mirror of
https://github.com/c-cube/sidekick.git
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115 lines
41 KiB
Text
115 lines
41 KiB
Text
(set-info :smt-lib-version 2.6)
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(set-logic QF_UFLRA)
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(set-info :source |
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MathSat group
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(set-info :category "random")
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(set-info :status unsat)
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(declare-fun x0 () Real)
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(declare-fun x1 () Real)
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(declare-fun x2 () Real)
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(declare-fun x3 () Real)
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(declare-fun x4 () Real)
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(declare-fun x5 () Real)
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(declare-fun x6 () Real)
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(declare-fun x7 () Real)
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(declare-fun x8 () Real)
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(declare-fun x9 () Real)
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(declare-fun x10 () Real)
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(declare-fun x11 () Real)
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(declare-fun x12 () Real)
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(declare-fun x13 () Real)
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(declare-fun x14 () Real)
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(declare-fun x15 () Real)
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(declare-fun x16 () Real)
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(declare-fun x17 () Real)
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(declare-fun x18 () Real)
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(declare-fun x19 () Real)
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(declare-fun x20 () Real)
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(declare-fun x21 () Real)
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(declare-fun x22 () Real)
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(declare-fun x23 () Real)
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(declare-fun x24 () Real)
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(declare-fun x25 () Real)
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(declare-fun x26 () Real)
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(declare-fun x27 () Real)
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(declare-fun x28 () Real)
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(declare-fun x29 () Real)
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(declare-fun x30 () Real)
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(declare-fun x31 () Real)
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(declare-fun x32 () Real)
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(declare-fun x33 () Real)
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(declare-fun x34 () Real)
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(declare-fun x35 () Real)
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(declare-fun x36 () Real)
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(declare-fun x37 () Real)
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(declare-fun x38 () Real)
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(declare-fun x39 () Real)
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(declare-fun x40 () Real)
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(declare-fun x41 () Real)
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(declare-fun x42 () Real)
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(declare-fun x43 () Real)
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(declare-fun x44 () Real)
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(declare-fun x45 () Real)
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(declare-fun x46 () Real)
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(declare-fun x47 () Real)
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(declare-fun x48 () Real)
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(declare-fun x49 () Real)
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(declare-fun f0_1 (Real) Real)
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(declare-fun f0_2 (Real Real) Real)
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(declare-fun f0_3 (Real Real Real) Real)
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(declare-fun f0_4 (Real Real Real Real) Real)
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(declare-fun P0 () Bool)
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(declare-fun P1 () Bool)
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(declare-fun P2 () Bool)
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(declare-fun P3 () Bool)
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(declare-fun P4 () Bool)
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(declare-fun P5 () Bool)
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(declare-fun P6 () Bool)
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(declare-fun P7 () Bool)
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(declare-fun P8 () Bool)
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(declare-fun P9 () Bool)
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(declare-fun P10 () Bool)
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(declare-fun P11 () Bool)
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(declare-fun P12 () Bool)
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(declare-fun P13 () Bool)
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(declare-fun P14 () Bool)
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(declare-fun P15 () Bool)
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(declare-fun P16 () Bool)
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(declare-fun P17 () Bool)
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(declare-fun P18 () Bool)
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(declare-fun P19 () Bool)
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(declare-fun P20 () Bool)
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(declare-fun P21 () Bool)
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(declare-fun P22 () Bool)
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(declare-fun P23 () Bool)
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(declare-fun P24 () Bool)
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(declare-fun P25 () Bool)
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(declare-fun P26 () Bool)
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(declare-fun P27 () Bool)
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(declare-fun P28 () Bool)
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(declare-fun P29 () Bool)
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(declare-fun P30 () Bool)
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(declare-fun P31 () Bool)
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(declare-fun P32 () Bool)
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(declare-fun P33 () Bool)
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(declare-fun P34 () Bool)
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(declare-fun P35 () Bool)
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(declare-fun P36 () Bool)
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(declare-fun P37 () Bool)
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(declare-fun P38 () Bool)
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(declare-fun P39 () Bool)
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(declare-fun P40 () Bool)
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(declare-fun P41 () Bool)
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(declare-fun P42 () Bool)
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(declare-fun P43 () Bool)
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(declare-fun P44 () Bool)
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(declare-fun P45 () Bool)
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(declare-fun P46 () Bool)
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(declare-fun P47 () Bool)
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(declare-fun P48 () Bool)
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(declare-fun P49 () Bool)
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(assert (let ((?v_39 (* 21 x20)) (?v_28 (* 3 x10))) (let ((?v_152 (< (- (- (* 19 x27) (* 23 x32)) ?v_28) 28)) (?v_113 (* 11 x23)) (?v_128 (= (- (+ (* 18 x23) (* 16 x33)) (* 13 x7)) 26)) (?v_112 (* 19 x16)) (?v_12 (* 5 x14)) (?v_105 (* 17 x47))) (let ((?v_253 (< (- (+ (* 25 x41) (* 14 x33)) ?v_12) 23)) (?v_103 (< (- (+ (* 6 x15) (* 12 x42)) (* 25 x1)) 4)) (?v_46 (<= (- (+ (* 17 x9) (* 4 x16)) (* 26 x47)) 12)) (?v_70 (< (- (+ (* 15 x33) (* 3 x4)) (* 19 x22)) 9)) (?v_30 (distinct x27 (f0_2 x2 x12))) (?v_189 (distinct x40 (f0_1 x11))) (?v_120 (distinct x34 (f0_2 x42 x38))) (?v_1 (f0_1 x38))) (let ((?v_195 (= ?v_1 x27)) (?v_101 (distinct (f0_2 x20 x0) x7)) (?v_119 (distinct x32 (f0_1 x0))) (?v_76 (= (f0_2 x27 x17) (f0_1 x22))) (?v_14 (f0_1 x31))) (let ((?v_56 (= (f0_2 x13 x23) ?v_14)) (?v_171 (= x1 (f0_2 x36 x10))) (?v_159 (= x49 x34)) (?v_169 (distinct x47 (f0_1 x30))) (?v_75 (= (f0_2 x28 x15) x13)) (?v_142 (f0_1 x17))) (let ((?v_127 (distinct ?v_142 (f0_2 x39 x39))) (?v_121 (f0_1 x20))) (let ((?v_151 (distinct (f0_2 x22 x36) ?v_121)) (?v_2 (f0_1 x13))) (let ((?v_18 (distinct (f0_2 x16 x2) ?v_2)) (?v_83 (= (f0_2 x39 x30) (f0_2 x37 x0))) (?v_240 (= (f0_2 x10 x12) (f0_2 x24 x38))) (?v_107 (= (f0_1 x29) (f0_2 x32 x48))) (?v_164 (= ?v_142 x47)) (?v_246 (= (f0_1 x24) x27)) (?v_71 (distinct (f0_2 x5 x31) (f0_2 x42 x5))) (?v_47 (f0_1 x26))) (let ((?v_64 (distinct ?v_47 (f0_2 x3 x37))) (?v_59 (= x35 ?v_1)) (?v_62 (= x9 x13)) (?v_122 (= (f0_2 x9 x44) x6)) (?v_49 (distinct x26 (f0_1 x41))) (?v_172 (distinct (f0_1 x28) x48)) (?v_146 (distinct x40 (f0_1 x47))) (?v_4 (distinct ?v_2 x11)) (?v_78 (= (f0_2 x36 x42) x48)) (?v_235 (= (f0_2 x8 x43) (f0_2 x46 x36))) (?v_111 (distinct x1 (f0_1 x48))) (?v_89 (= ?v_121 ?v_2)) (?v_168 (distinct ?v_14 (f0_1 x19))) (?v_7 (distinct (f0_2 x2 x42) x28)) (?v_133 (= (f0_2 x23 x28) x22)) (?v_24 (= x39 x49)) (?v_88 (distinct x25 x9)) (?v_45 (= x44 (f0_2 x34 x23))) (?v_79 (distinct ?v_47 (f0_2 x36 x12))) (?v_124 (distinct (f0_2 x32 x8) (f0_1 x36))) (?v_6 (distinct (f0_1 x32) (f0_1 x10))) (?v_140 (= (f0_2 x42 x13) (f0_2 x44 x12))) (?v_0 (distinct (f0_1 x3) ?v_1)) (?v_110 (= (f0_2 x27 x46) (f0_2 x37 x39))) (?v_158 (= x4 (f0_2 x15 x5))) (?v_69 (= x11 x30)) (?v_3 (= x39 (f0_1 x21))) (?v_132 (= (f0_2 x6 x2) (f0_2 x39 x6))) (?v_203 (= (f0_2 x38 x35) x32))) (let ((?v_61 (not ?v_0)) (?v_23 (not P26)) (?v_52 (not P10)) (?v_205 (not ?v_240)) (?v_36 (not ?v_3)) (?v_43 (not ?v_4)) (?v_131 (not P48)) (?v_139 (not ?v_128)) (?v_126 (not ?v_6)) (?v_72 (not P42)) (?v_225 (not ?v_7)) (?v_8 (not ?v_111)) (?v_11 (not P21)) (?v_207 (not ?v_159)) (?v_27 (not P37)) (?v_21 (not ?v_132)) (?v_38 (not P4)) (?v_26 (not ?v_253)) (?v_22 (not ?v_168)) (?v_53 (not ?v_46)) (?v_54 (not ?v_18)) (?v_147 (not ?v_195)) (?v_44 (not ?v_30)) (?v_91 (not ?v_171)) (?v_51 (not P18)) (?v_50 (not P47)) (?v_63 (not P36)) (?v_175 (not P8)) (?v_247 (not ?v_78)) (?v_48 (not P9)) (?v_157 (not P2)) (?v_182 (not P43)) (?v_104 (not ?v_103)) (?v_94 (not P19)) (?v_85 (not ?v_146)) (?v_93 (not ?v_45)) (?v_116 (not P39)) (?v_228 (not P13)) (?v_117 (not ?v_49)) (?v_81 (not P24)) (?v_173 (not ?v_70)) (?v_58 (not P31)) (?v_67 (not ?v_56)) (?v_255 (not ?v_172)) (?v_73 (not ?v_59)) (?v_87 (not ?v_62)) (?v_129 (not P1)) (?v_99 (not ?v_64)) (?v_95 (not ?v_24)) (?v_86 (not P34)) (?v_138 (not ?v_69)) (?v_230 (not ?v_71)) (?v_212 (not P29)) (?v_222 (not P27)) (?v_256 (not P38)) (?v_191 (not ?v_83)) (?v_137 (not P46)) (?v_249 (not P33)) (?v_102 (not ?v_203)) (?v_179 (not P17)) (?v_214 (not P6)) (?v_155 (not P40)) (?v_196 (not ?v_140)) (?v_180 (not ?v_89)) (?v_236 (not P49)) (?v_201 (not P44)) (?v_202 (not P7)) (?v_130 (not ?v_101)) (?v_144 (not ?v_124)) (?v_219 (not ?v_119)) (?v_174 (not P22)) (?v_226 (not ?v_107)) (?v_141 (not ?v_110)) (?v_149 (not P0)) (?v_125 (not P20)) (?v_244 (not ?v_151)) (?v_160 (not ?v_122)) (?v_135 (not P11)) (?v_197 (not ?v_127)) (?v_213 (not P25)) (?v_162 (not ?v_133)) (?v_170 (not P35)) (?v_206 (not P30)) (?v_223 (not P5)) (?v_233 (not ?v_152)) (?v_161 (not P15)) (?v_224 (not ?v_158)) (?v_220 (not P12)) (?v_188 (not P3)) (?v_209 (not ?v_120)) (?v_198 (not ?v_164)) (?v_192 (not ?v_169)) (?v_193 (not P23)) (?v_218 (not P14)) (?v_199 (not P32)) (?v_251 (not P16)) (?v_217 (not P28)) (?v_227 (not ?v_75)) (?v_221 (not ?v_189)) (?v_242 (not P45)) (?v_258 (not P41)) (?v_239 (not ?v_76)) (?v_254 (not ?v_88)) (?v_262 (or P15 ?v_146)) (?v_250 (not ?v_79)) (?v_260 (not ?v_235)) (?v_259 (not ?v_246))) (let ((?v_263 (or ?v_18 ?v_179)) (?v_9 (< (- (- 0 (* 26 x32)) 0) 25)) (?v_35 (<= (- (- x16 (* 18 x11)) (* 12 x19)) 24))) (let ((?v_10 (not ?v_35)) (?v_29 (= (- (* 6 x23) (* 16 x31)) 28))) (let ((?v_15 (not ?v_29)) (?v_25 (<= (- (* 16 x24) (* 21 x49)) 6))) (let ((?v_60 (not ?v_25)) (?v_17 (<= (- (* 24 x4) (* 16 x48)) 29)) (?v_115 (<= (+ (* 15 x32) (* 26 x29)) 16))) (let ((?v_176 (not ?v_115)) (?v_177 (< (+ (* 24 x21) (* 25 x19) (* 2 x16)) 3)) (?v_215 (not ?v_9)) (?v_109 (<= (- ?v_105 ?v_105) 9))) (let ((?v_186 (not ?v_109)) (?v_134 (< (- ?v_112 ?v_113) 3)) (?v_248 (not ?v_17)) (?v_153 (< (+ (- x9 0) (* 27 x48)) 4))) (let ((?v_216 (not ?v_153)) (?v_211 (not ?v_134)) (?v_234 (not ?v_177)) (?v_96 (= (- (+ (* 21 x17) (* 22 x1)) (* 7 x45)) (- 25)))) (let ((?v_55 (not ?v_96)) (?v_5 (<= (- (+ (* 25 x25) (* 21 x5)) 0) (- 13)))) (let ((?v_32 (not ?v_5)) (?v_20 (< (+ (* 5 x44) (* 4 x8) (* 17 x2)) (- 8))) (?v_13 (< (+ (- (* (- 14) x12) (* 6 x41)) ?v_113) (- 24)))) (let ((?v_57 (not ?v_13)) (?v_194 (<= (+ (- (* 24 x34) ?v_39) (* 19 x7)) (- 13)))) (let ((?v_90 (not ?v_194)) (?v_181 (<= (+ (* (- 18) x36) (* 16 x30) (* 8 x4)) (- 9)))) (let ((?v_166 (not ?v_181)) (?v_34 (<= (- (+ ?v_12 (* 20 x28)) (* 22 x17)) (- 17)))) (let ((?v_40 (not ?v_34)) (?v_19 (< (- (- (* (- 3) x9) x32) (* 5 x13)) (- 9))) (?v_16 (< (- (- (* (- 20) x17) (* 8 x43)) (* 19 x10)) (- 25))) (?v_68 (< (- (- (* (- 12) x9) (* 10 x47)) (* 4 x3)) (- 20))) (?v_114 (= (+ (* 16 x22) (* 22 x48) (* 6 x17)) (- 22)))) (let ((?v_80 (not ?v_114)) (?v_210 (< (+ (- (* (- 15) x26) (* 16 x42)) (* 12 x11)) (- 6)))) (let ((?v_243 (not ?v_210)) (?v_65 (< (- (+ (* 12 x28) (* 2 x37)) (* 23 x49)) (- 26)))) (let ((?v_33 (not ?v_65)) (?v_82 (<= (- (- ?v_28 (* 3 x8)) (* 19 x35)) (- 23)))) (let ((?v_136 (not ?v_82)) (?v_92 (not ?v_16)) (?v_77 (= (- (- (* (- 20) x40) (* 27 x33)) (* 26 x48)) 18))) (let ((?v_31 (not ?v_77)) (?v_154 (not ?v_20)) (?v_106 (< (- (- (* 12 x39) (* 11 x45)) (* 14 x47)) (- 2)))) (let ((?v_178 (not ?v_106)) (?v_42 (< (- (+ (* (- 15) x37) ?v_112) (* 15 x10)) (- 6))) (?v_41 (<= (+ (- (* (- 5) x36) (* 5 x35)) (* 17 x32)) 21))) (let ((?v_190 (not ?v_41)) (?v_37 (<= (- (+ (* (- 27) x1) (* 2 x19)) (* 12 x13)) 0))) (let ((?v_74 (not ?v_37)) (?v_123 (<= (- (+ (* (- 12) x39) (* 9 x9)) (* 23 x45)) (- 22))) (?v_163 (= (- (+ ?v_39 (* 11 x8)) (* 12 x45)) (- 1))) (?v_150 (not ?v_42)) (?v_66 (distinct (- (+ (* (- 9) x3) (* 25 x37)) (* 7 x13)) 26)) (?v_108 (< (* 18 x3) (- 22))) (?v_84 (= (- (+ (* (- 3) x6) (* 15 x25)) (* 12 x14)) (- 6))) (?v_145 (<= (- (- (* 23 x16) (* 17 x15)) (* 4 x23)) (- 8))) (?v_184 (<= (+ (* (- 26) x3) (* 3 x42) (* 22 x29)) 0))) (let ((?v_97 (not ?v_184)) (?v_231 (not ?v_68)) (?v_98 (< (+ (- (* (- 20) x22) (* 5 x42)) (* 25 x32)) 12)) (?v_100 (<= (- (- (* (- 16) x41) (* 11 x34)) (* 8 x41)) (- 3)))) (let ((?v_118 (not ?v_98)) (?v_245 (not ?v_66)) (?v_165 (< (- (- 0 (* 12 x3)) x38) (- 25))) (?v_156 (< (+ (* (- 3) x5) (* 19 x17) (* 25 x46)) 22)) (?v_183 (not ?v_19)) (?v_167 (<= (+ (- (* (- 9) x25) (* 10 x30)) (* 3 x14)) 17))) (let ((?v_185 (not ?v_167)) (?v_143 (< (+ (- (* (- 4) x15) (* 19 x13)) (* 10 x48)) 14))) (let ((?v_148 (not ?v_143)) (?v_200 (not ?v_145)) (?v_229 (not ?v_84)) (?v_238 (not ?v_156)) (?v_204 (not ?v_123)) (?v_187 (<= (- (- (* 3 x23) (* 20 x39)) (* 7 x33)) (- 23))) (?v_252 (not ?v_108)) (?v_232 (<= (- (+ (* 2 x29) (* 8 x7)) (* 25 x31)) (- 18)))) (let ((?v_208 (not ?v_232)) (?v_241 (not ?v_100)) (?v_237 (not ?v_187)) (?v_261 (not ?v_165)) (?v_257 (not ?v_163))) (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and (and 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?v_183)) (or (or ?v_144 P21) P34)) (or (or ?v_114 ?v_243) ?v_25)) (or (or ?v_27 ?v_248) ?v_92)) (or (or ?v_129 ?v_165) ?v_40)) (or (or ?v_139 ?v_198) ?v_141)) (or (or ?v_95 ?v_222) P17)) (or (or ?v_8 ?v_67) ?v_228)) (or (or ?v_90 P20) ?v_69)) (or (or ?v_51 ?v_7) ?v_171)) (or (or ?v_203 ?v_86) ?v_254)) (or (or P5 ?v_129) ?v_5)) (or (or ?v_218 ?v_27) ?v_122)) (or (or ?v_194 ?v_147) ?v_137)) (or (or ?v_88 P15) ?v_65)) (or (or ?v_65 ?v_238) ?v_244)) (or (or ?v_58 ?v_26) ?v_158)) (or (or ?v_220 ?v_241) ?v_222)) (or (or ?v_17 ?v_48) ?v_167)) (or (or ?v_90 P45) P7)) (or (or ?v_175 ?v_134) ?v_256)) (or (or ?v_165 ?v_226) ?v_179)) (or (or P6 ?v_110) ?v_165)) (or (or ?v_63 ?v_138) ?v_169)) (or (or ?v_99 ?v_178) ?v_67)) (or (or ?v_248 ?v_240) ?v_58)) (or (or ?v_213 ?v_125) P23)) (or (or P44 ?v_104) ?v_119)) (or (or ?v_111 ?v_132) ?v_93)) (or (or ?v_18 ?v_66) ?v_103)) (or (or ?v_210 ?v_179) ?v_213)) (or (or ?v_159 ?v_109) ?v_153)) (or (or ?v_235 ?v_184) ?v_110)) (or (or ?v_81 ?v_240) ?v_25)) (or (or ?v_220 ?v_237) ?v_122)) (or (or ?v_148 ?v_245) ?v_130)) (or (or ?v_130 ?v_143) ?v_106)) (or (or ?v_114 ?v_86) ?v_190)) (or (or ?v_156 ?v_209) P17)) (or (or ?v_177 ?v_191) ?v_73)) (or (or ?v_162 ?v_234) ?v_203)) (or (or ?v_134 ?v_242) ?v_18)) (or (or ?v_195 ?v_54) ?v_174)) (or (or ?v_169 ?v_134) ?v_129)) (or (or ?v_164 ?v_190) ?v_245)) (or (or ?v_128 ?v_135) ?v_236)) (or (or ?v_147 ?v_135) ?v_122)) (or (or ?v_155 ?v_7) P38)) (or (or ?v_245 ?v_75) ?v_197)) (or (or ?v_72 ?v_93) ?v_201)) (or (or ?v_254 ?v_188) ?v_214)) (or (or ?v_234 ?v_35) ?v_23)) (or (or ?v_43 ?v_22) ?v_239)) (or (or ?v_204 ?v_184) ?v_33)) (or (or P30 P16) ?v_94)) (or (or ?v_196 ?v_30) ?v_183)) (or (or ?v_27 ?v_50) ?v_104)) (or (or ?v_204 ?v_46) ?v_231)) (or (or ?v_174 ?v_179) ?v_230)) (or (or P11 P29) ?v_214)) (or (or ?v_58 ?v_69) ?v_247)) (or (or ?v_124 ?v_75) ?v_117)) (or (or ?v_145 ?v_108) ?v_85)) (or (or P37 ?v_3) ?v_146)) (or (or ?v_19 ?v_260) ?v_20)) (or (or ?v_27 ?v_203) ?v_170)) (or (or ?v_88 ?v_144) ?v_247)) (or (or ?v_91 P34) ?v_207)) (or (or ?v_191 ?v_66) ?v_158)) (or (or ?v_107 ?v_98) ?v_130)) (or (or ?v_90 ?v_140) ?v_212)) (or (or ?v_48 ?v_92) ?v_20)) (or (or P31 ?v_144) ?v_24)) (or (or P31 ?v_10) P41)) (or (or P39 ?v_257) P14)) (or (or ?v_188 ?v_219) ?v_66)) (or (or P14 ?v_252) P9)) (or (or ?v_196 ?v_159) ?v_138)) (or (or ?v_169 ?v_90) ?v_183)) (or (or ?v_212 ?v_243) ?v_146)) (or (or ?v_82 ?v_171) ?v_180)) (or (or ?v_145 ?v_49) ?v_93)) (or (or ?v_51 P46) ?v_159)) (or (or ?v_104 ?v_220) ?v_143)) (or (or ?v_180 ?v_73) ?v_219)) (or (or ?v_183 ?v_165) P24)) (or (or ?v_124 ?v_248) ?v_78)) (or (or ?v_206 ?v_218) ?v_186)) (or (or ?v_224 ?v_203) ?v_214)) (or (or ?v_239 ?v_136) ?v_56)) (or (or ?v_133 ?v_89) P19)) (or (or ?v_44 ?v_212) ?v_218)) (or (or ?v_94 ?v_17) ?v_150)) (or (or ?v_89 ?v_212) P18)) (or (or ?v_167 P15) P28)) (or (or ?v_211 P9) ?v_130)) (or (or ?v_24 ?v_250) ?v_80)) (or (or ?v_236 ?v_208) ?v_191)) (or (or ?v_222 ?v_203) ?v_228)))))))))))))))))))))))))))))))))))))))
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(check-sat)
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(exit)
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