8284))
1.05/1.28	(step @p6358 :rule modus_ponens :premises (@p6357 @p1488))
1.05/1.28	(step @p6359 :rule arith_sum_ub :premises (@p6358 @p6356 @p6355))
1.05/1.28	(step @p6360 false :rule eq_resolve :premises (@p6359 @p6353))
1.05/1.28	(step-pop @p8285 :rule scope :premises (@p6360))
1.05/1.28	(step @p6361 :rule process_scope :premises (@p8285) :args (false))
1.05/1.28	(step @p6363 :rule eq_resolve :premises (@p6361 @p6341))
1.05/1.28	(step @p6364 :rule eq_resolve :premises (@p6363 @p6340))
1.05/1.28	(step @p6365 false :rule contra :premises (@p8284 @p6364))
1.05/1.28	(step-pop @p8286 :rule scope :premises (@p6365))
1.05/1.28	(step-pop @p8287 :rule scope :premises (@p8286))
1.05/1.28	(step-pop @p8288 :rule scope :premises (@p8287))
1.05/1.28	(step @p6366 :rule process_scope :premises (@p8288) :args (false))
1.05/1.28	(assume-push @p8290 @t437)
1.05/1.28	(assume-push @p8291 @t422)
1.05/1.28	(assume-push @p8292 @t360)
1.05/1.28	(step @p6373 :rule and_intro :premises (@p8291 @p8292 @p8290))
1.05/1.28	(step-pop @p8292 :rule scope :premises (@p6373))
1.05/1.28	(step-pop @p8293 :rule scope :premises (@p8292))
1.05/1.28	(step-pop @p8294 :rule scope :premises (@p8293))
1.05/1.28	(step @p6374 :rule process_scope :premises (@p8294) :args (@t1359))
1.05/1.28	(step @p6378 :rule implies_elim :premises (@p6374))
1.05/1.28	(step @p6379 :rule resolution :premises (@p6378 @p6366) :args (true @t1359))
1.05/1.28	(step @p6380 :rule not_and :premises (@p6379))
1.05/1.28	(step @p6381 :rule eq_resolve :premises (@p6380 @p6336))
1.05/1.28	(step @p6382 :rule reordering :premises (@p6381) :args ((or @t1354 @t359 @t423)))
1.05/1.28	(step @p6383 :rule bool-double-not-elim :args (@t478))
1.05/1.28	(step @p6384 :rule refl :args (@t490))
1.05/1.28	(step @p6385 :rule nary_cong :premises (@p6384 @p6383 @p3271) :args ((or @t490 (not @t489) @t520)))
1.05/1.28	(step @p6386 :rule cnf_ite_neg3 :args (@t490))
1.05/1.28	(step @p6387 :rule eq_resolve :premises (@p6386 @p6385))
1.05/1.28	(step @p6388 :rule reordering :premises (@p6387) :args ((or @t520 @t478 @t490)))
1.05/1.28	(step @p6389 :rule refl :args (@t489))
1.05/1.28	(step @p6390 :rule nary_cong :premises (@p795 @p6389 @p489) :args ((or @t275 @t489 @t832)))
1.05/1.28	(assume-push @p8296 @t258)
1.05/1.28	(assume-push @p8297 @t478)
1.05/1.28	(assume-push @p8298 @t761)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p609 :rule evaluate :args (@t233))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p610 :rule nary_cong :premises (@p427 @p307 @p61) :args (@t234))
1.05/1.28	(step @p611 :rule trans :premises (@p610 @p609))
1.05/1.28	(step @p6394 :rule arith_poly_norm :args ((= (+ tptp.c tptp.d @t1360) 0)))
1.05/1.28	(step @p6395 :rule arith_poly_norm :args ((= @t1361 @t1360)))
1.05/1.28	(step @p6396 :rule nary_cong :premises (@p644 @p197 @p6395) :args (@t1362))
1.05/1.28	(step @p6397 :rule trans :premises (@p6396 @p6394))
1.05/1.28	(step @p6398 :rule cong :premises (@p6397 @p611) :args (@t1363))
1.05/1.28	(step @p6399 :rule trans :premises (@p6398 @p59))
1.05/1.28	(step @p6400 :rule cong :premises (@p6399) :args ((not @t1363)))
1.05/1.28	(step @p6401 :rule trans :premises (@p6400 @p58))
1.05/1.28	(step @p6402 :rule arith-elim-lt :args (@t1362 @t234))
1.05/1.28	(step @p6403 :rule trans :premises (@p6402 @p6401))
1.05/1.28	(step @p6404 :rule arith_mult_neg :args (-1 @t478))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p6405 :rule and_intro :premises (@p87 @p8297))
1.05/1.28	(step @p6406 :rule modus_ponens :premises (@p6405 @p6404))
1.05/1.28	(step @p742 :rule symm :premises (@p741))
1.05/1.28	(step @p6407 :rule eq_resolve :premises (@p8296 @p742))
1.05/1.28	(step @p6408 :rule int_tight_ub :premises (@p6407))
1.05/1.28	(step @p3227 :rule arith-elim-lt :args (tptp.c 1))
1.05/1.28	(step @p3228 :rule symm :premises (@p3227))
1.05/1.28	(step @p6409 :rule eq_resolve :premises (@p8298 @p3228))
1.05/1.28	(step @p6410 :rule arith_sum_ub :premises (@p6409 @p6408 @p6406))
1.05/1.28	(step @p6411 false :rule eq_resolve :premises (@p6410 @p6403))
1.05/1.28	(step-pop @p8298 :rule scope :premises (@p6411))
1.05/1.28	(step-pop @p8299 :rule scope :premises (@p8298))
1.05/1.28	(step-pop @p8300 :rule scope :premises (@p8299))
1.05/1.28	(step @p6412 :rule process_scope :premises (@p8300) :args (false))
1.05/1.28	(step @p6416 :rule not_and :premises (@p6412))
1.05/1.28	(step @p6417 :rule eq_resolve :premises (@p6416 @p6390))
1.05/1.28	(step @p6418 :rule reordering :premises (@p6417) :args ((or @t190 @t257 @t489)))
1.05/1.28	(step @p6419 :rule refl :args (@t1365))
1.05/1.28	(step @p6420 :rule bool-double-not-elim :args (@t422))
1.05/1.28	(step @p6421 :rule nary_cong :premises (@p6420 @p6419) :args ((or (not @t423) @t1365)))
1.05/1.28	(assume-push @p8302 @t423)
1.05/1.28	(assume-push @p8303 @t423)
1.05/1.28	(step @p6424 :rule arith-elim-lt :args (@t340 1))
1.05/1.28	(step @p6425 :rule symm :premises (@p6424))
1.05/1.28	(assume-push @p8304 @t1364)
1.05/1.28	(step @p1097 :rule evaluate :args (@t362))
1.05/1.28	(step @p1098 :rule evaluate :args (@t363))
1.05/1.28	(step @p145 :rule evaluate :args (@t91))
1.05/1.28	(step @p1099 :rule nary_cong :premises (@p145 @p307) :args (@t364))
1.05/1.28	(step @p1100 :rule trans :premises (@p1099 @p1098))
1.05/1.28	(step @p6427 :rule arith_poly_norm :args ((= @t1366 0)))
1.05/1.28	(step @p6428 :rule cong :premises (@p6427 @p1100) :args ((<= @t1366 @t364)))
1.05/1.28	(step @p6429 :rule trans :premises (@p6428 @p1097))
1.05/1.28	(step @p1387 :rule arith-elim-lt :args (@t340 0))
1.05/1.28	(step @p1388 :rule symm :premises (@p1387))
1.05/1.28	(step @p6430 :rule eq_resolve :premises (@p8302 @p1388))
1.05/1.28	(step @p6431 :rule int_tight_ub :premises (@p6430))
1.05/1.28	(step @p6432 :rule arith_mult_neg :args (-1 @t1364))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p6433 :rule and_intro :premises (@p87 @p8304))
1.05/1.28	(step @p6434 :rule modus_ponens :premises (@p6433 @p6432))
1.05/1.28	(step @p6435 :rule arith_sum_ub :premises (@p6434 @p6431))
1.05/1.28	(step @p6436 false :rule eq_resolve :premises (@p6435 @p6429))
1.05/1.28	(step-pop @p8304 :rule scope :premises (@p6436))
1.05/1.28	(step @p6437 :rule process_scope :premises (@p8304) :args (false))
1.05/1.28	(step @p6439 :rule eq_resolve :premises (@p6437 @p6425))
1.05/1.28	(step @p6440 :rule eq_resolve :premises (@p6439 @p6424))
1.05/1.28	(step-pop @p8305 :rule scope :premises (@p6440))
1.05/1.28	(step @p6441 :rule process_scope :premises (@p8305) :args (@t1365))
1.05/1.28	(step @p6443 :rule modus_ponens :premises (@p8302 @p6441))
1.05/1.28	(step-pop @p8306 :rule scope :premises (@p6443))
1.05/1.28	(step @p6444 :rule process_scope :premises (@p8306) :args (@t1365))
1.05/1.28	(step @p6446 :rule implies_elim :premises (@p6444))
1.05/1.28	(step @p6447 :rule eq_resolve :premises (@p6446 @p6421))
1.05/1.28	(step @p6448 :rule bool-double-not-elim :args (@t1367))
1.05/1.28	(step @p6449 :rule nary_cong :premises (@p1225 @p1660 @p6448) :args ((or @t54 @t498 (not @t1368))))
1.05/1.28	(assume-push @p8308 @t50)
1.05/1.28	(assume-push @p8309 @t495)
1.05/1.28	(assume-push @p8310 @t1368)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p609 :rule evaluate :args (@t233))
1.05/1.28	(step @p145 :rule evaluate :args (@t91))
1.05/1.28	(step @p6453 :rule nary_cong :premises (@p427 @p145 @p11) :args (@t1369))
1.05/1.28	(step @p6454 :rule trans :premises (@p6453 @p609))
1.05/1.28	(step @p6455 :rule arith_poly_norm :args ((= (+ @t461 @t339 0 0) 0)))
1.05/1.28	(step @p64 :rule arith_poly_norm :args (@t62))
1.05/1.28	(step @p65 :rule arith_poly_norm :args (@t64))
1.05/1.28	(step @p1671 :rule refl :args (@t339))
1.05/1.28	(step @p1672 :rule refl :args (@t461))
1.05/1.28	(step @p6456 :rule nary_cong :premises (@p1672 @p1671 @p65 @p64) :args (@t1370))
1.05/1.28	(step @p6457 :rule trans :premises (@p6456 @p6455))
1.05/1.28	(step @p6458 :rule arith_poly_norm :args ((= @t1371 @t1370)))
1.05/1.28	(step @p6459 :rule trans :premises (@p6458 @p6457))
1.05/1.28	(step @p6460 :rule cong :premises (@p6459 @p6454) :args (@t1372))
1.05/1.28	(step @p6461 :rule trans :premises (@p6460 @p59))
1.05/1.28	(step @p6462 :rule cong :premises (@p6461) :args ((not @t1372)))
1.05/1.28	(step @p6463 :rule trans :premises (@p6462 @p58))
1.05/1.28	(step @p6464 :rule arith-elim-lt :args (@t1371 @t1369))
1.05/1.28	(step @p6465 :rule trans :premises (@p6464 @p6463))
1.05/1.28	(step @p1683 :rule arith_poly_norm :args (@t505))
1.05/1.28	(step @p1684 :rule arith_poly_norm_rel :premises (@p1683) :args (@t507))
1.05/1.28	(step @p1685 :rule symm :premises (@p1684))
1.05/1.28	(step @p1686 :rule eq_resolve :premises (@p1658 @p1685))
1.05/1.28	(step @p1239 :rule arith_mult_neg :args (-1 @t50))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p6466 :rule and_intro :premises (@p87 @p8308))
1.05/1.28	(step @p6467 :rule modus_ponens :premises (@p6466 @p1239))
1.05/1.28	(step @p6468 :rule arith-elim-lt :args (@t339 1))
1.05/1.28	(step @p6469 :rule symm :premises (@p6468))
1.05/1.28	(step @p6470 :rule eq_resolve :premises (@p8310 @p6469))
1.05/1.28	(step @p6471 :rule arith_sum_ub :premises (@p6470 @p6467 @p1686))
1.05/1.28	(step @p6472 false :rule eq_resolve :premises (@p6471 @p6465))
1.05/1.28	(step-pop @p8310 :rule scope :premises (@p6472))
1.05/1.28	(step-pop @p8311 :rule scope :premises (@p8310))
1.05/1.28	(step-pop @p8312 :rule scope :premises (@p8311))
1.05/1.28	(step @p6473 :rule process_scope :premises (@p8312) :args (false))
1.05/1.28	(step @p6477 :rule not_and :premises (@p6473))
1.05/1.28	(step @p6478 :rule eq_resolve :premises (@p6477 @p6449))
1.05/1.28	(step @p6479 :rule bool-double-not-elim :args (@t1364))
1.05/1.28	(step @p6480 :rule refl :args (@t340))
1.05/1.28	(step @p6481 :rule cong :premises (@p6480 @p475) :args (@t1373))
1.05/1.28	(step @p6482 :rule cong :premises (@p6481) :args ((not @t1373)))
1.05/1.28	(step @p6483 :rule arith-leq-norm :args (@t340 0))
1.05/1.28	(step @p6484 :rule trans :premises (@p6483 @p6482))
1.05/1.28	(step @p6485 :rule cong :premises (@p6484) :args ((not (<= @t340 0))))
1.05/1.28	(step @p6486 :rule trans :premises (@p6485 @p6479))
1.05/1.28	(step @p6487 :rule arith-elim-leq :args (@t340 0))
1.05/1.28	(step @p6488 :rule symm :premises (@p6487))
1.05/1.28	(step @p6489 :rule cong :premises (@p6488) :args ((not (>= 0 @t340))))
1.05/1.28	(step @p6490 :rule arith-elim-gt :args (@t340 0))
1.05/1.28	(step @p6491 :rule trans :premises (@p6490 @p6489))
1.05/1.28	(step @p6492 :rule trans :premises (@p6491 @p6486))
1.05/1.28	(step @p6493 :rule refl :args (@t339))
1.05/1.28	(step @p6494 :rule cong :premises (@p6493 @p475) :args (@t1374))
1.05/1.28	(step @p6495 :rule cong :premises (@p6494) :args ((not @t1374)))
1.05/1.28	(step @p6496 :rule arith-leq-norm :args (@t339 0))
1.05/1.28	(step @p6497 :rule trans :premises (@p6496 @p6495))
1.05/1.28	(step @p6498 :rule cong :premises (@p6497) :args ((not (<= @t339 0))))
1.05/1.28	(step @p6499 :rule trans :premises (@p6498 @p6448))
1.05/1.28	(step @p6500 :rule arith-elim-leq :args (@t339 0))
1.05/1.28	(step @p6501 :rule symm :premises (@p6500))
1.05/1.28	(step @p6502 :rule cong :premises (@p6501) :args ((not (>= 0 @t339))))
1.05/1.28	(step @p6503 :rule arith-elim-gt :args (@t339 0))
1.05/1.28	(step @p6504 :rule trans :premises (@p6503 @p6502))
1.05/1.28	(step @p6505 :rule trans :premises (@p6504 @p6499))
1.05/1.28	(step @p6506 :rule nary_cong :premises (@p502 @p6505) :args (@t1375))
1.05/1.28	(step @p6507 :rule cong :premises (@p6506 @p6492) :args ((=> @t1375 (> @t340 0))))
1.05/1.28	(step @p6508 :rule arith_mult_sign :args (@t1375 @t340))
1.05/1.28	(step @p6509 :rule eq_resolve :premises (@p6508 @p6507))
1.05/1.28	(step @p6510 :rule implies_elim :premises (@p6509))
1.05/1.28	(step @p6511 :rule reordering :premises (@p6510) :args ((or @t1364 (not @t1376))))
1.05/1.28	(step @p6512 :rule cnf_and_neg :args (@t1376))
1.05/1.28	(step @p6513 :rule reordering :premises (@p6512) :args ((or @t761 @t1368 @t1376)))
1.05/1.28	(step @p6514 :rule chain_resolution :premises (@p6513 @p6511 @p6478 @p1658 @p6447 @p6418 @p6388 @p1773 @p1771 @p1763 @p1655 @p1503 @p1474) :args ((@list true false false true false false true true false true true true) (@list @t1376 @t1367 @t495 @t1364 @t190 @t478 @t490 @t491 @t488 @t492 @t447 @t442)))
1.05/1.28	(step @p6515 :rule factoring :premises (@p6514))
1.05/1.28	(step @p6516 :rule chain_resolution :premises (@p6515 @p6382 @p1501) :args (@t701 (@list @t422 @t443)))
1.05/1.28	(step @p6517 :rule factoring :premises (@p6516))
1.05/1.28	(step @p6518 :rule chain_resolution :premises (@p6517 @p1472 @p1306 @p1282) :args (@t1377 (@list @t437 @t85 @t393)))
1.05/1.28	(step @p6519 :rule factoring :premises (@p6518))
1.05/1.28	(step @p6520 :rule chain_resolution :premises (@p6519 @p1256 @p50 @p1126 @p1088 @p1035 @p15 @p1007 @p981 @p50 @p976 @p6334 @p4875) :args ((@list true false true true false true false false false true false false) (@list @t49 @t48 @t359 @t345 @t343 @t19 @t322 @t318 @t48 @t315 @t468 @t259)))
1.05/1.28	(step @p6521 :rule factoring :premises (@p6520))
1.05/1.28	(step @p6522 :rule reordering :premises (@p6521) :args ((or @t257 @t54)))
1.05/1.28	(step @p6523 :rule chain_resolution :premises (@p2790 @p106 @p4910 @p4908) :args (@t1377 (@list @t78 @t194 @t270)))
1.05/1.28	(step @p6524 :rule factoring :premises (@p6523))
1.05/1.28	(step @p6525 :rule chain_resolution :premises (@p6524 @p4896 @p4875 @p728 @p106 @p4902 @p694 @p664 @p652 @p522 @p639) :args ((@list false false true false true false true true true false) (@list @t190 @t259 @t249 @t78 @t1148 @t244 @t241 @t238 @t202 @t231)))
1.05/1.28	(step @p6526 :rule factoring :premises (@p6525))
1.05/1.28	(step @p6527 :rule chain_resolution :premises (@p6526 @p603 @p1153) :args (@t1339 (@list @t224 @t175)))
1.05/1.28	(step @p6528 :rule factoring :premises (@p6527))
1.05/1.28	(step @p6529 :rule chain_resolution :premises (@p6528 @p2611 @p15) :args (@t1339 (@list @t203 @t19)))
1.05/1.28	(step @p6530 :rule factoring :premises (@p6529))
1.05/1.28	(step @p6531 :rule chain_resolution :premises (@p6530 @p346 @p236 @p191 @p132 @p106 @p344 @p296 @p50 @p106 @p277 @p50) :args ((@list false false false false false true true false false false false) (@list @t106 @t119 @t99 @t80 @t78 @t110 @t136 @t48 @t78 @t121 @t48)))
1.05/1.28	(step @p6532 :rule factoring :premises (@p6531))
1.05/1.28	(step @p6533 :rule chain_resolution :premises (@p6532 @p204 @p190 @p50 @p106 @p101 @p50 @p1007 @p981 @p50) :args (@t732 (@list @t103 @t85 @t48 @t78 @t49 @t48 @t322 @t318 @t48)))
1.05/1.28	(step @p6534 :rule factoring :premises (@p6533))
1.05/1.28	(step @p6535 :rule chain_resolution :premises (@p6534 @p6522) :args (@t32 @t1262))
1.05/1.28	(step @p6536 :rule factoring :premises (@p6535))
1.05/1.28	(step @p6537 :rule nary_cong :premises (@p734 @p3271 @p489) :args ((or @t258 @t520 @t832)))
1.05/1.28	(assume-push @p8314 @t257)
1.05/1.28	(assume-push @p8315 @t468)
1.05/1.28	(assume-push @p8316 @t761)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p59 :rule evaluate :args (@t57))
1.05/1.28	(step @p1173 :rule evaluate :args (@t374))
1.05/1.28	(step @p145 :rule evaluate :args (@t91))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p6541 :rule nary_cong :premises (@p427 @p61 @p145) :args (@t1378))
1.05/1.28	(step @p6542 :rule trans :premises (@p6541 @p1173))
1.05/1.28	(step @p6543 :rule arith_poly_norm :args ((= (+ tptp.c @t15 @t35) 0)))
1.05/1.28	(step @p748 :rule refl :args (@t15))
1.05/1.28	(step @p6544 :rule nary_cong :premises (@p644 @p748 @p747) :args (@t1379))
1.05/1.28	(step @p6545 :rule trans :premises (@p6544 @p6543))
1.05/1.28	(step @p6546 :rule cong :premises (@p6545 @p6542) :args (@t1380))
1.05/1.28	(step @p6547 :rule trans :premises (@p6546 @p59))
1.05/1.28	(step @p6548 :rule cong :premises (@p6547) :args ((not @t1380)))
1.05/1.28	(step @p6549 :rule trans :premises (@p6548 @p58))
1.05/1.28	(step @p6550 :rule arith-elim-lt :args (@t1379 @t1378))
1.05/1.28	(step @p6551 :rule trans :premises (@p6550 @p6549))
1.05/1.28	(step @p3289 :rule arith_mult_neg :args (-1 @t468))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p6552 :rule and_intro :premises (@p87 @p8315))
1.05/1.28	(step @p6553 :rule modus_ponens :premises (@p6552 @p3289))
1.05/1.28	(step @p763 :rule arith_mult_neg :args (-1 @t257))
1.05/1.28	(step @p6554 :rule and_intro :premises (@p87 @p8314))
1.05/1.28	(step @p6555 :rule modus_ponens :premises (@p6554 @p763))
1.05/1.28	(step @p3227 :rule arith-elim-lt :args (tptp.c 1))
1.05/1.28	(step @p3228 :rule symm :premises (@p3227))
1.05/1.28	(step @p6556 :rule eq_resolve :premises (@p8316 @p3228))
1.05/1.28	(step @p6557 :rule arith_sum_ub :premises (@p6556 @p6555 @p6553))
1.05/1.28	(step @p6558 false :rule eq_resolve :premises (@p6557 @p6551))
1.05/1.28	(step-pop @p8316 :rule scope :premises (@p6558))
1.05/1.28	(step-pop @p8317 :rule scope :premises (@p8316))
1.05/1.28	(step-pop @p8318 :rule scope :premises (@p8317))
1.05/1.28	(step @p6559 :rule process_scope :premises (@p8318) :args (false))
1.05/1.28	(step @p6563 :rule not_and :premises (@p6559))
1.05/1.28	(step @p6564 :rule eq_resolve :premises (@p6563 @p6537))
1.05/1.28	(step @p6565 :rule reordering :premises (@p6564) :args ((or @t190 @t258 @t520)))
1.05/1.28	(step @p6566 :rule cnf_ite_neg1 :args (@t1381))
1.05/1.28	(step @p6567 :rule reordering :premises (@p6566) :args ((or @t258 @t520 @t1381)))
1.05/1.28	(step @p6568 :rule cnf_ite_neg1 :args (@t1382))
1.05/1.28	(step @p6569 :rule reordering :premises (@p6568) :args ((or @t261 @t1382 (not @t1381))))
1.05/1.28	(step @p6570 :rule nary_cong :premises (@p789 @p695) :args ((or @t273 @t250)))
1.05/1.28	(assume-push @p8320 @t271)
1.05/1.28	(assume-push @p8321 @t271)
1.05/1.28	(assume-push @p8322 @t249)
1.05/1.28	(step @p143 :rule evaluate :args (@t89))
1.05/1.28	(step @p579 :rule evaluate :args (@t227))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p580 :rule nary_cong :premises (@p61 @p307) :args (@t228))
1.05/1.28	(step @p581 :rule trans :premises (@p580 @p579))
1.05/1.28	(step @p817 :rule arith_poly_norm :args (@t281))
1.05/1.28	(step @p6574 :rule cong :premises (@p817 @p581) :args ((<= @t280 @t228)))
1.05/1.28	(step @p6575 :rule trans :premises (@p6574 @p143))
1.05/1.28	(step @p825 :rule symm :premises (@p824))
1.05/1.28	(step @p6576 :rule eq_resolve :premises (@p8320 @p825))
1.05/1.28	(step @p6577 :rule int_tight_ub :premises (@p6576))
1.05/1.28	(step @p4807 :rule arith_mult_neg :args (-1 @t249))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p6578 :rule and_intro :premises (@p87 @p8322))
1.05/1.28	(step @p6579 :rule modus_ponens :premises (@p6578 @p4807))
1.05/1.28	(step @p6580 :rule arith_sum_ub :premises (@p6579 @p6577))
1.05/1.28	(step @p6581 false :rule eq_resolve :premises (@p6580 @p6575))
1.05/1.28	(step-pop @p8322 :rule scope :premises (@p6581))
1.05/1.28	(step @p6582 :rule process_scope :premises (@p8322) :args (false))
1.05/1.28	(step-pop @p8323 :rule scope :premises (@p6582))
1.05/1.28	(step @p6584 :rule process_scope :premises (@p8323) :args (@t250))
1.05/1.28	(step @p6586 :rule modus_ponens :premises (@p8320 @p6584))
1.05/1.28	(step-pop @p8324 :rule scope :premises (@p6586))
1.05/1.28	(step @p6587 :rule process_scope :premises (@p8324) :args (@t250))
1.05/1.28	(step @p6589 :rule implies_elim :premises (@p6587))
1.05/1.28	(step @p6590 :rule eq_resolve :premises (@p6589 @p6570))
1.05/1.28	(step @p6591 :rule chain_resolution :premises (@p6590 @p6278) :args (@t32 @t1340))
1.05/1.28	(step @p6592 :rule chain_resolution :premises (@p6478 @p4922 @p1658) :args (@t415 (@list @t50 @t495)))
1.05/1.28	(assume-push @p8326 @t238)
1.05/1.28	(assume-push @p8327 @t495)
1.05/1.28	(assume-push @p8328 @t1367)
1.05/1.28	(assume-push @p8329 @t921)
1.05/1.28	(step @p6597 :rule arith-elim-lt :args (@t911 0))
1.05/1.28	(step @p6598 :rule symm :premises (@p6597))
1.05/1.28	(assume-push @p8330 @t921)
1.05/1.28	(step @p143 :rule evaluate :args (@t89))
1.05/1.28	(step @p6600 :rule evaluate :args ((+ 0 -1 0 0)))
1.05/1.28	(step @p5219 :rule evaluate :args (@t1189))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p145 :rule evaluate :args (@t91))
1.05/1.28	(step @p6601 :rule nary_cong :premises (@p61 @p145 @p61 @p5219) :args (@t1383))
1.05/1.28	(step @p6602 :rule trans :premises (@p6601 @p6600))
1.05/1.28	(step @p6603 :rule arith_poly_norm :args ((= (+ @t1385 @t461 @t1384 @t1225) 0)))
1.05/1.28	(step @p5501 :rule refl :args (@t1225))
1.05/1.28	(step @p6604 :rule arith_poly_norm :args ((= @t512 @t1384)))
1.05/1.28	(step @p1672 :rule refl :args (@t461))
1.05/1.28	(step @p6605 :rule arith_poly_norm :args ((= @t1386 @t1385)))
1.05/1.28	(step @p6606 :rule nary_cong :premises (@p6605 @p1672 @p6604 @p5501) :args (@t1387))
1.05/1.28	(step @p6607 :rule trans :premises (@p6606 @p6603))
1.05/1.28	(step @p6608 :rule cong :premises (@p6607 @p6602) :args ((<= @t1387 @t1383)))
1.05/1.28	(step @p6609 :rule trans :premises (@p6608 @p143))
1.05/1.28	(step @p6610 :rule arith_mult_pos :args (2 @t238))
1.05/1.28	(step @p3230 :rule evaluate :args (@t842))
1.05/1.28	(step @p3231 :rule true_elim :premises (@p3230))
1.05/1.28	(step @p6611 :rule and_intro :premises (@p3231 @p8326))
1.05/1.28	(step @p6612 :rule modus_ponens :premises (@p6611 @p6610))
1.05/1.28	(step @p1722 :rule arith_mult_neg :args (-1 @t506))
1.05/1.28	(step @p1683 :rule arith_poly_norm :args (@t505))
1.05/1.28	(step @p1684 :rule arith_poly_norm_rel :premises (@p1683) :args (@t507))
1.05/1.28	(step @p1685 :rule symm :premises (@p1684))
1.05/1.28	(step @p1686 :rule eq_resolve :premises (@p1658 @p1685))
1.05/1.28	(step @p86 :rule evaluate :args (@t75))
1.05/1.28	(step @p87 :rule true_elim :premises (@p86))
1.05/1.28	(step @p1723 :rule and_intro :premises (@p87 @p1686))
1.05/1.28	(step @p1724 :rule modus_ponens :premises (@p1723 @p1722))
1.05/1.28	(step @p6613 :rule arith_mult_neg :args (-1 @t1367))
1.05/1.28	(step @p6614 :rule and_intro :premises (@p87 @p8328))
1.05/1.28	(step @p6615 :rule modus_ponens :premises (@p6614 @p6613))
1.05/1.28	(step @p6616 :rule arith_mult_neg :args (-1 @t921))
1.05/1.28	(step @p6617 :rule and_intro :premises (@p87 @p8329))
1.05/1.28	(step @p6618 :rule modus_ponens :premises (@p6617 @p6616))
1.05/1.28	(step @p6619 :rule arith_sum_ub :premises (@p6618 @p6615 @p1724 @p6612))
1.05/1.28	(step @p6620 false :rule eq_resolve :premises (@p6619 @p6609))
1.05/1.28	(step-pop @p8330 :rule scope :premises (@p6620))
1.05/1.28	(step @p6621 :rule process_scope :premises (@p8330) :args (false))
1.05/1.28	(step @p6623 :rule eq_resolve :premises (@p6621 @p6598))
1.05/1.28	(step @p6624 :rule eq_resolve :premises (@p6623 @p6597))
1.05/1.28	(step @p6625 false :rule contra :premises (@p8329 @p6624))
1.05/1.28	(step-pop @p8331 :rule scope :premises (@p6625))
1.05/1.28	(step-pop @p8332 :rule scope :premises (@p8331))
1.05/1.28	(step-pop @p8333 :rule scope :premises (@p8332))
1.05/1.28	(step-pop @p8334 :rule scope :premises (@p8333))
1.05/1.28	(step @p6626 :rule process_scope :premises (@p8334) :args (false))
1.05/1.28	(assume-push @p8336 @t238)
1.05/1.28	(assume-push @p8337 @t921)
1.05/1.28	(assume-push @p8338 @t495)
1.05/1.28	(assume-push @p8339 @t1367)
1.05/1.28	(step @p6635 :rule and_intro :premises (@p8336 @p1658 @p8339 @p8337))
1.05/1.28	(step-pop @p8339 :rule scope :premises (@p6635))
1.05/1.28	(step-pop @p8340 :rule scope :premises (@p8339))
1.05/1.28	(step-pop @p8341 :rule scope :premises (@p8340))
1.05/1.28	(step-pop @p8342 :rule scope :premises (@p8341))
1.05/1.28	(step @p6636 :rule process_scope :premises (@p8342) :args (@t1388))
1.05/1.28	(step @p6641 :rule implies_elim :premises (@p6636))
1.05/1.28	(step @p6642 :rule resolution :premises (@p6641 @p6626) :args (true @t1388))
1.05/1.28	(step @p6643 :rule not_and :premises (@p6642))
1.05/1.28	(step @p6644 :rule chain_resolution :premises (@p6643 @p6276 @p1658 @p6592) :args (@t516 (@list @t238 @t495 @t1367)))
1.05/1.28	(assume-push @p8344 @t238)
1.05/1.28	(assume-push @p8345 @t238)
1.05/1.28	(step @p6647 :rule bool-double-not-elim :args (@t1081))
1.05/1.28	(step @p6648 :rule arith-elim-lt :args (tptp.a -1))
1.05/1.28	(step @p6649 :rule cong :premises (@p6648) :args ((not @t1389)))
1.05/1.28	(step @p6650 :rule trans :premises (@p6649 @p6647))
1.05/1.28	(assume-push @p8346 @t1389)
1.05/1.28	(step @p58 :rule evaluate :args (@t56))
1.05/1.28	(step @p354 :rule evaluate :args (@t157))
1.05/1.28	(step @p355 :rule evaluate :args (@t158))
1.05/1.28	(step @p61 :rule evaluate :args (@t59))
1.05/1.28	(step @p356 :rule nary_cong :premises (@p307 @p61) :args (@t159))
1.05/1.28	(step @p357 :rule trans :premises (@p356 @p355))
1.05/1.28	(step @p2826 :rule arith_poly_norm :args (@t759))
1.05/1.28	(step @p6652 :rule cong :premises (@p2826 @p357) :args (@t1390))
1.05/1.29	(step @p6653 :rule trans :premises (@p6652 @p354))
1.05/1.29	(step @p6654 :rule cong :premises (@p6653) :args ((not @t1390)))
1.05/1.29	(step @p6655 :rule trans :premises (@p6654 @p58))
1.05/1.29	(step @p6656 :rule arith-elim-lt :args (@t758 @t159))
1.05/1.29	(step @p6657 :rule trans :premises (@p6656 @p6655))
1.05/1.29	(step @p2639 :rule arith_mult_neg :args (-1 @t238))
1.05/1.29	(step @p86 :rule evaluate :args (@t75))
1.05/1.29	(step @p87 :rule true_elim :premises (@p86))
1.05/1.29	(step @p6658 :rule and_intro :premises (@p87 @p8344))
1.05/1.29	(step @p6659 :rule modus_ponens :premises (@p6658 @p2639))
1.05/1.29	(step @p6660 :rule arith_sum_ub :premises (@p8346 @p6659))
1.05/1.29	(step @p6661 false :rule eq_resolve :premises (@p6660 @p6657))
1.05/1.29	(step-pop @p8346 :rule scope :premises (@p6661))
1.05/1.29	(step @p6662 :rule process_scope :premises (@p8346) :args (false))
1.05/1.29	(step @p6664 :rule eq_resolve :premises (@p6662 @p6650))
1.05/1.29	(step-pop @p8347 :rule scope :premises (@p6664))
1.05/1.29	(step @p6665 :rule process_scope :premises (@p8347) :args (@t1081))
1.05/1.29	(step @p6667 :rule modus_ponens :premises (@p8344 @p6665))
1.05/1.29	(step-pop @p8348 :rule scope :premises (@p6667))
1.05/1.29	(step @p6668 :rule process_scope :premises (@p8348) :args (@t1081))
1.05/1.29	(step @p6670 :rule implies_elim :premises (@p6668))
1.05/1.29	(step @p6671 :rule chain_resolution :premises (@p6670 @p6276) :args (@t421 @t745))
1.05/1.29	(assume-push @p8350 @t238)
1.05/1.29	(assume-push @p8351 @t238)
1.05/1.29	(step @p6674 :rule evaluate :args ((= 0 -1)))
1.05/1.29	(step @p6675 :rule cong :premises (@p8350 @p307) :args (@t1391))
1.05/1.29	(step @p6676 :rule trans :premises (@p6675 @p6674))
1.05/1.29	(step @p6677 :rule false_elim :premises (@p6676))
1.05/1.29	(step-pop @p8351 :rule scope :premises (@p6677))
1.05/1.29	(step @p6678 :rule process_scope :premises (@p8351) :args (@t1392))
1.05/1.29	(step @p6680 :rule modus_ponens :premises (@p8350 @p6678))
1.05/1.29	(step-pop @p8352 :rule scope :premises (@p6680))
1.05/1.29	(step @p6681 :rule process_scope :premises (@p8352) :args (@t1392))
1.05/1.29	(step @p6683 :rule implies_elim :premises (@p6681))
1.05/1.29	(step @p6684 :rule chain_resolution :premises (@p6683 @p6276) :args (@t421 @t745))
1.05/1.29	(step @p6685 :rule refl :args (@t1082))
1.05/1.29	(step @p6686 :rule bool-double-not-elim :args (@t1391))
1.05/1.29	(step @p6687 :rule nary_cong :premises (@p1161 @p6686 @p6685) :args ((or @t373 (not @t1392) @t1082)))
1.05/1.29	(assume-push @p8354 @t371)
1.05/1.29	(assume-push @p8355 @t1392)
1.05/1.29	(assume-push @p8356 @t371)
1.05/1.29	(assume-push @p8357 @t1392)
1.05/1.29	(step @p6648 :rule arith-elim-lt :args (tptp.a -1))
1.05/1.29	(step @p2806 :rule symm :premises (@p1154))
1.05/1.29	(step @p6692 :rule eq_resolve :premises (@p8354 @p2806))
1.05/1.29	(step @p6693 :rule int_tight_ub :premises (@p6692))
1.05/1.29	(step @p6694 :rule arith_trichotomy :premises (@p6693 @p8355))
1.05/1.29	(step @p6695 :rule eq_resolve :premises (@p6694 @p6648))
1.05/1.29	(step-pop @p8357 :rule scope :premises (@p6695))
1.05/1.29	(step-pop @p8358 :rule scope :premises (@p8357))
1.05/1.29	(step @p6696 :rule process_scope :premises (@p8358) :args (@t1082))
1.05/1.29	(step @p6699 :rule and_intro :premises (@p8354 @p8355))
1.05/1.29	(step @p6700 :rule modus_ponens :premises (@p6699 @p6696))
1.05/1.29	(step-pop @p8359 :rule scope :premises (@p6700))
1.05/1.29	(step-pop @p8360 :rule scope :premises (@p8359))
1.05/1.29	(step @p6701 :rule process_scope :premises (@p8360) :args (@t1082))
1.05/1.29	(step @p6704 :rule implies_elim :premises (@p6701))
1.05/1.29	(step @p6705 :rule cnf_and_neg :args (@t1393))
1.05/1.29	(step @p6706 :rule resolution :premises (@p6705 @p6704) :args (true @t1393))
1.05/1.29	(step @p6707 :rule eq_resolve :premises (@p6706 @p6687))
1.05/1.29	(step @p6708 :rule chain_resolution :premises (@p6707 @p6684 @p6671) :args (@t701 (@list @t1391 @t1081)))
1.05/1.29	(step @p6709 :rule bool-double-not-elim :args (@t921))
1.05/1.29	(step @p6710 :rule refl :args (@t1297))
1.05/1.29	(step @p6711 :rule nary_cong :premises (@p6710 @p1167 @p6709) :args ((or @t1297 @t371 (not @t922))))
1.05/1.29	(step @p6712 :rule cnf_ite_neg1 :args (@t1297))
1.05/1.29	(step @p6713 :rule eq_resolve :premises (@p6712 @p6711))
1.05/1.29	(step @p6714 :rule reordering :premises (@p6713) :args ((or @t371 @t921 @t1297)))
1.05/1.29	(step @p6715 :rule chain_resolution :premises (@p6714 @p6708 @p6644) :args ((@list false true) (@list @t370 @t921)))
1.05/1.29	(step @p6716 :rule chain_resolution :premises (@p5965 @p6278 @p6715) :args (@t701 (@list @t270 @t1297)))
1.05/1.29	(step @p6717 :rule refl :args (@t1394))
1.05/1.29	(step @p6718 :rule nary_cong :premises (@p4274 @p3342 @p6717) :args ((or @t1055 @t862 @t1394)))
1.05/1.29	(assume-push @p8362 @t861)
1.05/1.29	(assume-push @p8363 @t29)
1.05/1.29	(assume-push @p8364 @t1344)
1.05/1.29	(assume-push @p8365 @t1396)
1.05/1.29	(step @p58 :rule evaluate :args (@t56))
1.05/1.29	(step @p354 :rule evaluate :args (@t157))
1.05/1.29	(step @p1042 :rule evaluate :args (@t346))
1.05/1.29	(step @p145 :rule evaluate :args (@t91))
1.05/1.29	(step @p6723 :rule nary_cong :premises (@p11 @p11 @p145) :args (@t1397))
1.05/1.29	(step @p6724 :rule trans :premises (@p6723 @p1042))
1.05/1.29	(step @p6725 :rule arith_poly_norm :args ((= (+ 0 0 @t299 @t10 @t8 @t9) 0)))
1.05/1.29	(step @p2389 :rule arith_poly_norm :args (@t694))
1.05/1.29	(step @p3353 :rule arith_poly_norm :args (@t866))
1.05/1.29	(step @p6726 :rule nary_cong :premises (@p3353 @p2389 @p1018 @p19 @p18 @p208) :args (@t1398))
1.05/1.29	(step @p6727 :rule trans :premises (@p6726 @p6725))
1.05/1.29	(step @p6728 :rule arith_poly_norm :args ((= @t1399 @t1398)))
1.05/1.29	(step @p6729 :rule trans :premises (@p6728 @p6727))
1.05/1.29	(step @p6730 :rule cong :premises (@p6729 @p6724) :args (@t1400))
1.05/1.29	(step @p6731 :rule trans :premises (@p6730 @p354))
1.05/1.29	(step @p6732 :rule cong :premises (@p6731) :args ((not @t1400)))
1.05/1.29	(step @p6733 :rule trans :premises (@p6732 @p58))
1.05/1.29	(step @p6734 :rule arith-elim-lt :args (@t1399 @t1397))
1.05/1.29	(step @p6735 :rule trans :premises (@p6734 @p6733))
1.05/1.29	(step @p3372 :rule arith_mult_neg :args (-1 @t861))
1.05/1.29	(step @p86 :rule evaluate :args (@t75))
1.05/1.29	(step @p87 :rule true_elim :premises (@p86))
1.05/1.29	(step @p6736 :rule and_intro :premises (@p87 @p8362))
1.05/1.29	(step @p6737 :rule modus_ponens :premises (@p6736 @p3372))
1.05/1.29	(step @p4311 :rule arith-elim-lt :args (@t27 0))
1.05/1.29	(step @p4312 :rule symm :premises (@p4311))
1.05/1.29	(step @p4313 :rule eq_resolve :premises (@p42 @p4312))
1.05/1.29	(step @p6738 :rule arith_sum_ub :premises (@p8365 @p4313 @p6737))
1.05/1.29	(step @p6739 false :rule eq_resolve :premises (@p6738 @p6735))
1.05/1.29	(step-pop @p8365 :rule scope :premises (@p6739))
1.05/1.29	(step @p6740 :rule process_scope :premises (@p8365) :args (false))
1.05/1.29	(step @p6742 :rule arith_poly_norm :args (@t1401))
1.05/1.29	(step @p6743 :rule arith_poly_norm_rel :premises (@p6742) :args (@t1402))
1.05/1.29	(step @p6744 :rule symm :premises (@p6743))
1.05/1.29	(step @p6745 :rule eq_resolve :premises (@p8364 @p6744))
1.05/1.29	(step @p6746 false :rule contra :premises (@p6745 @p6740))
1.05/1.29	(step-pop @p8366 :rule scope :premises (@p6746))
1.05/1.29	(step-pop @p8367 :rule scope :premises (@p8366))
1.05/1.29	(step-pop @p8368 :rule scope :premises (@p8367))
1.05/1.29	(step @p6747 :rule process_scope :premises (@p8368) :args (false))
1.05/1.29	(assume-push @p8370 @t29)
1.05/1.29	(assume-push @p8371 @t861)
1.05/1.29	(assume-push @p8372 @t1344)
1.05/1.29	(step @p6754 :rule and_intro :premises (@p8371 @p42 @p8372))
1.05/1.29	(step-pop @p8372 :rule scope :premises (@p6754))
1.05/1.29	(step-pop @p8373 :rule scope :premises (@p8372))
1.05/1.29	(step-pop @p8374 :rule scope :premises (@p8373))
1.05/1.29	(step @p6755 :rule process_scope :premises (@p8374) :args (@t1403))
1.05/1.29	(step @p6759 :rule implies_elim :premises (@p6755))
1.05/1.29	(step @p6760 :rule resolution :premises (@p6759 @p6747) :args (true @t1403))
1.05/1.29	(step @p6761 :rule not_and :premises (@p6760))
1.05/1.29	(step @p6762 :rule eq_resolve :premises (@p6761 @p6718))
1.05/1.29	(step @p6763 :rule chain_resolution :premises (@p6762 @p42 @p6307) :args (@t701 (@list @t28 @t1344)))
1.05/1.29	(step @p6764 :rule nary_cong :premises (@p6060 @p4274 @p5714) :args ((or @t963 @t1055 @t1265)))
1.05/1.29	(assume-push @p8376 @t877)
1.05/1.29	(assume-push @p8377 @t29)
1.05/1.29	(assume-push @p8378 @t1264)
1.05/1.29	(step @p58 :rule evaluate :args (@t56))
1.05/1.29	(step @p59 :rule evaluate :args (@t57))
1.05/1.29	(step @p1173 :rule evaluate :args (@t374))
1.05/1.29	(step @p61 :rule evaluate :args (@t59))
1.05/1.29	(step @p2627 :rule nary_cong :premises (@p427 @p61 @p307) :args (@t734))
1.05/1.29	(step @p2628 :rule trans :premises (@p2627 @p1173))
1.05/1.29	(step @p6768 :rule arith_poly_norm :args ((= @t1404 0)))
1.05/1.29	(step @p6769 :rule arith_poly_norm :args ((= @t1405 @t1404)))
1.05/1.29	(step @p6770 :rule trans :premises (@p6769 @p6768))
1.05/1.29	(step @p6771 :rule cong :premises (@p6770 @p2628) :args (@t1406))
1.05/1.29	(step @p6772 :rule trans :premises (@p6771 @p59))
1.05/1.29	(step @p6773 :rule cong :premises (@p6772) :args ((not @t1406)))
1.05/1.29	(step @p6774 :rule trans :premises (@p6773 @p58))
1.05/1.29	(step @p6775 :rule arith-elim-lt :args (@t1405 @t734))
1.05/1.29	(step @p6776 :rule trans :premises (@p6775 @p6774))
1.05/1.29	(step @p4311 :rule arith-elim-lt :args (@t27 0))
1.05/1.29	(step @p4312 :rule symm :premises (@p4311))
1.05/1.29	(step @p4313 :rule eq_resolve :premises (@p42 @p4312))
1.05/1.29	(step @p5734 :rule int_tight_ub :premises (@p4313))
1.05/1.29	(step @p6777 :rule arith_mult_neg :args (-1 @t877))
1.05/1.29	(step @p86 :rule evaluate :args (@t75))
1.05/1.29	(step @p87 :rule true_elim :premises (@p86))
1.05/1.29	(step @p6778 :rule and_intro :premises (@p87 @p8376))
1.05/1.29	(step @p6779 :rule modus_ponens :premises (@p6778 @p6777))
1.05/1.29	(step @p5739 :rule arith-elim-lt :args (@t564 1))
1.05/1.29	(step @p5740 :rule symm :premises (@p5739))
1.05/1.29	(step @p6780 :rule eq_resolve :premises (@p8378 @p5740))
1.05/1.29	(step @p6781 :rule arith_sum_ub :premises (@p6780 @p6779 @p5734))
1.05/1.29	(step @p6782 false :rule eq_resolve :premises (@p6781 @p6776))
1.05/1.29	(step-pop @p8378 :rule scope :premises (@p6782))
1.05/1.29	(step-pop @p8379 :rule scope :premises (@p8378))
1.05/1.29	(step-pop @p8380 :rule scope :premises (@p8379))
1.05/1.29	(step @p6783 :rule process_scope :premises (@p8380) :args (false))
1.05/1.29	(step @p6787 :rule not_and :premises (@p6783))
1.05/1.29	(step @p6788 :rule eq_resolve :premises (@p6787 @p6764))
1.05/1.29	(step @p6789 :rule reordering :premises (@p6788) :args ((or @t1263 @t28 @t963)))
1.05/1.29	(step @p6790 :rule refl :args (@t1264))
1.05/1.29	(step @p6791 :rule bool-double-not-elim :args (@t1407))
1.05/1.29	(step @p6792 :rule nary_cong :premises (@p6791 @p6790) :args ((or (not @t1408) @t1264)))
1.05/1.29	(assume-push @p8382 @t1408)
1.05/1.29	(assume-push @p8383 @t1263)
1.05/1.29	(step @p6795 :rule refl :args (@t564))
1.05/1.29	(step @p6796 :rule cong :premises (@p6795 @p2020) :args (@t1409))
1.05/1.29	(step @p6797 :rule cong :premises (@p6796) :args ((not @t1409)))
1.05/1.29	(step @p6798 :rule arith-leq-norm :args (@t564 -1))
1.05/1.29	(step @p6799 :rule trans :premises (@p6798 @p6797))
1.05/1.29	(step @p6800 :rule cong :premises (@p6799) :args ((not @t1410)))
1.05/1.29	(step @p6801 :rule trans :premises (@p6800 @p6791))
1.05/1.29	(step @p6802 :rule arith-elim-leq :args (@t564 -1))
1.05/1.29	(step @p6803 :rule symm :premises (@p6802))
1.05/1.29	(step @p6804 :rule cong :premises (@p6803) :args ((not (>= -1 @t564))))
1.05/1.29	(step @p6805 :rule arith-elim-gt :args (@t564 -1))
1.05/1.29	(step @p6806 :rule trans :premises (@p6805 @p6804))
1.05/1.29	(step @p6807 :rule trans :premises (@p6806 @p6801))
1.05/1.29	(step @p6808 :rule cong :premises (@p6807) :args ((not (> @t564 -1))))
1.05/1.29	(step @p6809 :rule symm :premises (@p6808))
1.05/1.29	(step @p6810 :rule trans :premises (@p6799 @p6809))
1.05/1.29	(step @p6811 :rule arith-elim-lt :args (@t564 0))
1.05/1.29	(step @p6812 :rule symm :premises (@p6811))
1.05/1.29	(step @p6813 :rule eq_resolve :premises (@p8382 @p6812))
1.05/1.29	(step @p6814 :rule int_tight_ub :premises (@p6813))
1.05/1.29	(step @p6815 :rule eq_resolve :premises (@p6814 @p6810))
1.05/1.29	(step @p6816 :rule symm :premises (@p6807))
1.05/1.29	(step @p6817 :rule trans :premises (@p6801 @p6816))
1.05/1.29	(assume-push @p8384 @t1410)
1.05/1.29	(step @p1097 :rule evaluate :args (@t362))
1.05/1.29	(step @p1098 :rule evaluate :args (@t363))
1.05/1.29	(step @p145 :rule evaluate :args (@t91))
1.05/1.29	(step @p6819 :rule nary_cong :premises (@p307 @p145) :args (@t1411))
1.05/1.29	(step @p6820 :rule trans :premises (@p6819 @p1098))
1.05/1.29	(step @p386 :rule evaluate :args (@t166))
1.05/1.29	(step @p312 :rule arith_poly_norm :args (@t145))
1.05/1.29	(step @p931 :rule arith_poly_norm :args (@t310))
1.05/1.29	(step @p932 :rule nary_cong :premises (@p931 @p312) :args (@t311))
1.05/1.29	(step @p933 :rule trans :premises (@p932 @p386))
1.05/1.29	(step @p5768 :rule arith_poly_norm :args (@t1272))
1.05/1.29	(step @p5769 :rule trans :premises (@p5768 @p933))
1.05/1.29	(step @p6821 :rule cong :premises (@p5769 @p6820) :args ((<= @t1271 @t1411)))
1.05/1.29	(step @p6822 :rule trans :premises (@p6821 @p1097))
1.05/1.29	(step @p5772 :rule arith_mult_neg :args (-1 @t1263))
1.05/1.29	(step @p86 :rule evaluate :args (@t75))
1.05/1.29	(step @p87 :rule true_elim :premises (@p86))
1.05/1.29	(step @p6823 :rule and_intro :premises (@p87 @p8383))
1.05/1.29	(step @p6824 :rule modus_ponens :premises (@p6823 @p5772))
1.05/1.29	(step @p6825 :rule arith_sum_ub :premises (@p8384 @p6824))
1.05/1.29	(step @p6826 false :rule eq_resolve :premises (@p6825 @p6822))
1.05/1.29	(step-pop @p8384 :rule scope :premises (@p6826))
1.05/1.29	(step @p6827 :rule process_scope :premises (@p8384) :args (false))
1.05/1.29	(step @p6829 :rule eq_resolve :premises (@p6827 @p6817))
1.05/1.29	(step @p6830 false :rule contra :premises (@p6829 @p6815))
1.05/1.29	(step-pop @p8385 :rule scope :premises (@p6830))
1.05/1.29	(step-pop @p8386 :rule scope :premises (@p8385))
1.05/1.29	(step @p6831 :rule process_scope :premises (@p8386) :args (false))
1.05/1.29	(step @p6834 :rule not_and :premises (@p6831))
1.05/1.29	(step @p6835 :rule eq_resolve :premises (@p6834 @p6792))
1.05/1.29	(step @p6836 :rule cnf_ite_pos2 :args (@t1415))
1.05/1.29	(step @p6837 :rule reordering :premises (@p6836) :args ((or @t1414 @t1408 @t1416)))
1.05/1.29	(step @p6838 :rule cnf_ite_pos3 :args (@t1415))
1.05/1.29	(step @p6839 :rule reordering :premises (@p6838) :args ((or @t1408 @t1413 @t1416)))
1.05/1.29	(step @p6840 :rule bool-double-not-elim :args (@t1412))
1.05/1.29	(step @p6841 :rule refl :args (@t1408))
1.05/1.29	(step @p6842 :rule refl :args (@t1417))
1.05/1.29	(step @p6843 :rule nary_cong :premises (@p6842 @p6841 @p6840) :args ((or @t1417 @t1408 (not @t1413))))
1.05/1.29	(assume-push @p8388 @t1414)
1.05/1.29	(assume-push @p8389 @t1407)
1.05/1.29	(assume-push @p8390 @t1413)
1.05/1.29	(step @p6847 :rule arith-elim-lt :args (@t293 0))
1.05/1.29	(step @p6848 :rule cong :premises (@p6847) :args ((not @t1418)))
1.05/1.29	(step @p6849 :rule trans :premises (@p6848 @p6840))
1.05/1.29	(step @p6850 :rule symm :premises (@p6849))
1.05/1.29	(assume-push @p8391 @t1418)
1.05/1.29	(step @p58 :rule evaluate :args (@t56))
1.05/1.29	(step @p59 :rule evaluate :args (@t57))
1.05/1.29	(step @p60 :rule evaluate :args (@t58))
1.05/1.29	(step @p2657 :rule evaluate :args (@t738))
1.05/1.29	(step @p61 :rule evaluate :args (@t59))
1.05/1.29	(step @p6852 :rule nary_cong :premises (@p11 @p61 @p2657) :args (@t1419))
1.05/1.29	(step @p6853 :rule trans :premises (@p6852 @p60))
1.05/1.29	(step @p6854 :rule arith_poly_norm :args ((= (+ @t1420 @t8 @t8 0) 0)))
1.05/1.29	(step @p312 :rule arith_poly_norm :args (@t145))
1.05/1.29	(step @p6855 :rule refl :args (@t1420))
1.05/1.29	(step @p6856 :rule nary_cong :premises (@p6855 @p18 @p18 @p312) :args (@t1421))
1.05/1.29	(step @p6857 :rule trans :premises (@p6856 @p6854))
1.05/1.29	(step @p6858 :rule arith_poly_norm :args ((= @t1422 @t1421)))
1.05/1.29	(step @p6859 :rule trans :premises (@p6858 @p6857))
1.05/1.29	(step @p6860 :rule cong :premises (@p6859 @p6853) :args (@t1423))
1.05/1.29	(step @p6861 :rule trans :premises (@p6860 @p59))
1.05/1.29	(step @p6862 :rule cong :premises (@p6861) :args ((not @t1423)))
1.05/1.29	(step @p6863 :rule trans :premises (@p6862 @p58))
1.05/1.29	(step @p6864 :rule arith-elim-lt :args (@t1422 @t1419))
1.05/1.29	(step @p6865 :rule trans :premises (@p6864 @p6863))
1.05/1.29	(step @p6866 :rule arith_mult_neg :args (-2 @t1414))
1.05/1.29	(step @p443 :rule evaluate :args (@t186))
1.05/1.29	(step @p444 :rule true_elim :premises (@p443))
1.05/1.29	(step @p6867 :rule and_intro :premises (@p444 @p8388))
1.05/1.29	(step @p6868 :rule modus_ponens :premises (@p6867 @p6866))
1.05/1.29	(step @p6869 :rule arith_mult_neg :args (-1 @t1407))
1.05/1.29	(step @p86 :rule evaluate :args (@t75))
1.05/1.29	(step @p87 :rule true_elim :premises (@p86))
1.05/1.29	(step @p6870 :rule and_intro :premises (@p87 @p8389))
1.05/1.29	(step @p6871 :rule modus_ponens :premises (@p6870 @p6869))
1.05/1.29	(step @p6872 :rule arith_sum_ub :premises (@p8391 @p6871 @p6868))
1.05/1.29	(step @p6873 false :rule eq_resolve :premises (@p6872 @p6865))
1.05/1.29	(step-pop @p8391 :rule scope :premises (@p6873))
1.05/1.29	(step @p6874 :rule process_scope :premises (@p8391) :args (false))
1.05/1.29	(step @p6876 :rule eq_resolve :premises (@p6874 @p6849))
1.05/1.29	(step @p6877 :rule eq_resolve :premises (@p6876 @p6850))
1.05/1.29	(step @p6878 :rule symm :premises (@p6847))
1.05/1.29	(step @p6879 :rule eq_resolve :premises (@p8390 @p6878))
1.05/1.29	(step @p6880 false :rule contra :premises (@p6879 @p6877))
1.05/1.29	(step-pop @p8392 :rule scope :premises (@p6880))
1.05/1.29	(step-pop @p8393 :rule scope :premises (@p8392))
1.05/1.29	(step-pop @p8394 :rule scope :premises (@p8393))
1.05/1.29	(step @p6881 :rule process_scope :premises (@p8394) :args (false))
1.05/1.29	(step @p6885 :rule not_and :premises (@p6881))
1.05/1.29	(step @p6886 :rule eq_resolve :premises (@p6885 @p6843))
1.05/1.29	(step @p6887 :rule chain_resolution :premises (@p6886 @p6839 @p6837) :args (@t701 (@list @t1412 @t1414)))
1.05/1.29	(step @p6888 :rule factoring :premises (@p6887))
1.05/1.29	(step @p6889 :rule cnf_ite_pos2 :args (@t1424))
1.05/1.29	(step @p6890 :rule reordering :premises (@p6889) :args ((or @t244 @t1415 (not @t1424))))
1.05/1.29	(step @p6891 :rule arith_poly_norm :args ((= (* 1 (- @t299 @t10)) (* 1 @t575))))
1.05/1.29	(step @p6892 :rule arith_poly_norm_rel :premises (@p6891) :args ((= (>= @t299 @t10) @t1407)))
1.05/1.29	(step @p6893 :rule arith-elim-leq :args (@t10 @t299))
1.05/1.29	(step @p6894 :rule trans :premises (@p6893 @p6892))
1.05/1.29	(step @p6895 :rule arith_poly_norm :args ((= @t1425 @t299)))
1.05/1.29	(step @p6896 :rule cong :premises (@p1840 @p6895) :args (@t1426))
1.05/1.29	(step @p6897 :rule trans :premises (@p6896 @p6894))
1.05/1.29	(step @p6898 :rule cong :premises (@p6897) :args ((not @t1426)))
1.05/1.29	(step @p6899 :rule arith-elim-leq :args (@t548 @t1425))
1.05/1.29	(step @p6900 :rule symm :premises (@p6899))
1.05/1.29	(step @p6901 :rule cong :premises (@p6900) :args ((not (>= @t1425 @t548))))
1.05/1.29	(step @p6902 :rule arith-elim-gt :args (@t548 @t1425))
1.05/1.29	(step @p6903 :rule trans :premises (@p6902 @p6901))
1.05/1.29	(step @p6904 :rule trans :premises (@p6903 @p6898))
1.05/1.29	(step @p6905 :rule arith_poly_norm :args ((= @t547 @t304)))
1.05/1.29	(step @p6906 :rule arith_poly_norm_rel :premises (@p6905) :args ((= (>= @t8 @t10) @t1412)))
1.05/1.29	(step @p6907 :rule arith-elim-leq :args (@t10 @t8))
1.05/1.29	(step @p6908 :rule trans :premises (@p6907 @p6906))
1.05/1.29	(step @p6909 :rule cong :premises (@p1840 @p18) :args (@t1427))
1.05/1.29	(step @p6910 :rule trans :premises (@p6909 @p6908))
1.05/1.29	(step @p6911 :rule cong :premises (@p6910) :args ((not @t1427)))
1.05/1.29	(step @p6912 :rule arith-elim-leq :args (@t548 @t8))
1.05/1.29	(step @p6913 :rule symm :premises (@p6912))
1.05/1.29	(step @p6914 :rule cong :premises (@p6913) :args ((not (>= @t8 @t548))))
1.05/1.29	(step @p6915 :rule arith-elim-gt :args (@t548 @t8))
1.05/1.29	(step @p6916 :rule trans :premises (@p6915 @p6914))
1.05/1.29	(step @p6917 :rule trans :premises (@p6916 @p6911))
1.05/1.29	(step @p6918 :rule refl :args (@t1414))
1.05/1.29	(step @p6919 :rule cong :premises (@p6918 @p6917 @p6904) :args (@t1428))
1.05/1.29	(step @p6920 :rule arith_poly_norm :args ((= (* -1 (- @t9 @t1429)) (* -1 (- @t293 1)))))
1.05/1.29	(step @p6921 :rule arith_poly_norm_rel :premises (@p6920) :args ((= @t1430 @t294)))
1.05/1.29	(step @p6922 :rule cong :premises (@p6921) :args ((not @t1430)))
1.05/1.29	(step @p6923 :rule arith-leq-norm :args (@t9 @t299))
1.05/1.29	(step @p6924 :rule trans :premises (@p6923 @p6922))
1.05/1.29	(step @p6925 :rule cong :premises (@p208 @p6895) :args (@t1431))
1.05/1.29	(step @p6926 :rule trans :premises (@p6925 @p6924))
1.05/1.29	(step @p6927 :rule cong :premises (@p6926) :args ((not @t1431)))
1.05/1.29	(step @p6928 :rule trans :premises (@p6927 @p890))
1.05/1.29	(step @p6929 :rule arith-elim-leq :args (@t9 @t1425))
1.05/1.29	(step @p6930 :rule symm :premises (@p6929))
1.05/1.29	(step @p6931 :rule cong :premises (@p6930) :args ((not (>= @t1425 @t9))))
1.05/1.29	(step @p6932 :rule arith-elim-gt :args (@t9 @t1425))
1.05/1.29	(step @p6933 :rule trans :premises (@p6932 @p6931))
1.05/1.29	(step @p6934 :rule trans :premises (@p6933 @p6928))
1.05/1.29	(step @p6935 :rule arith_poly_norm :args ((= (* -1 (- @t9 @t1432)) (* -1 (- @t564 1)))))
1.05/1.29	(step @p6936 :rule arith_poly_norm_rel :premises (@p6935) :args ((= @t1433 @t1263)))
1.05/1.29	(step @p6937 :rule cong :premises (@p6936) :args ((not @t1433)))
1.05/1.29	(step @p6938 :rule arith-leq-norm :args (@t9 @t8))
1.05/1.29	(step @p6939 :rule trans :premises (@p6938 @p6937))
1.05/1.29	(step @p6940 :rule cong :premises (@p6939) :args ((not (<= @t9 @t8))))
1.05/1.29	(step @p6941 :rule trans :premises (@p6940 @p5714))
1.05/1.29	(step @p6942 :rule arith-elim-leq :args (@t9 @t8))
1.05/1.29	(step @p6943 :rule symm :premises (@p6942))
1.05/1.29	(step @p6944 :rule cong :premises (@p6943) :args ((not (>= @t8 @t9))))
1.05/1.29	(step @p6945 :rule arith-elim-gt :args (@t9 @t8))
1.05/1.29	(step @p6946 :rule trans :premises (@p6945 @p6944))
1.05/1.29	(step @p6947 :rule trans :premises (@p6946 @p6941))
1.05/1.29	(step @p6948 :rule cong :premises (@p6918 @p6947 @p6934) :args (@t1434))
1.05/1.29	(step @p6949 :rule cong :premises (@p4074 @p6948 @p6919) :args (@t1435))
1.05/1.29	(step @p6950 :rule arith_poly_norm :args ((= (* 1 (- @t15 @t34)) @t253)))
1.05/1.29	(step @p6951 :rule arith_poly_norm_rel :premises (@p6950) :args ((= (>= @t15 @t34) @t255)))
1.05/1.29	(step @p6952 :rule arith-elim-leq :args (@t34 @t15))
1.05/1.29	(step @p6953 :rule trans :premises (@p6952 @p6951))
1.05/1.29	(step @p6954 :rule cong :premises (@p1580 @p1581) :args (@t1436))
1.05/1.29	(step @p6955 :rule trans :premises (@p6954 @p6953))
1.05/1.29	(step @p6956 :rule cong :premises (@p6955) :args ((not @t1436)))
1.05/1.29	(step @p6957 :rule arith-elim-leq :args (@t472 @t473))
1.05/1.29	(step @p6958 :rule symm :premises (@p6957))
1.05/1.29	(step @p6959 :rule cong :premises (@p6958) :args ((not (>= @t473 @t472))))
1.05/1.29	(step @p6960 :rule arith-elim-gt :args (@t472 @t473))
1.05/1.29	(step @p6961 :rule trans :premises (@p6960 @p6959))
1.05/1.29	(step @p6962 :rule trans :premises (@p6961 @p6956))
1.05/1.29	(step @p6963 :rule arith_poly_norm :args ((= @t535 @t476)))
1.05/1.29	(step @p6964 :rule arith_poly_norm_rel :premises (@p6963) :args ((= (>= tptp.d @t34) @t478)))
1.05/1.29	(step @p6965 :rule arith-elim-leq :args (@t34 tptp.d))
1.05/1.29	(step @p6966 :rule trans :premises (@p6965 @p6964))
1.05/1.29	(step @p6967 :rule cong :premises (@p1580 @p197) :args (@t1437))
1.05/1.29	(step @p6968 :rule trans :premises (@p6967 @p6966))
1.05/1.29	(step @p6969 :rule cong :premises (@p6968) :args ((not @t1437)))
1.05/1.29	(step @p6970 :rule arith-elim-leq :args (@t472 tptp.d))
1.05/1.29	(step @p6971 :rule symm :premises (@p6970))
1.05/1.29	(step @p6972 :rule cong :premises (@p6971) :args ((not (>= tptp.d @t472))))
1.05/1.29	(step @p6973 :rule arith-elim-gt :args (@t472 tptp.d))
1.05/1.29	(step @p6974 :rule trans :premises (@p6973 @p6972))
1.05/1.29	(step @p6975 :rule trans :premises (@p6974 @p6969))
1.05/1.29	(step @p6976 :rule cong :premises (@p1630 @p6975 @p6962) :args (@t1438))
1.05/1.29	(step @p6977 :rule arith_poly_norm :args ((= (* -1 (- tptp.c @t1439)) @t482)))
1.05/1.29	(step @p6978 :rule arith_poly_norm_rel :premises (@p6977) :args ((= @t1440 @t481)))
1.05/1.29	(step @p6979 :rule cong :premises (@p6978) :args ((not @t1440)))
1.05/1.29	(step @p6980 :rule arith-leq-norm :args (tptp.c @t15))
1.05/1.29	(step @p6981 :rule trans :premises (@p6980 @p6979))
1.05/1.29	(step @p6982 :rule cong :premises (@p644 @p1581) :args (@t1441))
1.05/1.29	(step @p6983 :rule trans :premises (@p6982 @p6981))
1.05/1.29	(step @p6984 :rule cong :premises (@p6983) :args ((not @t1441)))
1.05/1.29	(step @p6985 :rule trans :premises (@p6984 @p1607))
1.05/1.29	(step @p6986 :rule arith-elim-leq :args (tptp.c @t473))
1.05/1.29	(step @p6987 :rule symm :premises (@p6986))
1.05/1.29	(step @p6988 :rule cong :premises (@p6987) :args ((not (>= @t473 tptp.c))))
1.05/1.29	(step @p6989 :rule arith-elim-gt :args (tptp.c @t473))
1.05/1.29	(step @p6990 :rule trans :premises (@p6989 @p6988))
1.05/1.29	(step @p6991 :rule trans :premises (@p6990 @p6985))
1.05/1.29	(step @p6992 :rule arith_poly_norm :args ((= (* -1 (- tptp.c @t1442)) @t469)))
1.05/1.29	(step @p6993 :rule arith_poly_norm_rel :premises (@p6992) :args ((= @t1443 @t468)))
1.05/1.29	(step @p6994 :rule cong :premises (@p6993) :args ((not @t1443)))
1.05/1.29	(step @p6995 :rule arith-leq-norm :args (tptp.c tptp.d))
1.05/1.29	(step @p6996 :rule trans :premises (@p6995 @p6994))
1.05/1.29	(step @p6997 :rule cong :premises (@p6996) :args ((not (<= tptp.c tptp.d))))
1.05/1.29	(step @p6998 :rule trans :premises (@p6997 @p1574))
1.05/1.29	(step @p6999 :rule arith-elim-leq :args (tptp.c tptp.d))
1.05/1.29	(step @p7000 :rule symm :premises (@p6999))
1.05/1.29	(step @p7001 :rule cong :premises (@p7000) :args ((not (>= tptp.d tptp.c))))
1.05/1.29	(step @p7002 :rule arith-elim-gt :args (tptp.c tptp.d))
1.05/1.29	(step @p7003 :rule trans :premises (@p7002 @p7001))
1.05/1.29	(step @p7004 :rule trans :premises (@p7003 @p6998))
1.05/1.29	(step @p7005 :rule cong :premises (@p1630 @p7004 @p6991) :args (@t1444))
1.05/1.29	(step @p7006 :rule cong :premises (@p1605 @p7005 @p6976) :args (@t1445))
1.05/1.29	(step @p7007 :rule nary_cong :premises (@p7006 @p2730 @p695) :args (@t1446))
1.05/1.29	(step @p7008 :rule cong :premises (@p7007 @p6949) :args ((=> @t1446 @t1435)))
1.05/1.29	(assume-push @p8396 @t1445)
1.05/1.29	(assume-push @p8397 @t243)
1.05/1.29	(assume-push @p8398 @t250)
1.05/1.29	(step @p7012 :rule arith-abs-int-gt :args (@t9 @t8))
1.05/1.29	(step @p7013 :rule bool-double-not-elim :args (@t1449))
1.05/1.29	(step @p7014 :rule arith_poly_norm :args ((= (* -1 (- @t1037 @t1450)) (* -1 (- @t1448 1)))))
1.05/1.29	(step @p7015 :rule arith_poly_norm_rel :premises (@p7014) :args ((= @t1451 @t1449)))
1.05/1.29	(step @p7016 :rule cong :premises (@p7015) :args ((not @t1451)))
1.05/1.29	(step @p7017 :rule arith-leq-norm :args (@t1037 @t1447))
1.05/1.29	(step @p7018 :rule trans :premises (@p7017 @p7016))
1.05/1.29	(step @p7019 :rule cong :premises (@p7018) :args ((not (<= @t1037 @t1447))))
1.05/1.29	(step @p7020 :rule trans :premises (@p7019 @p7013))
1.05/1.29	(step @p7021 :rule arith-elim-leq :args (@t1037 @t1447))
1.05/1.29	(step @p7022 :rule symm :premises (@p7021))
1.05/1.29	(step @p7023 :rule cong :premises (@p7022) :args ((not (>= @t1447 @t1037))))
1.05/1.29	(step @p7024 :rule arith-elim-gt :args (@t1037 @t1447))
1.05/1.29	(step @p7025 :rule trans :premises (@p7024 @p7023))
1.05/1.29	(step @p7026 :rule trans :premises (@p7025 @p7020))
1.05/1.29	(step @p7027 :rule symm :premises (@p7026))
1.05/1.29	(step @p1851 :rule arith_poly_norm :args (@t558))
1.05/1.29	(step @p1852 :rule cong :premises (@p1851) :args (@t559))
1.05/1.29	(step @p1849 :rule arith_poly_norm :args (@t555))
1.05/1.29	(step @p1850 :rule cong :premises (@p1849) :args (@t556))
1.05/1.29	(step @p7028 :rule cong :premises (@p1850 @p1852) :args (@t1452))
1.05/1.29	(step @p7029 :rule trans :premises (@p7028 @p7018))
1.05/1.29	(step @p7030 :rule cong :premises (@p7029) :args ((not @t1452)))
1.05/1.29	(step @p7031 :rule trans :premises (@p7030 @p7013))
1.05/1.29	(step @p7032 :rule arith-elim-leq :args (@t556 @t559))
1.05/1.29	(step @p7033 :rule symm :premises (@p7032))
1.05/1.29	(step @p7034 :rule cong :premises (@p7033) :args ((not (>= @t559 @t556))))
1.05/1.29	(step @p7035 :rule arith-elim-gt :args (@t556 @t559))
1.05/1.29	(step @p7036 :rule trans :premises (@p7035 @p7034))
1.05/1.29	(step @p7037 :rule trans :premises (@p7036 @p7031))
1.05/1.29	(step @p7038 :rule trans :premises (@p7037 @p7027))
1.05/1.29	(step @p1854 :rule refl :args (@t560))
1.05/1.29	(step @p7039 :rule and_intro :premises (@p1854 @p8398))
1.05/1.29	(step @p7040 :rule arith-abs-int-gt :args (tptp.c tptp.d))
1.05/1.29	(step @p7041 :rule symm :premises (@p7040))
1.05/1.29	(step @p7042 :rule eq_resolve :premises (@p8396 @p7041))
1.05/1.29	(step @p7043 :rule arith_mult_abs_comparison :premises (@p7042 @p7039))
1.05/1.29	(step @p7044 :rule eq_resolve :premises (@p7043 @p7038))
1.05/1.29	(step @p7045 :rule eq_resolve :premises (@p7044 @p7012))
1.05/1.29	(step-pop @p8398 :rule scope :premises (@p7045))
1.05/1.29	(step-pop @p8399 :rule scope :premises (@p8398))
1.05/1.29	(step-pop @p8400 :rule scope :premises (@p8399))
1.05/1.29	(step @p7046 :rule process_scope :premises (@p8400) :args (@t1435))
1.05/1.29	(step @p7050 :rule eq_resolve :premises (@p7046 @p7008))
1.05/1.29	(step @p7051 :rule implies_elim :premises (@p7050))
1.05/1.29	(step @p7052 :rule reordering :premises (@p7051) :args ((or @t1424 (not @t1453))))
1.05/1.29	(step @p7053 :rule refl :args (@t1454))
1.05/1.29	(step @p7054 :rule refl :args (@t1453))
1.05/1.29	(step @p7055 :rule nary_cong :premises (@p7054 @p7053 @p4179 @p2709) :args ((or @t1453 @t1454 @t1046 @t746)))
1.05/1.29	(step @p7056 :rule cnf_and_neg :args (@t1453))
1.05/1.29	(step @p7057 :rule eq_resolve :premises (@p7056 @p7055))
1.05/1.29	(step @p7058 :rule reordering :premises (@p7057) :args ((or @t241 @t249 @t1453 @t1454)))
1.05/1.29	(assume-push @p8402 @t241)
1.05/1.29	(assume-push @p8403 @t190)
1.05/1.29	(assume-push @p8404 @t241)
1.05/1.29	(step @p143 :rule evaluate :args (@t89))
1.05/1.29	(step @p579 :rule evaluate :args (@t227))
1.05/1.29	(step @p145 :rule evaluate :args (@t91))
1.05/1.29	(step @p672 :rule nary_cong :premises (@p11 @p145) :args (@t246))
1.05/1.29	(step @p673 :rule trans :premises (@p672 @p579))
1.05/1.29	(step @p7062 :rule arith_poly_norm :args ((= @t1455 0)))
1.05/1.29	(step @p7063 :rule cong :premises (@p7062 @p673) :args ((<= @t1455 @t246)))
1.05/1.29	(step @p7064 :rule trans :premises (@p7063 @p143))
1.05/1.29	(step @p7065 :rule arith_mult_neg :args (-1 @t190))
1.05/1.29	(step @p86 :rule evaluate :args (@t75))
1.05/1.29	(step @p87 :rule true_elim :premises (@p86))
1.05/1.29	(step @p7066 :rule and_intro :premises (@p87 @p8403))
1.05/1.29	(step @p7067 :rule modus_ponens :premises (@p7066 @p7065))
1.05/1.29	(step @p7068 :rule arith_sum_ub :premises (@p8402 @p7067))
1.05/1.29	(step @p7069 false :rule eq_resolve :premises (@p7068 @p7064))
1.05/1.29	(step-pop @p8404 :rule scope :premises (@p7069))
1.05/1.29	(step @p7070 :rule process_scope :premises (@p8404) :args (false))
1.05/1.29	(step @p7072 false :rule contra :premises (@p8402 @p7070))
1.05/1.29	(step-pop @p8405 :rule scope :premises (@p7072))
1.05/1.29	(step-pop @p8406 :rule scope :premises (@p8405))
1.05/1.29	(step @p7073 :rule process_scope :premises (@p8406) :args (false))
1.05/1.29	(step @p7076 :rule not_and :premises (@p7073))
1.05/1.29	(step @p7077 :rule chain_resolution :premises (@p7076 @p7058 @p6591 @p7052 @p6890 @p6888 @p6835 @p6789 @p42 @p6059 @p6763 @p6088 @p6228 @p6009 @p6235 @p6716 @p6591 @p3740 @p5857 @p4902 @p6264 @p5807 @p6278 @p6569 @p4875 @p4908 @p6278) :args ((@list false true true true true false false true false true false false false false false true false false true true false true false false false true) (@list @t241 @t249 @t1453 @t1424 @t1415 @t1407 @t1263 @t28 @t877 @t861 @t1310 @t1313 @t914 @t1336 @t1298 @t249 @t953 @t1281 @t244 @t1201 @t1274 @t270 @t1382 @t259 @t1148 @t270)))
1.05/1.29	(step @p7078 :rule factoring :premises (@p7077))
1.05/1.29	(step @p7079 :rule chain_resolution :premises (@p7078 @p5139 @p6567 @p6536 @p6565 @p6536 @p3306 @p1309) :args ((@list true false false false false false false) (@list @t1152 @t1381 @t257 @t190 @t257 @t843 @t397)))
1.05/1.29	(step @p7080 :rule factoring :premises (@p7079))
1.05/1.29	(step @p7081 :rule chain_resolution :premises (@p5000 @p7080 @p46) :args (@t701 (@list @t468 @t40)))
1.05/1.29	(step @p7082 :rule chain_resolution :premises (@p5139 @p7081) :args (@t421 (@list @t1152)))
1.05/1.29	(step @p7083 :rule chain_resolution :premises (@p5162 @p7082 @p1346) :args (@t701 (@list @t843 @t399)))
1.05/1.29	(step @p7084 :rule chain_resolution :premises (@p5281 @p7083) :args (@t421 (@list @t849)))
1.05/1.29	(step @p7085 :rule chain_resolution :premises (@p5273 @p7080 @p1309 @p46 @p5206) :args (@t744 (@list @t468 @t397 @t40 @t1180)))
1.05/1.29	(step @p7086 :rule chain_resolution :premises (@p5311 @p7082 @p1346 @p7085) :args (@t703 (@list @t843 @t399 @t952)))
1.05/1.29	(step @p7087 :rule chain_resolution :premises (@p5357 @p7086) :args (@t421 (@list @t1201)))
1.05/1.29	(step @p7088 :rule nary_cong :premises (@p4274 @p6717 @p5313 @p5358) :args ((or @t1055 @t1394 @t1204 @t1212)))
1.05/1.29	(assume-push @p8408 @t1344)
1.05/1.29	(assume-push @p8409 @t1210)
1.05/1.29	(assume-push @p8410 @t29)
1.05/1.29	(assume-push @p8411 @t1200)
1.05/1.29	(assume-push @p8412 @t1200)
1.05/1.29	(step @p58 :rule evaluate :args (@t56))
1.05/1.29	(step @p59 :rule evaluate :args (@t57))
1.05/1.29	(step @p244 :rule evaluate :args (@t124))
1.05/1.29	(step @p61 :rule evaluate :args (@t59))
1.05/1.29	(step @p7094 :rule nary_cong :premises (@p61 @p11 @p61 @p11) :args (@t1456))
1.05/1.29	(step @p7095 :rule trans :premises (@p7094 @p244))
1.05/1.29	(step @p7096 :rule arith_poly_norm :args ((= @t1457 0)))
1.05/1.29	(step @p7097 :rule arith_poly_norm :args ((= @t1458 @t1457)))
1.05/1.29	(step @p7098 :rule trans :premises (@p7097 @p7096))
1.05/1.29	(step @p7099 :rule cong :premises (@p7098 @p7095) :args (@t1459))
1.05/1.29	(step @p7100 :rule trans :premises (@p7099 @p59))
1.05/1.29	(step @p7101 :rule cong :premises (@p7100) :args ((not @t1459)))
1.05/1.29	(step @p7102 :rule trans :premises (@p7101 @p58))
1.05/1.29	(step @p7103 :rule arith-elim-lt :args (@t1458 @t1456))
1.05/1.29	(step @p7104 :rule trans :premises (@p7103 @p7102))
1.05/1.29	(step @p6742 :rule arith_poly_norm :args (@t1401))
1.05/1.29	(step @p6743 :rule arith_poly_norm_rel :premises (@p6742) :args (@t1402))
1.05/1.29	(step @p6744 :rule symm :premises (@p6743))
1.05/1.29	(step @p7105 :rule eq_resolve :premises (@p8408 @p6744))
1.05/1.29	(step @p5384 :rule arith_mult_neg :args (-1 @t1210))
1.05/1.29	(step @p86 :rule evaluate :args (@t75))
1.05/1.29	(step @p87 :rule true_elim :premises (@p86))
1.05/1.29	(step @p7106 :rule and_intro :premises (@p87 @p8409))
1.05/1.29	(step @p7107 :rule modus_ponens :premises (@p7106 @p5384))
1.05/1.29	(step @p4311 :rule arith-elim-lt :args (@t27 0))
1.05/1.29	(step @p4312 :rule symm :premises (@p4311))
1.05/1.29	(step @p4313 :rule eq_resolve :premises (@p42 @p4312))
1.05/1.29	(step @p5328 :rule arith_mult_neg :args (-1 @t1200))
1.05/1.29	(step @p7108 :rule and_intro :premises (@p87 @p8411))
1.05/1.29	(step @p7109 :rule modus_ponens :premises (@p7108 @p5328))
1.05/1.29	(step @p7110 :rule arith_sum_ub :premises (@p7109 @p4313 @p7107 @p7105))
1.05/1.29	(step @p7111 false :rule eq_resolve :premises (@p7110 @p7104))
1.05/1.29	(step-pop @p8412 :rule scope :premises (@p7111))
1.05/1.29	(step @p7112 :rule process_scope :premises (@p8412) :args (false))
1.05/1.29	(step @p7114 false :rule contra :premises (@p8411 @p7112))
1.05/1.29	(step-pop @p8413 :rule scope :premises (@p7114))
1.05/1.29	(step-pop @p8414 :rule scope :premises (@p8413))
1.05/1.29	(step-pop @p8415 :rule scope :premises (@p8414))
1.05/1.29	(step-pop @p8416 :rule scope :premises (@p8415))
1.05/1.29	(step @p7115 :rule process_scope :premises (@p8416) :args (false))
1.05/1.29	(assume-push @p8418 @t29)
1.05/1.29	(assume-push @p8419 @t1344)
1.05/1.29	(assume-push @p8420 @t1200)
1.05/1.29	(assume-push @p8421 @t1210)
1.05/1.29	(step @p7124 :rule and_intro :premises (@p8419 @p8421 @p42 @p8420))
1.05/1.29	(step-pop @p8421 :rule scope :premises (@p7124))
1.05/1.29	(step-pop @p8422 :rule scope :premises (@p8421))
1.05/1.29	(step-pop @p8423 :rule scope :premises (@p8422))
1.05/1.29	(step-pop @p8424 :rule scope :premises (@p8423))
1.05/1.29	(step @p7125 :rule process_scope :premises (@p8424) :args (@t1460))
1.05/1.29	(step @p7130 :rule implies_elim :premises (@p7125))
1.05/1.29	(step @p7131 :rule resolution :premises (@p7130 @p7115) :args (true @t1460))
1.05/1.29	(step @p7132 :rule not_and :premises (@p7131))
1.05/1.29	(step @p7133 :rule eq_resolve :premises (@p7132 @p7088))
1.05/1.29	(step @p7134 :rule reordering :premises (@p7133) :args ((or @t28 @t1394 @t1212 @t1204)))
1.05/1.29	(step @p7135 false :rule chain_resolution :premises (@p7134 @p7087 @p7084 @p6307 @p42) :args ((@list false false false true) (@list @t1210 @t1200 @t1344 @t28)))
1.05/1.29	)
1.05/1.29	% SZS output end Proof
1.05/1.29	% cvc5 exiting
1.05/1.29	EOF