(benchmark uart :source { Specification and verification of a 8N1 decoder. Geoffrey Brown, Indiana University Lee Pike, Galois Connections, Inc. Translated into CVC format by Leonardo de Moura. This benchmark was automatically translated into SMT-LIB format from CVC format using CVC Lite } :status sat :category { industrial } :difficulty { 0 } :logic QF_LRA :extrafuns ((x_0 Real)) :extrafuns ((x_1 Real)) :extrafuns ((x_2 Real)) :extrafuns ((x_3 Real)) :extrafuns ((x_4 Real)) :extrafuns ((x_5 Real)) :extrafuns ((x_6 Real)) :extrafuns ((x_7 Real)) :extrafuns ((x_8 Real)) :extrafuns ((x_9 Real)) :extrafuns ((x_10 Real)) :extrafuns ((x_11 Real)) :extrafuns ((x_12 Real)) :extrafuns ((x_13 Real)) :extrafuns ((x_14 Real)) :extrafuns ((x_15 Real)) :extrafuns ((x_16 Real)) :extrafuns ((x_17 Real)) :extrafuns ((x_18 Real)) :extrafuns ((x_19 Real)) :extrafuns ((x_20 Real)) :extrapreds ((x_21)) :extrafuns ((x_22 Real)) :extrapreds ((x_23)) :extrafuns ((x_24 Real)) :extrapreds ((x_25)) :extrafuns ((x_26 Real)) :extrapreds ((x_27)) :extrafuns ((x_28 Real)) :extrapreds ((x_29)) :extrafuns ((x_30 Real)) :extrapreds ((x_31)) :extrafuns ((x_32 Real)) :extrapreds ((x_33)) :extrafuns ((x_34 Real)) :extrapreds ((x_35)) :extrafuns ((x_36 Real)) :extrapreds ((x_37)) :extrafuns ((x_38 Real)) :extrapreds ((x_39)) :extrafuns ((x_40 Real)) :extrapreds ((x_41)) :extrafuns ((x_42 Real)) :extrapreds ((x_43)) :extrafuns ((x_44 Real)) :extrapreds ((x_45)) :extrafuns ((x_46 Real)) :extrapreds ((x_47)) :extrafuns ((x_48 Real)) :extrapreds ((x_49)) :extrafuns ((x_50 Real)) :extrapreds ((x_51)) :extrafuns ((x_52 Real)) :extrapreds ((x_53)) :extrafuns ((x_54 Real)) :extrapreds ((x_55)) :extrafuns ((x_56 Real)) :extrapreds ((x_57)) :extrafuns ((x_58 Real)) :extrapreds ((x_59)) :extrafuns ((x_60 Real)) :extrapreds ((x_61)) :extrafuns ((x_62 Real)) :extrapreds ((x_63)) :extrafuns ((x_64 Real)) :extrafuns ((x_65 Real)) :extrafuns ((x_66 Real)) :extrafuns ((x_67 Real)) :extrafuns ((x_68 Real)) :extrafuns ((x_69 Real)) :extrafuns ((x_70 Real)) :extrafuns ((x_71 Real)) :extrafuns ((x_72 Real)) :extrafuns ((x_73 Real)) :extrafuns ((x_74 Real)) :extrafuns ((x_75 Real)) :extrafuns ((x_76 Real)) :extrafuns ((x_77 Real)) :extrafuns ((x_78 Real)) :extrafuns ((x_79 Real)) :extrafuns ((x_80 Real)) :extrafuns ((x_81 Real)) :extrafuns ((x_82 Real)) :extrafuns ((x_83 Real)) :extrafuns ((x_84 Real)) :extrafuns ((x_85 Real)) :extrafuns ((x_86 Real)) :extrafuns ((x_87 Real)) :extrafuns ((x_88 Real)) :extrafuns ((x_89 Real)) :extrafuns ((x_90 Real)) :extrafuns ((x_91 Real)) :extrafuns ((x_92 Real)) :extrafuns ((x_93 Real)) :extrafuns ((x_94 Real)) :extrafuns ((x_95 Real)) :extrafuns ((x_96 Real)) :extrafuns ((x_97 Real)) :extrafuns ((x_98 Real)) :extrafuns ((x_99 Real)) :extrafuns ((x_100 Real)) :extrafuns ((x_101 Real)) :extrafuns ((x_102 Real)) :extrafuns ((x_103 Real)) :extrafuns ((x_104 Real)) :extrafuns ((x_105 Real)) :extrafuns ((x_106 Real)) :extrafuns ((x_107 Real)) :extrafuns ((x_108 Real)) :extrafuns ((x_109 Real)) :extrafuns ((x_110 Real)) :extrafuns ((x_111 Real)) :extrafuns ((x_112 Real)) :extrafuns ((x_113 Real)) :extrafuns ((x_114 Real)) :extrafuns ((x_115 Real)) 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(and (<= (+ x_261 (* (- 1 x_84) 23)) x_278) (<= x_278 (+ x_261 (* (+ x_84 1) 23)))) (and (<= (+ x_261 (* (- 1 x_84) 16)) x_278) (<= x_278 (+ x_261 (* (+ x_84 1) 16))))))) $cvcl_249) $cvcl_234) $cvcl_235) $cvcl_236) $cvcl_237) $cvcl_238) ) (and (and (and (and (and (and (and (and (= x_279 2) (or (and (and (and (and (= x_282 0) $cvcl_239) $cvcl_240) (= x_272 (+ x_261 x_86))) x_51) (and (and (and (and (= x_282 1) $cvcl_239) x_49) (= x_272 (+ x_261 (- 16 x_86)))) $cvcl_202) )) (or (and (and (and (= x_283 0) $cvcl_242) (or (= x_273 0) $cvcl_244 )) $cvcl_241) (and (and (= x_283 1) (not $cvcl_242)) $cvcl_236) )) (or (or (or (and (and (and (and (= x_284 0) $cvcl_240) $cvcl_243) $cvcl_205) $cvcl_238) (and (and (and (and (= x_284 1) $cvcl_240) $cvcl_243) $cvcl_210) (= x_52 0)) ) (and (and (and (and (= x_284 2) $cvcl_240) (< x_50 9)) (= x_274 (ite (or $cvcl_244 (= x_50 8) ) (ite $cvcl_245 3 x_260) (ite $cvcl_246 2 x_260)))) (= x_52 (+ x_50 1))) ) (and (and (and (= x_284 3) x_49) (= x_274 (ite 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(= x_179 (+ x_165 1))) (= x_178 (ite $cvcl_498 1 0))) )) $cvcl_519) (if_then_else $cvcl_458 (and (<= (+ x_163 (- 1 x_84)) x_180) (<= x_180 (+ (+ x_163 x_84) 1))) (if_then_else $cvcl_499 (and (<= (+ x_163 (* (- 1 x_84) 23)) x_180) (<= x_180 (+ x_163 (* (+ x_84 1) 23)))) (and (<= (+ x_163 (* (- 1 x_84) 16)) x_180) (<= x_180 (+ x_163 (* (+ x_84 1) 16))))))) $cvcl_515) $cvcl_500) $cvcl_501) $cvcl_502) $cvcl_503) $cvcl_504) ) (and (and (and (and (and (and (and (and (= x_181 2) (or (and (and (and (and (= x_184 0) $cvcl_505) $cvcl_506) (= x_174 (+ x_163 x_86))) x_37) (and (and (and (and (= x_184 1) $cvcl_505) x_35) (= x_174 (+ x_163 (- 16 x_86)))) $cvcl_468) )) (or (and (and (and (= x_185 0) $cvcl_508) (or (= x_175 0) $cvcl_510 )) $cvcl_507) (and (and (= x_185 1) (not $cvcl_508)) $cvcl_502) )) (or (or (or (and (and (and (and (= x_186 0) $cvcl_506) $cvcl_509) $cvcl_471) $cvcl_504) (and (and (and (and (= x_186 1) $cvcl_506) $cvcl_509) $cvcl_476) (= x_38 0)) ) (and (and (and (and (= x_186 2) $cvcl_506) (< x_36 9)) (= x_176 (ite (or $cvcl_510 (= x_36 8) ) (ite $cvcl_511 3 x_162) (ite $cvcl_512 2 x_162)))) (= x_38 (+ x_36 1))) ) (and (and (and (= x_186 3) x_35) (= x_176 (ite $cvcl_513 1 (ite $cvcl_514 0 x_162)))) $cvcl_503) )) $cvcl_515) $cvcl_494) $cvcl_516) $cvcl_495) $cvcl_517) )) (or (or (or (or (and (and $cvcl_520 (or (or $cvcl_528 $cvcl_529 ) $cvcl_531 )) $cvcl_482) (and (and $cvcl_520 (or (and $cvcl_521 (not $cvcl_522)) (and $cvcl_523 $cvcl_524) )) $cvcl_489) ) (and (and (and (and (and $cvcl_520 $cvcl_518) $cvcl_519) $cvcl_525) $cvcl_522) $cvcl_526) ) (and $cvcl_527 $cvcl_489) ) (and (and $cvcl_564 (or (or (and $cvcl_528 $cvcl_530) (and $cvcl_529 $cvcl_530) ) (and $cvcl_531 $cvcl_530) )) $cvcl_489) )) (or (or (and (and (and (and (and (and (and (and (and (and (= x_167 0) (or (and (and (and (= x_168 0) (< x_149 x_152)) (<= x_152 x_146)) (= x_163 x_152)) (and (and (and (= x_168 1) (< x_149 x_146)) (<= x_146 x_152)) (= x_163 x_146)) )) $cvcl_532) $cvcl_554) $cvcl_533) $cvcl_555) $cvcl_538) $cvcl_539) $cvcl_540) $cvcl_541) $cvcl_542) (and (and (and (and (and (and (and (and (and (= x_167 1) (or (or (and (and (and (and (and (= x_169 0) $cvcl_534) $cvcl_550) $cvcl_536) $cvcl_532) $cvcl_533) (and (and (and (and (and (= x_169 1) $cvcl_534) $cvcl_549) $cvcl_535) $cvcl_537) $cvcl_532) ) (and (and (and (and (= x_169 2) (not $cvcl_534)) (if_then_else (or $cvcl_552 $cvcl_551 ) (or $cvcl_535 $cvcl_536 ) (= x_159 x_148))) (= x_165 (+ x_151 1))) (= x_164 (ite $cvcl_536 1 0))) )) $cvcl_557) (if_then_else $cvcl_496 (and (<= (+ x_149 (- 1 x_84)) x_166) (<= x_166 (+ (+ x_149 x_84) 1))) (if_then_else $cvcl_537 (and (<= (+ x_149 (* (- 1 x_84) 23)) x_166) (<= x_166 (+ x_149 (* (+ x_84 1) 23)))) (and (<= (+ x_149 (* (- 1 x_84) 16)) x_166) (<= x_166 (+ x_149 (* (+ x_84 1) 16))))))) $cvcl_553) $cvcl_538) $cvcl_539) $cvcl_540) $cvcl_541) $cvcl_542) ) (and (and (and (and (and (and (and (and (= x_167 2) (or (and (and (and (and (= x_170 0) $cvcl_543) $cvcl_544) (= x_160 (+ x_149 x_86))) x_35) (and (and (and (and (= x_170 1) $cvcl_543) x_33) (= x_160 (+ x_149 (- 16 x_86)))) $cvcl_506) )) (or (and (and (and (= x_171 0) $cvcl_546) (or (= x_161 0) $cvcl_548 )) $cvcl_545) (and (and (= x_171 1) (not $cvcl_546)) $cvcl_540) )) (or (or (or (and (and (and (and (= x_172 0) $cvcl_544) $cvcl_547) $cvcl_509) $cvcl_542) (and (and (and (and (= x_172 1) $cvcl_544) $cvcl_547) $cvcl_514) (= x_36 0)) ) (and (and (and (and (= x_172 2) $cvcl_544) (< x_34 9)) (= x_162 (ite (or $cvcl_548 (= x_34 8) ) (ite $cvcl_549 3 x_148) (ite $cvcl_550 2 x_148)))) (= x_36 (+ x_34 1))) ) (and (and (and (= x_172 3) x_33) (= x_162 (ite $cvcl_551 1 (ite $cvcl_552 0 x_148)))) $cvcl_541) )) $cvcl_553) $cvcl_532) $cvcl_554) $cvcl_533) $cvcl_555) )) (or (or (or (or (and (and $cvcl_558 (or (or $cvcl_566 $cvcl_567 ) $cvcl_569 )) $cvcl_520) (and (and $cvcl_558 (or (and $cvcl_559 (not $cvcl_560)) (and $cvcl_561 $cvcl_562) )) $cvcl_527) ) (and (and (and (and (and $cvcl_558 $cvcl_556) $cvcl_557) $cvcl_563) $cvcl_560) $cvcl_564) ) (and $cvcl_565 $cvcl_527) ) (and (and $cvcl_602 (or (or (and $cvcl_566 $cvcl_568) (and $cvcl_567 $cvcl_568) ) (and $cvcl_569 $cvcl_568) )) $cvcl_527) )) (or (or (and (and (and (and (and (and (and (and (and (and (= x_153 0) (or (and (and (and (= x_154 0) (< x_135 x_138)) (<= x_138 x_132)) (= x_149 x_138)) (and (and (and (= x_154 1) (< x_135 x_132)) (<= x_132 x_138)) (= x_149 x_132)) )) $cvcl_570) $cvcl_592) $cvcl_571) $cvcl_593) $cvcl_576) $cvcl_577) $cvcl_578) $cvcl_579) $cvcl_580) (and (and (and (and (and (and (and (and (and (= x_153 1) (or (or (and (and (and (and (and (= x_155 0) $cvcl_572) $cvcl_588) $cvcl_574) $cvcl_570) $cvcl_571) (and (and (and (and (and (= x_155 1) $cvcl_572) $cvcl_587) $cvcl_573) $cvcl_575) $cvcl_570) ) (and (and (and (and (= x_155 2) (not $cvcl_572)) (if_then_else (or $cvcl_590 $cvcl_589 ) (or $cvcl_573 $cvcl_574 ) (= x_145 x_134))) (= x_151 (+ x_137 1))) (= x_150 (ite $cvcl_574 1 0))) )) $cvcl_595) (if_then_else $cvcl_534 (and (<= (+ x_135 (- 1 x_84)) x_152) (<= x_152 (+ (+ x_135 x_84) 1))) (if_then_else $cvcl_575 (and (<= (+ x_135 (* (- 1 x_84) 23)) x_152) (<= x_152 (+ x_135 (* (+ x_84 1) 23)))) (and (<= (+ x_135 (* (- 1 x_84) 16)) x_152) (<= x_152 (+ x_135 (* (+ x_84 1) 16))))))) $cvcl_591) $cvcl_576) $cvcl_577) $cvcl_578) $cvcl_579) $cvcl_580) ) (and (and (and (and (and (and (and (and (= x_153 2) (or (and (and (and (and (= x_156 0) $cvcl_581) $cvcl_582) (= x_146 (+ x_135 x_86))) x_33) (and (and (and (and (= x_156 1) $cvcl_581) x_31) (= x_146 (+ x_135 (- 16 x_86)))) $cvcl_544) )) (or (and (and (and (= x_157 0) $cvcl_584) (or (= x_147 0) $cvcl_586 )) $cvcl_583) (and (and (= x_157 1) (not $cvcl_584)) $cvcl_578) )) (or (or (or (and (and (and (and (= x_158 0) $cvcl_582) $cvcl_585) $cvcl_547) $cvcl_580) (and (and (and (and (= x_158 1) $cvcl_582) $cvcl_585) $cvcl_552) (= x_34 0)) ) (and (and (and (and (= x_158 2) $cvcl_582) (< x_32 9)) (= x_148 (ite (or $cvcl_586 (= x_32 8) ) (ite $cvcl_587 3 x_134) (ite 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(and (and (and (= x_139 1) (or (or (and (and (and (and (and (= x_141 0) $cvcl_610) $cvcl_626) $cvcl_612) $cvcl_608) $cvcl_609) (and (and (and (and (and (= x_141 1) $cvcl_610) $cvcl_625) $cvcl_611) $cvcl_613) $cvcl_608) ) (and (and (and (and (= x_141 2) (not $cvcl_610)) (if_then_else (or $cvcl_628 $cvcl_627 ) (or $cvcl_611 $cvcl_612 ) (= x_131 x_120))) (= x_137 (+ x_123 1))) (= x_136 (ite $cvcl_612 1 0))) )) $cvcl_633) (if_then_else $cvcl_572 (and (<= (+ x_121 (- 1 x_84)) x_138) (<= x_138 (+ (+ x_121 x_84) 1))) (if_then_else $cvcl_613 (and (<= (+ x_121 (* (- 1 x_84) 23)) x_138) (<= x_138 (+ x_121 (* (+ x_84 1) 23)))) (and (<= (+ x_121 (* (- 1 x_84) 16)) x_138) (<= x_138 (+ x_121 (* (+ x_84 1) 16))))))) $cvcl_629) $cvcl_614) $cvcl_615) $cvcl_616) $cvcl_617) $cvcl_618) ) (and (and (and (and (and (and (and (and (= x_139 2) (or (and (and (and (and (= x_142 0) $cvcl_619) $cvcl_620) (= x_132 (+ x_121 x_86))) x_31) (and (and (and (and (= x_142 1) $cvcl_619) x_29) (= x_132 (+ x_121 (- 16 x_86)))) $cvcl_582) )) (or (and (and (and (= x_143 0) $cvcl_622) (or (= x_133 0) $cvcl_624 )) $cvcl_621) (and (and (= x_143 1) (not $cvcl_622)) $cvcl_616) )) (or (or (or (and (and (and (and (= x_144 0) $cvcl_620) $cvcl_623) $cvcl_585) $cvcl_618) (and (and (and (and (= x_144 1) $cvcl_620) $cvcl_623) $cvcl_590) (= x_32 0)) ) (and (and (and (and (= x_144 2) $cvcl_620) (< x_30 9)) (= x_134 (ite (or $cvcl_624 (= x_30 8) ) (ite $cvcl_625 3 x_120) (ite $cvcl_626 2 x_120)))) (= x_32 (+ x_30 1))) ) (and (and (and (= x_144 3) x_29) (= x_134 (ite $cvcl_627 1 (ite $cvcl_628 0 x_120)))) $cvcl_617) )) $cvcl_629) $cvcl_608) $cvcl_630) $cvcl_609) $cvcl_631) )) (or (or (or (or (and (and $cvcl_634 (or (or $cvcl_642 $cvcl_643 ) $cvcl_645 )) $cvcl_596) (and (and $cvcl_634 (or (and $cvcl_635 (not $cvcl_636)) (and $cvcl_637 $cvcl_638) )) $cvcl_603) ) (and (and (and (and (and $cvcl_634 $cvcl_632) $cvcl_633) $cvcl_639) $cvcl_636) $cvcl_640) ) (and $cvcl_641 $cvcl_603) ) (and (and $cvcl_678 (or (or (and $cvcl_642 $cvcl_644) (and $cvcl_643 $cvcl_644) ) (and $cvcl_645 $cvcl_644) )) $cvcl_603) )) (or (or (and (and (and (and (and (and (and (and (and (and (= x_125 0) (or (and (and (and (= x_126 0) (< x_107 x_110)) (<= x_110 x_104)) (= x_121 x_110)) (and (and (and (= x_126 1) (< x_107 x_104)) (<= x_104 x_110)) (= x_121 x_104)) )) $cvcl_646) $cvcl_668) $cvcl_647) $cvcl_669) $cvcl_652) $cvcl_653) $cvcl_654) $cvcl_655) $cvcl_656) (and (and (and (and (and (and (and (and (and (= x_125 1) (or (or (and (and (and (and (and (= x_127 0) $cvcl_648) $cvcl_664) $cvcl_650) $cvcl_646) $cvcl_647) (and (and (and (and (and (= x_127 1) $cvcl_648) $cvcl_663) $cvcl_649) $cvcl_651) $cvcl_646) ) (and (and (and (and (= x_127 2) (not $cvcl_648)) (if_then_else (or $cvcl_666 $cvcl_665 ) (or $cvcl_649 $cvcl_650 ) (= x_117 x_106))) (= x_123 (+ x_109 1))) (= x_122 (ite $cvcl_650 1 0))) )) $cvcl_671) (if_then_else $cvcl_610 (and (<= (+ x_107 (- 1 x_84)) x_124) (<= x_124 (+ (+ x_107 x_84) 1))) (if_then_else $cvcl_651 (and (<= (+ x_107 (* (- 1 x_84) 23)) x_124) (<= x_124 (+ x_107 (* (+ x_84 1) 23)))) (and (<= (+ x_107 (* (- 1 x_84) 16)) x_124) (<= x_124 (+ x_107 (* (+ x_84 1) 16))))))) $cvcl_667) $cvcl_652) $cvcl_653) $cvcl_654) $cvcl_655) $cvcl_656) ) (and (and (and (and (and (and (and (and (= x_125 2) (or (and (and (and (and (= x_128 0) $cvcl_657) $cvcl_658) (= x_118 (+ x_107 x_86))) x_29) (and (and (and (and (= x_128 1) $cvcl_657) x_27) (= x_118 (+ x_107 (- 16 x_86)))) $cvcl_620) )) (or (and (and (and (= x_129 0) $cvcl_660) (or (= x_119 0) $cvcl_662 )) $cvcl_659) (and (and (= x_129 1) (not $cvcl_660)) $cvcl_654) )) (or (or (or (and (and (and (and (= x_130 0) $cvcl_658) $cvcl_661) $cvcl_623) $cvcl_656) (and (and (and (and (= x_130 1) $cvcl_658) $cvcl_661) $cvcl_628) (= x_30 0)) ) (and (and (and (and (= x_130 2) $cvcl_658) (< x_28 9)) (= x_120 (ite (or $cvcl_662 (= x_28 8) ) (ite $cvcl_663 3 x_106) (ite $cvcl_664 2 x_106)))) (= x_30 (+ x_28 1))) ) (and (and (and (= x_130 3) x_27) (= x_120 (ite $cvcl_665 1 (ite $cvcl_666 0 x_106)))) $cvcl_655) )) $cvcl_667) $cvcl_646) $cvcl_668) $cvcl_647) $cvcl_669) )) (or (or (or (or (and (and $cvcl_672 (or (or $cvcl_680 $cvcl_681 ) $cvcl_683 )) $cvcl_634) (and (and $cvcl_672 (or (and $cvcl_673 (not $cvcl_674)) (and $cvcl_675 $cvcl_676) )) $cvcl_641) ) (and (and (and (and (and $cvcl_672 $cvcl_670) $cvcl_671) $cvcl_677) $cvcl_674) $cvcl_678) ) (and $cvcl_679 $cvcl_641) ) (and (and $cvcl_716 (or (or (and $cvcl_680 $cvcl_682) (and $cvcl_681 $cvcl_682) ) (and $cvcl_683 $cvcl_682) )) $cvcl_641) )) (or (or (and (and (and (and (and (and (and (and (and (and (= x_111 0) (or (and (and (and (= x_112 0) (< x_93 x_96)) (<= x_96 x_90)) (= x_107 x_96)) (and (and (and (= x_112 1) (< x_93 x_90)) (<= x_90 x_96)) (= x_107 x_90)) )) $cvcl_684) $cvcl_706) $cvcl_685) $cvcl_707) $cvcl_690) $cvcl_691) $cvcl_692) $cvcl_693) $cvcl_694) (and (and (and (and (and (and (and (and (and (= x_111 1) (or (or (and (and (and (and (and (= x_113 0) $cvcl_686) $cvcl_702) $cvcl_688) $cvcl_684) $cvcl_685) (and (and (and (and (and (= x_113 1) $cvcl_686) $cvcl_701) $cvcl_687) $cvcl_689) $cvcl_684) ) (and (and (and (and (= x_113 2) (not $cvcl_686)) (if_then_else (or $cvcl_704 $cvcl_703 ) (or $cvcl_687 $cvcl_688 ) (= x_103 x_92))) (= x_109 (+ x_95 1))) (= x_108 (ite $cvcl_688 1 0))) )) $cvcl_709) (if_then_else $cvcl_648 (and (<= (+ x_93 (- 1 x_84)) x_110) (<= x_110 (+ (+ x_93 x_84) 1))) (if_then_else $cvcl_689 (and (<= (+ x_93 (* (- 1 x_84) 23)) x_110) (<= x_110 (+ x_93 (* (+ x_84 1) 23)))) (and (<= (+ x_93 (* (- 1 x_84) 16)) x_110) (<= x_110 (+ x_93 (* (+ x_84 1) 16))))))) $cvcl_705) $cvcl_690) $cvcl_691) $cvcl_692) $cvcl_693) $cvcl_694) ) (and (and (and (and (and (and (and (and (= x_111 2) (or (and (and (and (and (= x_114 0) $cvcl_695) $cvcl_696) (= x_104 (+ x_93 x_86))) x_27) (and (and (and (and (= x_114 1) $cvcl_695) x_25) (= x_104 (+ x_93 (- 16 x_86)))) $cvcl_658) )) (or (and (and (and (= x_115 0) $cvcl_698) (or (= x_105 0) $cvcl_700 )) $cvcl_697) (and (and (= 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$cvcl_33))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))) )