(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)) :extrapreds ((x_16)) :extrafuns ((x_17 Real)) :extrapreds ((x_18)) :extrafuns ((x_19 Real)) :extrapreds ((x_20)) :extrafuns ((x_21 Real)) :extrapreds ((x_22)) :extrafuns ((x_23 Real)) :extrapreds ((x_24)) :extrafuns ((x_25 Real)) :extrapreds ((x_26)) :extrafuns ((x_27 Real)) :extrapreds ((x_28)) :extrafuns ((x_29 Real)) :extrapreds ((x_30)) :extrafuns ((x_31 Real)) :extrapreds ((x_32)) :extrafuns ((x_33 Real)) :extrapreds ((x_34)) :extrafuns ((x_35 Real)) :extrapreds ((x_36)) :extrafuns ((x_37 Real)) :extrapreds ((x_38)) :extrafuns ((x_39 Real)) :extrapreds ((x_40)) :extrafuns ((x_41 Real)) :extrapreds ((x_42)) :extrafuns ((x_43 Real)) :extrapreds ((x_44)) :extrafuns ((x_45 Real)) :extrapreds ((x_46)) :extrafuns ((x_47 Real)) :extrapreds ((x_48)) :extrafuns ((x_49 Real)) :extrafuns ((x_50 Real)) :extrafuns ((x_51 Real)) :extrafuns ((x_52 Real)) :extrafuns ((x_53 Real)) :extrafuns ((x_54 Real)) :extrafuns ((x_55 Real)) :extrafuns ((x_56 Real)) :extrafuns ((x_57 Real)) :extrafuns ((x_58 Real)) :extrafuns ((x_59 Real)) :extrafuns ((x_60 Real)) :extrafuns ((x_61 Real)) :extrafuns ((x_62 Real)) :extrafuns ((x_63 Real)) :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)) :extrafuns ((x_116 Real)) :extrafuns ((x_117 Real)) :extrafuns ((x_118 Real)) :extrafuns ((x_119 Real)) :extrafuns ((x_120 Real)) :extrafuns ((x_121 Real)) :extrafuns ((x_122 Real)) :extrafuns ((x_123 Real)) :extrafuns ((x_124 Real)) :extrafuns ((x_125 Real)) :extrafuns ((x_126 Real)) :extrafuns ((x_127 Real)) :extrafuns ((x_128 Real)) :extrafuns ((x_129 Real)) :extrafuns ((x_130 Real)) :extrafuns ((x_131 Real)) :extrafuns ((x_132 Real)) :extrafuns ((x_133 Real)) :extrafuns ((x_134 Real)) :extrafuns ((x_135 Real)) :extrafuns ((x_136 Real)) :extrafuns ((x_137 Real)) :extrafuns ((x_138 Real)) :extrafuns ((x_139 Real)) :extrafuns ((x_140 Real)) :extrafuns ((x_141 Real)) :extrafuns ((x_142 Real)) :extrafuns ((x_143 Real)) :extrafuns ((x_144 Real)) :extrafuns ((x_145 Real)) :extrafuns ((x_146 Real)) :extrafuns ((x_147 Real)) :extrafuns ((x_148 Real)) :extrafuns ((x_149 Real)) :extrafuns ((x_150 Real)) :extrafuns ((x_151 Real)) :extrafuns ((x_152 Real)) :extrafuns ((x_153 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:extrafuns ((x_192 Real)) :extrafuns ((x_193 Real)) :extrafuns ((x_194 Real)) :extrafuns ((x_195 Real)) :extrafuns ((x_196 Real)) :extrafuns ((x_197 Real)) :extrafuns ((x_198 Real)) :extrafuns ((x_199 Real)) :extrafuns ((x_200 Real)) :extrafuns ((x_201 Real)) :extrafuns ((x_202 Real)) :extrafuns ((x_203 Real)) :extrafuns ((x_204 Real)) :extrafuns ((x_205 Real)) :extrafuns ((x_206 Real)) :extrafuns ((x_207 Real)) :extrafuns ((x_208 Real)) :extrafuns ((x_209 Real)) :extrafuns ((x_210 Real)) :extrafuns ((x_211 Real)) :extrafuns ((x_212 Real)) :extrafuns ((x_213 Real)) :extrafuns ((x_214 Real)) :extrafuns ((x_215 Real)) :extrafuns ((x_216 Real)) :extrafuns ((x_217 Real)) :extrafuns ((x_218 Real)) :extrafuns ((x_219 Real)) :extrafuns ((x_220 Real)) :extrafuns ((x_221 Real)) :extrafuns ((x_222 Real)) :extrafuns ((x_223 Real)) :extrafuns ((x_224 Real)) :extrafuns ((x_225 Real)) :extrafuns ((x_226 Real)) :extrafuns ((x_227 Real)) :extrafuns ((x_228 Real)) :extrafuns ((x_229 Real)) :extrafuns 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$cvcl_124) (and (and (and (and (= x_241 1) $cvcl_126) $cvcl_129) $cvcl_96) (= x_43 0)) ) (and (and (and (and (= x_241 2) $cvcl_126) (< x_41 9)) (= x_231 (ite (or $cvcl_130 (= x_41 8) ) (ite $cvcl_131 3 x_217) (ite $cvcl_132 2 x_217)))) (= x_43 (+ x_41 1))) ) (and (and (and (= x_241 3) x_40) (= x_231 (ite $cvcl_133 1 (ite $cvcl_134 0 x_217)))) $cvcl_123) )) $cvcl_135) $cvcl_114) $cvcl_136) $cvcl_115) $cvcl_137) )) (or (or (or (or (and (and $cvcl_140 (or (or $cvcl_148 $cvcl_149 ) $cvcl_151 )) $cvcl_102) (and (and $cvcl_140 (or (and $cvcl_141 (not $cvcl_142)) (and $cvcl_143 $cvcl_144) )) $cvcl_109) ) (and (and (and (and (and $cvcl_140 $cvcl_138) $cvcl_139) $cvcl_145) $cvcl_142) $cvcl_146) ) (and $cvcl_147 $cvcl_109) ) (and (and $cvcl_184 (or (or (and $cvcl_148 $cvcl_150) (and $cvcl_149 $cvcl_150) ) (and $cvcl_151 $cvcl_150) )) $cvcl_109) )) (or (or (and (and (and (and (and (and (and (and (and (and (= x_222 0) (or (and (and (and (= x_223 0) (< x_204 x_207)) (<= x_207 x_201)) (= x_218 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(not $cvcl_180)) (and $cvcl_181 $cvcl_182) )) $cvcl_147) ) (and (and (and (and (and $cvcl_178 $cvcl_176) $cvcl_177) $cvcl_183) $cvcl_180) $cvcl_184) ) (and $cvcl_185 $cvcl_147) ) (and (and $cvcl_222 (or (or (and $cvcl_186 $cvcl_188) (and $cvcl_187 $cvcl_188) ) (and $cvcl_189 $cvcl_188) )) $cvcl_147) )) (or (or (and (and (and (and (and (and (and (and (and (and (= x_208 0) (or (and (and (and (= x_209 0) (< x_190 x_193)) (<= x_193 x_187)) (= x_204 x_193)) (and (and (and (= x_209 1) (< x_190 x_187)) (<= x_187 x_193)) (= x_204 x_187)) )) $cvcl_190) $cvcl_212) $cvcl_191) $cvcl_213) $cvcl_196) $cvcl_197) $cvcl_198) $cvcl_199) $cvcl_200) (and (and (and (and (and (and (and (and (and (= x_208 1) (or (or (and (and (and (and (and (= x_210 0) $cvcl_192) $cvcl_208) $cvcl_194) $cvcl_190) $cvcl_191) (and (and (and (and (and (= x_210 1) $cvcl_192) $cvcl_207) $cvcl_193) $cvcl_195) $cvcl_190) ) (and (and (and (and (= x_210 2) (not $cvcl_192)) (if_then_else (or $cvcl_210 $cvcl_209 ) (or $cvcl_193 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$cvcl_314) (and (and (and (and (and (and (and (and (and (= x_166 1) (or (or (and (and (and (and (and (= x_168 0) $cvcl_306) $cvcl_322) $cvcl_308) $cvcl_304) $cvcl_305) (and (and (and (and (and (= x_168 1) $cvcl_306) $cvcl_321) $cvcl_307) $cvcl_309) $cvcl_304) ) (and (and (and (and (= x_168 2) (not $cvcl_306)) (if_then_else (or $cvcl_324 $cvcl_323 ) (or $cvcl_307 $cvcl_308 ) (= x_158 x_147))) (= x_164 (+ x_150 1))) (= x_163 (ite $cvcl_308 1 0))) )) $cvcl_329) (if_then_else $cvcl_268 (and (<= (+ x_148 (- 1 x_69)) x_165) (<= x_165 (+ (+ x_148 x_69) 1))) (if_then_else $cvcl_309 (and (<= (+ x_148 (* (- 1 x_69) 23)) x_165) (<= x_165 (+ x_148 (* (+ x_69 1) 23)))) (and (<= (+ x_148 (* (- 1 x_69) 16)) x_165) (<= x_165 (+ x_148 (* (+ x_69 1) 16))))))) $cvcl_325) $cvcl_310) $cvcl_311) $cvcl_312) $cvcl_313) $cvcl_314) ) (and (and (and (and (and (and (and (and (= x_166 2) (or (and (and (and (and (= x_169 0) $cvcl_315) $cvcl_316) (= x_159 (+ x_148 x_71))) x_32) (and (and (and (and (= x_169 1) 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) (and (and $cvcl_374 (or (or (and $cvcl_338 $cvcl_340) (and $cvcl_339 $cvcl_340) ) (and $cvcl_341 $cvcl_340) )) $cvcl_299) )) (or (or (and (and (and (and (and (and (and (and (and (and (= x_152 0) (or (and (and (and (= x_153 0) (< x_134 x_137)) (<= x_137 x_131)) (= x_148 x_137)) (and (and (and (= x_153 1) (< x_134 x_131)) (<= x_131 x_137)) (= x_148 x_131)) )) $cvcl_342) $cvcl_364) $cvcl_343) $cvcl_365) $cvcl_348) $cvcl_349) $cvcl_350) $cvcl_351) $cvcl_352) (and (and (and (and (and (and (and (and (and (= x_152 1) (or (or (and (and (and (and (and (= x_154 0) $cvcl_344) $cvcl_360) $cvcl_346) $cvcl_342) $cvcl_343) (and (and (and (and (and (= x_154 1) $cvcl_344) $cvcl_359) $cvcl_345) $cvcl_347) $cvcl_342) ) (and (and (and (and (= x_154 2) (not $cvcl_344)) (if_then_else (or $cvcl_362 $cvcl_361 ) (or $cvcl_345 $cvcl_346 ) (= x_144 x_133))) (= x_150 (+ x_136 1))) (= x_149 (ite $cvcl_346 1 0))) )) $cvcl_367) (if_then_else $cvcl_306 (and (<= (+ x_134 (- 1 x_69)) x_151) (<= x_151 (+ (+ x_134 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(= x_157 3) x_28) (= x_147 (ite $cvcl_361 1 (ite $cvcl_362 0 x_133)))) $cvcl_351) )) $cvcl_363) $cvcl_342) $cvcl_364) $cvcl_343) $cvcl_365) )) (or (or (or (or (and (and $cvcl_368 (or (or $cvcl_376 $cvcl_377 ) $cvcl_379 )) $cvcl_330) (and (and $cvcl_368 (or (and $cvcl_369 (not $cvcl_370)) (and $cvcl_371 $cvcl_372) )) $cvcl_337) ) (and (and (and (and (and $cvcl_368 $cvcl_366) $cvcl_367) $cvcl_373) $cvcl_370) $cvcl_374) ) (and $cvcl_375 $cvcl_337) ) (and (and $cvcl_412 (or (or (and $cvcl_376 $cvcl_378) (and $cvcl_377 $cvcl_378) ) (and $cvcl_379 $cvcl_378) )) $cvcl_337) )) (or (or (and (and (and (and (and (and (and (and (and (and (= x_138 0) (or (and (and (and (= x_139 0) (< x_120 x_123)) (<= x_123 x_117)) (= x_134 x_123)) (and (and (and (= x_139 1) (< x_120 x_117)) (<= x_117 x_123)) (= x_134 x_117)) )) $cvcl_380) $cvcl_402) $cvcl_381) $cvcl_403) $cvcl_386) $cvcl_387) $cvcl_388) $cvcl_389) $cvcl_390) (and (and (and (and (and (and (and (and (and (= x_138 1) (or (or (and (and (and (and (and (= x_140 0) $cvcl_382) $cvcl_398) $cvcl_384) $cvcl_380) $cvcl_381) (and (and (and (and (and (= x_140 1) $cvcl_382) $cvcl_397) $cvcl_383) $cvcl_385) $cvcl_380) ) (and (and (and (and (= x_140 2) (not $cvcl_382)) (if_then_else (or $cvcl_400 $cvcl_399 ) (or $cvcl_383 $cvcl_384 ) (= x_130 x_119))) (= x_136 (+ x_122 1))) (= x_135 (ite $cvcl_384 1 0))) )) $cvcl_405) (if_then_else $cvcl_344 (and (<= (+ x_120 (- 1 x_69)) x_137) (<= x_137 (+ (+ x_120 x_69) 1))) (if_then_else $cvcl_385 (and (<= (+ x_120 (* (- 1 x_69) 23)) x_137) (<= x_137 (+ x_120 (* (+ x_69 1) 23)))) (and (<= (+ x_120 (* (- 1 x_69) 16)) x_137) (<= x_137 (+ x_120 (* (+ x_69 1) 16))))))) $cvcl_401) $cvcl_386) $cvcl_387) $cvcl_388) $cvcl_389) $cvcl_390) ) (and (and (and (and (and (and (and (and (= x_138 2) (or (and (and (and (and (= x_141 0) $cvcl_391) $cvcl_392) (= x_131 (+ x_120 x_71))) x_28) (and (and (and (and (= x_141 1) $cvcl_391) x_26) (= x_131 (+ x_120 (- 16 x_71)))) $cvcl_354) )) (or (and (and (and (= x_142 0) $cvcl_394) (or (= x_132 0) $cvcl_396 )) $cvcl_393) (and (and (= x_142 1) (not $cvcl_394)) $cvcl_388) )) (or (or (or (and (and (and (and (= x_143 0) $cvcl_392) $cvcl_395) $cvcl_357) $cvcl_390) (and (and (and (and (= x_143 1) $cvcl_392) $cvcl_395) $cvcl_362) (= x_29 0)) ) (and (and (and (and (= x_143 2) $cvcl_392) (< x_27 9)) (= x_133 (ite (or $cvcl_396 (= x_27 8) ) (ite $cvcl_397 3 x_119) (ite $cvcl_398 2 x_119)))) (= x_29 (+ x_27 1))) ) (and (and (and (= x_143 3) x_26) (= x_133 (ite $cvcl_399 1 (ite $cvcl_400 0 x_119)))) $cvcl_389) )) $cvcl_401) $cvcl_380) $cvcl_402) $cvcl_381) $cvcl_403) )) (or (or (or (or (and (and $cvcl_406 (or (or $cvcl_414 $cvcl_415 ) $cvcl_417 )) $cvcl_368) (and (and $cvcl_406 (or (and $cvcl_407 (not $cvcl_408)) (and $cvcl_409 $cvcl_410) )) $cvcl_375) ) (and (and (and (and (and $cvcl_406 $cvcl_404) $cvcl_405) $cvcl_411) $cvcl_408) $cvcl_412) ) (and $cvcl_413 $cvcl_375) ) (and (and $cvcl_450 (or (or (and $cvcl_414 $cvcl_416) (and $cvcl_415 $cvcl_416) ) (and $cvcl_417 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