updated SMT certificates and added one test
authorblanchet
Sun Oct 01 15:17:43 2017 +0200 (21 months ago)
changeset 66740ece9435ca78e
parent 66739 1e5c7599aa5b
child 66741 c90fb8bee1dd
child 66742 b3422f78270e
updated SMT certificates and added one test
src/HOL/SMT_Examples/Boogie.thy
src/HOL/SMT_Examples/Boogie_Dijkstra.certs
src/HOL/SMT_Examples/SMT_Examples.certs
src/HOL/SMT_Examples/SMT_Examples.thy
     1.1 --- a/src/HOL/SMT_Examples/Boogie.thy	Sun Oct 01 15:17:31 2017 +0200
     1.2 +++ b/src/HOL/SMT_Examples/Boogie.thy	Sun Oct 01 15:17:43 2017 +0200
     1.3 @@ -52,7 +52,7 @@
     1.4  section \<open>Verification condition proofs\<close>
     1.5  
     1.6  declare [[smt_oracle = false]]
     1.7 -declare [[smt_read_only_certificates = true]]
     1.8 +declare [[smt_read_only_certificates = false]] (* FIXME *)
     1.9  
    1.10  
    1.11  declare [[smt_certificates = "Boogie_Max.certs"]]
     2.1 --- a/src/HOL/SMT_Examples/Boogie_Dijkstra.certs	Sun Oct 01 15:17:31 2017 +0200
     2.2 +++ b/src/HOL/SMT_Examples/Boogie_Dijkstra.certs	Sun Oct 01 15:17:43 2017 +0200
     2.3 @@ -3014,3 +3014,8964 @@
     2.4  (let ((@x7245 (mp ((_ quant-inst ?v1!18) (or $x3700 (or $x2791 $x6615))) (rewrite (= (or $x3700 (or $x2791 $x6615)) (or $x3700 $x2791 $x6615))) (or $x3700 $x2791 $x6615))))
     2.5  (unit-resolution (lemma (unit-resolution @x7245 @x7618 @x7608 @x8908 false) (or $x2806 $x1896)) @x8073 (unit-resolution @x8072 (lemma @x8164 $x3737) $x2811) false))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))
     2.6  
     2.7 +ad24f408c8d068cc8218aa0fd750dfcacc455689 2983 0
     2.8 +unsat
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    2.11 +(declare-fun ?v0!19 () B_Vertex$)
    2.12 +(declare-fun ?v1!18 () B_Vertex$)
    2.13 +(declare-fun ?v0!17 () B_Vertex$)
    2.14 +(declare-fun ?v1!16 () B_Vertex$)
    2.15 +(declare-fun ?v0!15 () B_Vertex$)
    2.16 +(declare-fun ?v0!14 () B_Vertex$)
    2.17 +(declare-fun ?v0!13 () B_Vertex$)
    2.18 +(declare-fun ?v0!12 () B_Vertex$)
    2.19 +(declare-fun ?v0!11 () B_Vertex$)
    2.20 +(declare-fun ?v1!10 () B_Vertex$)
    2.21 +(declare-fun ?v1!9 (B_Vertex$) B_Vertex$)
    2.22 +(declare-fun ?v0!8 () B_Vertex$)
    2.23 +(declare-fun ?v1!7 (B_Vertex$) B_Vertex$)
    2.24 +(declare-fun ?v1!6 (B_Vertex$) B_Vertex$)
    2.25 +(declare-fun ?v0!5 () B_Vertex$)
    2.26 +(declare-fun ?v0!4 () B_Vertex$)
    2.27 +(declare-fun ?v1!3 () B_Vertex$)
    2.28 +(declare-fun ?v0!2 () B_Vertex$)
    2.29 +(declare-fun ?v1!1 () B_Vertex$)
    2.30 +(declare-fun ?v0!0 () B_Vertex$)
    2.31 +(proof
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    2.39 +(let (($x2237 (= (+ ?x268 ?x1907 (b_G$ (pair$ ?v1 ?v0!20))) 0)))
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    2.42 +(or (>= (+ ?x268 ?x1907) 0) $x295 (not $x2237)))))))) :pattern ( (v_b_SP_G_2$ ?v1) ) :pattern ( (fun_app$ v_b_Visited_G_2$ ?v1) ) :pattern ( (pair$ ?v1 ?v0!20) ) :qid k!38))
    2.43 +))
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    2.81 +))
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    2.93 +(let (($x3698 (forall ((?v0 B_Vertex$) )(! (let ((?x268 (v_b_SP_G_2$ ?v0)))
    2.94 +(>= ?x268 0)) :pattern ( (v_b_SP_G_2$ ?v0) ) :qid k!38))
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   2.112 +(let ((?x268 (v_b_SP_G_2$ ?v0)))
   2.113 +(let (($x273 (= ?x268 ?x171)))
   2.114 +(let (($x286 (fun_app$ v_b_Visited_G_2$ ?v0)))
   2.115 +(let (($x295 (not $x286)))
   2.116 +(or $x295 $x273)))))) :pattern ( (fun_app$ v_b_Visited_G_2$ ?v0) ) :pattern ( (v_b_SP_G_2$ ?v0) ) :pattern ( (fun_app$a v_b_SP_G_1$ ?v0) ) :qid k!38))
   2.117 +))
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   2.119 +(let (($x3780 (or $x3695 $x3777)))
   2.120 +(let (($x3783 (not $x3780)))
   2.121 +(let ((?x1822 (fun_app$a v_b_SP_G_1$ ?v0!14)))
   2.122 +(let ((?x1821 (v_b_SP_G_2$ ?v0!14)))
   2.123 +(let (($x1823 (= ?x1821 ?x1822)))
   2.124 +(let (($x1824 (or (not (fun_app$ v_b_Visited_G_2$ ?v0!14)) $x1823)))
   2.125 +(let (($x1825 (not $x1824)))
   2.126 +(let (($x3786 (or $x1825 $x3783)))
   2.127 +(let (($x3789 (not $x3786)))
   2.128 +(let (($x3681 (forall ((?v0 B_Vertex$) )(! (>= (+ (fun_app$a v_b_SP_G_1$ ?v0) (* (- 1) (v_b_SP_G_2$ ?v0))) 0) :pattern ( (fun_app$a v_b_SP_G_1$ ?v0) ) :pattern ( (v_b_SP_G_2$ ?v0) ) :qid k!38))
   2.129 +))
   2.130 +(let (($x3686 (not $x3681)))
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   2.133 +(let ((?x1804 (v_b_SP_G_2$ ?v0!13)))
   2.134 +(let ((?x1805 (* (- 1) ?x1804)))
   2.135 +(let ((?x1803 (fun_app$a v_b_SP_G_1$ ?v0!13)))
   2.136 +(let ((?x1806 (+ ?x1803 ?x1805)))
   2.137 +(let (($x1807 (>= ?x1806 0)))
   2.138 +(let (($x1808 (not $x1807)))
   2.139 +(let (($x3798 (or $x1808 $x3795)))
   2.140 +(let (($x3801 (not $x3798)))
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   2.143 +(let (($x273 (= ?x268 ?x171)))
   2.144 +(let ((?x254 (fun_app$a v_b_SP_G_1$ v_b_v_G_1$)))
   2.145 +(let ((?x1168 (* (- 1) ?x254)))
   2.146 +(let (($x1170 (<= (+ ?x171 ?x1168 (* (- 1) (b_G$ (pair$ v_b_v_G_1$ ?v0)))) 0)))
   2.147 +(let (($x1164 (<= (+ b_Infinity$ (* (- 1) (b_G$ (pair$ v_b_v_G_1$ ?v0)))) 0)))
   2.148 +(let (($x2712 (or $x1164 $x1170)))
   2.149 +(let (($x2713 (not $x2712)))
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   2.812 +(let (($x267 (and (< ?x263 b_Infinity$) (< ?x265 ?x171))))
   2.813 +(or $x267 $x273)))))))) :qid k!38))
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   2.818 +(let ((?x268 (v_b_SP_G_2$ ?v0)))
   2.819 +(let (($x269 (= ?x268 ?x265)))
   2.820 +(let (($x267 (and (< ?x263 b_Infinity$) (< ?x265 (fun_app$a v_b_SP_G_1$ ?v0)))))
   2.821 +(let (($x272 (not $x267)))
   2.822 +(or $x272 $x269)))))))) :qid k!38))
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   2.824 +(let (($x615 (and $x606 $x612)))
   2.825 +(let (($x618 (and $x261 $x615)))
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   2.828 +(let (($x256 (<= ?x254 ?x171)))
   2.829 +(let (($x175 (fun_app$ v_b_Visited_G_1$ ?v0)))
   2.830 +(or $x175 $x256))))) :qid k!38))
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   2.833 +(let (($x624 (and $x255 $x621)))
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   2.836 +(let (($x805 (or (not $x630) $x798)))
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   2.839 +(let ((?x516 (+ ?x152 ?x227)))
   2.840 +(let ((?x230 (fun_app$a v_b_SP_G_3$ ?v0)))
   2.841 +(let (($x540 (<= ?x230 ?x516)))
   2.842 +(or (not (and (< ?x227 b_Infinity$) (< ?x152 b_Infinity$))) $x540)))))) :qid k!38))
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   2.850 +(let (($x519 (= ?x230 ?x516)))
   2.851 +(let (($x231 (< ?x227 ?x230)))
   2.852 +(and $x231 $x519))))))) :qid k!38))
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   2.854 +(let ((?x227 (fun_app$a v_b_SP_G_3$ ?v0)))
   2.855 +(let (($x228 (< ?x227 b_Infinity$)))
   2.856 +(let (($x123 (= ?v0 b_Source$)))
   2.857 +(let (($x128 (not $x123)))
   2.858 +(let (($x229 (and $x128 $x228)))
   2.859 +(or (not $x229) $x525))))))) :qid k!38))
   2.860 +))
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   2.862 +(let (($x585 (and $x537 $x580)))
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   2.864 +(let (($x810 (and $x592 $x805)))
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   2.867 +(let ((?x405 (+ ?x152 ?x171)))
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   2.869 +(let (($x423 (= ?x179 ?x405)))
   2.870 +(let (($x175 (fun_app$ v_b_Visited_G_1$ ?v1)))
   2.871 +(let (($x426 (and $x175 $x423)))
   2.872 +(let (($x190 (< ?x171 ?x179)))
   2.873 +(and $x190 $x426))))))))) :qid k!38))
   2.874 +))
   2.875 +(let ((?x171 (fun_app$a v_b_SP_G_1$ ?v0)))
   2.876 +(let (($x188 (< ?x171 b_Infinity$)))
   2.877 +(let (($x123 (= ?v0 b_Source$)))
   2.878 +(let (($x128 (not $x123)))
   2.879 +(let (($x189 (and $x128 $x188)))
   2.880 +(or (not $x189) $x432))))))) :qid k!38))
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   2.884 +(let ((?x405 (+ ?x152 ?x171)))
   2.885 +(let ((?x179 (fun_app$a v_b_SP_G_1$ ?v0)))
   2.886 +(let (($x408 (<= ?x179 ?x405)))
   2.887 +(or (not (and (fun_app$ v_b_Visited_G_1$ ?v1) (< ?x152 b_Infinity$))) $x408)))))) :qid k!38))
   2.888 +))
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   2.892 +(let (($x180 (<= ?x179 ?x171)))
   2.893 +(let (($x177 (fun_app$ v_b_Visited_G_1$ ?v0)))
   2.894 +(let (($x175 (fun_app$ v_b_Visited_G_1$ ?v1)))
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   2.897 +(let (($x398 (not $x178)))
   2.898 +(or $x398 $x180))))))))) :qid k!38))
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   2.901 +(let (($x460 (and $x173 $x457)))
   2.902 +(let (($x463 (and $x170 $x460)))
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   2.905 +(and (< (v_b_SP_G_0$ ?v1) (v_b_SP_G_0$ ?v0)) $x163))) :qid k!38))
   2.906 +))
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   2.909 +(let (($x160 (and $x128 (< (v_b_SP_G_0$ ?v0) b_Infinity$))))
   2.910 +(or (not $x160) $x165))))) :qid k!38))
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   2.918 +(let (($x153 (< ?x152 b_Infinity$)))
   2.919 +(let (($x133 (fun_app$ v_b_Visited_G_0$ ?v1)))
   2.920 +(let (($x154 (and $x133 $x153)))
   2.921 +(or (not $x154) $x156))))))) :qid k!38))
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   2.932 +(or $x377 $x148)))))))) :qid k!38))
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   2.947 +(let (($x1257 (>= (+ ?x268 ?x1258) 0)))
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   2.949 +(and $x1304 $x286 $x1301))))))))) :qid k!38))
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   2.956 +(let ((?x298 (v_b_SP_G_2$ ?0)))
   2.957 +(let (($x684 (= ?x298 ?x666)))
   2.958 +(let (($x286 (fun_app$ v_b_Visited_G_2$ ?v1)))
   2.959 +(let (($x687 (and $x286 $x684)))
   2.960 +(let (($x309 (< ?x268 ?x298)))
   2.961 +(and $x309 $x687))))))))) :qid k!38))
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   2.973 +(let ((?x666 (+ ?x152 ?x268)))
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   2.979 +(let ((@x1317 (trans @x1312 (rewrite (= (and $x1304 (and $x286 $x1301)) $x1313)) (= $x690 $x1313))))
   2.980 +(let (($x1293 (= (< ?x268 b_Infinity$) (not (<= (+ b_Infinity$ (* (- 1) ?x268)) 0)))))
   2.981 +(let ((@x1297 (monotonicity (rewrite $x1293) (= (and $x128 (< ?x268 b_Infinity$)) $x1295))))
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   2.983 +(let ((@x1323 (monotonicity @x1300 (quant-intro @x1317 (= $x693 $x1318)) (= $x700 (or (not $x1295) $x1318)))))
   2.984 +(let (($x1277 (>= (+ ?x152 ?x268 ?x1258) 0)))
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   2.990 +(let (($x669 (<= ?x298 ?x666)))
   2.991 +(let (($x676 (or (not (and $x286 (< ?x152 b_Infinity$))) $x669)))
   2.992 +(let ((@x920 (rewrite (= (< ?x152 b_Infinity$) $x918))))
   2.993 +(let ((@x1276 (monotonicity (monotonicity @x920 (= (and $x286 (< ?x152 b_Infinity$)) $x1271)) (= (not (and $x286 (< ?x152 b_Infinity$))) $x1274))))
   2.994 +(let ((@x1286 (quant-intro (monotonicity @x1276 (rewrite (= $x669 $x1277)) (= $x676 $x1281)) (= $x681 $x1284))))
   2.995 +(let ((@x1329 (monotonicity (monotonicity @x1286 (= (not $x681) $x1287)) (quant-intro @x1323 (= $x705 $x1324)) (= $x733 $x1327))))
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  2.1001 +(let (($x299 (<= ?x298 ?x268)))
  2.1002 +(let (($x660 (or $x659 $x299)))
  2.1003 +(let ((@x1267 (quant-intro (monotonicity (rewrite (= $x299 $x1257)) (= $x660 $x1262)) (= $x663 $x1265))))
  2.1004 +(let ((@x1335 (monotonicity (monotonicity @x1267 (= (not $x663) $x1268)) (monotonicity @x1286 @x1329 (= $x738 $x1330)) (= $x745 $x1333))))
  2.1005 +(let ((@x1253 (quant-intro (rewrite (= (<= 0 ?x268) (>= ?x268 0))) (= $x294 $x1251))))
  2.1006 +(let ((@x1341 (monotonicity (monotonicity @x1253 (= (not $x294) $x1254)) (monotonicity @x1267 @x1335 (= $x750 $x1336)) (= $x757 $x1339))))
  2.1007 +(let ((@x1347 (monotonicity (monotonicity @x1253 @x1341 (= $x762 $x1342)) (= $x769 $x1345))))
  2.1008 +(let ((@x1356 (monotonicity (monotonicity (monotonicity @x1347 (= $x774 $x1348)) (= $x781 $x1351)) (= $x786 $x1354))))
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  2.1012 +(let (($x1227 (and $x1075 (and $x253 (and $x1209 (and $x1204 (and $x261 (and $x1188 $x1194))))))))
  2.1013 +(let (($x1225 (= $x627 (and $x253 (and $x1209 (and $x1204 (and $x261 (and $x1188 $x1194))))))))
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  2.1017 +(let (($x1164 (<= (+ b_Infinity$ (* (- 1) (b_G$ (pair$ v_b_v_G_1$ ?0)))) 0)))
  2.1018 +(let (($x1174 (and (not $x1164) (not $x1170))))
  2.1019 +(let (($x1191 (or $x1174 $x273)))
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  2.1021 +(let (($x609 (or $x267 $x273)))
  2.1022 +(let ((@x1173 (rewrite (= (< (+ ?x254 (b_G$ (pair$ v_b_v_G_1$ ?0))) ?x171) (not $x1170)))))
  2.1023 +(let ((@x1167 (rewrite (= (< (b_G$ (pair$ v_b_v_G_1$ ?0)) b_Infinity$) (not $x1164)))))
  2.1024 +(let ((@x1193 (monotonicity (monotonicity @x1167 @x1173 (= $x267 $x1174)) (= $x609 $x1191))))
  2.1025 +(let (($x1180 (= (+ ?x254 (b_G$ (pair$ v_b_v_G_1$ ?0)) (* (- 1) ?x268)) 0)))
  2.1026 +(let (($x1177 (not $x1174)))
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  2.1034 +(let ((@x1190 (quant-intro (monotonicity @x1179 (rewrite (= $x269 $x1180)) (= $x603 $x1185)) (= $x606 $x1188))))
  2.1035 +(let ((@x1214 (monotonicity @x1190 (quant-intro @x1193 (= $x612 $x1194)) (= $x615 (and $x1188 $x1194)))))
  2.1036 +(let (($x175 (fun_app$ v_b_Visited_G_1$ ?0)))
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  2.1039 +(let (($x597 (or $x175 $x256)))
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  2.1041 +(let ((@x1220 (monotonicity (quant-intro @x1203 (= $x600 $x1204)) (monotonicity @x1214 (= $x618 (and $x261 (and $x1188 $x1194)))) (= $x621 (and $x1204 (and $x261 (and $x1188 $x1194)))))))
  2.1042 +(let ((@x1223 (monotonicity (rewrite (= $x255 $x1209)) @x1220 (= $x624 (and $x1209 (and $x1204 (and $x261 (and $x1188 $x1194))))))))
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  2.1048 +(let ((@x1229 (monotonicity (quant-intro @x1074 (= $x206 $x1075)) (monotonicity @x1223 $x1225) (= $x630 $x1227))))
  2.1049 +(let ((@x1237 (monotonicity (trans @x1229 (rewrite (= $x1227 $x1230)) (= $x630 $x1230)) (= (not $x630) $x1235))))
  2.1050 +(let ((@x1365 (monotonicity @x1237 (monotonicity @x1244 @x1359 (= $x798 $x1360)) (= $x805 $x1363))))
  2.1051 +(let ((?x227 (fun_app$a v_b_SP_G_3$ ?0)))
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  2.1054 +(let (($x1095 (not $x1094)))
  2.1055 +(let (($x1129 (and $x1095 $x918)))
  2.1056 +(let (($x1132 (not $x1129)))
  2.1057 +(let (($x1138 (or $x1132 $x1135)))
  2.1058 +(let ((?x516 (+ ?x152 ?x227)))
  2.1059 +(let ((?x230 (fun_app$a v_b_SP_G_3$ ?1)))
  2.1060 +(let (($x540 (<= ?x230 ?x516)))
  2.1061 +(let (($x547 (or (not (and (< ?x227 b_Infinity$) (< ?x152 b_Infinity$))) $x540)))
  2.1062 +(let ((@x1131 (monotonicity (rewrite (= (< ?x227 b_Infinity$) $x1095)) @x920 (= (and (< ?x227 b_Infinity$) (< ?x152 b_Infinity$)) $x1129))))
  2.1063 +(let ((@x1134 (monotonicity @x1131 (= (not (and (< ?x227 b_Infinity$) (< ?x152 b_Infinity$))) $x1132))))
  2.1064 +(let ((@x1143 (quant-intro (monotonicity @x1134 (rewrite (= $x540 $x1135)) (= $x547 $x1138)) (= $x552 $x1141))))
  2.1065 +(let ((@x1149 (monotonicity (monotonicity @x1143 (= (not $x552) $x1144)) (= $x568 $x1147))))
  2.1066 +(let (($x1117 (exists ((?v1 B_Vertex$) )(! (let ((?x227 (fun_app$a v_b_SP_G_3$ ?v1)))
  2.1067 +(let ((?x152 (b_G$ (pair$ ?v1 ?0))))
  2.1068 +(and (not (>= (+ ?x227 (* (- 1) (fun_app$a v_b_SP_G_3$ ?0))) 0)) (= (+ ?x152 ?x227 (* (- 1) (fun_app$a v_b_SP_G_3$ ?0))) 0)))) :qid k!38))
  2.1069 +))
  2.1070 +(let (($x1098 (and $x128 $x1095)))
  2.1071 +(let (($x1101 (not $x1098)))
  2.1072 +(let (($x1120 (or $x1101 $x1117)))
  2.1073 +(let (($x525 (exists ((?v1 B_Vertex$) )(! (let ((?x227 (fun_app$a v_b_SP_G_3$ ?v1)))
  2.1074 +(let ((?x152 (b_G$ (pair$ ?v1 ?0))))
  2.1075 +(let ((?x516 (+ ?x152 ?x227)))
  2.1076 +(let ((?x230 (fun_app$a v_b_SP_G_3$ ?0)))
  2.1077 +(let (($x519 (= ?x230 ?x516)))
  2.1078 +(let (($x231 (< ?x227 ?x230)))
  2.1079 +(and $x231 $x519))))))) :qid k!38))
  2.1080 +))
  2.1081 +(let (($x532 (or (not (and $x128 (< ?x227 b_Infinity$))) $x525)))
  2.1082 +(let (($x1114 (and (not (>= (+ ?x227 (* (- 1) ?x230)) 0)) (= (+ ?x152 ?x227 (* (- 1) ?x230)) 0))))
  2.1083 +(let (($x519 (= ?x230 ?x516)))
  2.1084 +(let (($x231 (< ?x227 ?x230)))
  2.1085 +(let (($x522 (and $x231 $x519)))
  2.1086 +(let ((@x1116 (monotonicity (rewrite (= $x231 (not (>= (+ ?x227 (* (- 1) ?x230)) 0)))) (rewrite (= $x519 (= (+ ?x152 ?x227 (* (- 1) ?x230)) 0))) (= $x522 $x1114))))
  2.1087 +(let ((@x1100 (monotonicity (rewrite (= (< ?x227 b_Infinity$) $x1095)) (= (and $x128 (< ?x227 b_Infinity$)) $x1098))))
  2.1088 +(let ((@x1122 (monotonicity (monotonicity @x1100 (= (not (and $x128 (< ?x227 b_Infinity$))) $x1101)) (quant-intro @x1116 (= $x525 $x1117)) (= $x532 $x1120))))
  2.1089 +(let ((@x1128 (monotonicity (quant-intro @x1122 (= $x537 $x1123)) (= (not $x537) $x1126))))
  2.1090 +(let ((@x1155 (monotonicity @x1128 (monotonicity @x1143 @x1149 (= $x573 $x1150)) (= $x580 $x1153))))
  2.1091 +(let ((@x1086 (rewrite (= (and $x1078 (and $x209 (and $x212 (and $x214 $x217)))) $x1084))))
  2.1092 +(let (($x488 (and $x209 (and $x212 (and $x214 $x217)))))
  2.1093 +(let (($x502 (and $x207 $x488)))
  2.1094 +(let ((@x1083 (monotonicity (monotonicity (quant-intro @x1074 (= $x206 $x1075)) (= $x207 $x1078)) (= $x502 (and $x1078 $x488)))))
  2.1095 +(let ((@x1091 (monotonicity (trans @x1083 @x1086 (= $x502 $x1084)) (= (not $x502) $x1089))))
  2.1096 +(let ((@x1161 (monotonicity @x1091 (monotonicity (quant-intro @x1122 (= $x537 $x1123)) @x1155 (= $x585 $x1156)) (= $x592 $x1159))))
  2.1097 +(let (($x1065 (= (and $x975 (and $x170 (and $x1046 (and $x1040 (and $x992 $x1032))))) $x1064)))
  2.1098 +(let (($x1062 (= $x477 (and $x975 (and $x170 (and $x1046 (and $x1040 (and $x992 $x1032))))))))
  2.1099 +(let (($x1026 (exists ((?v1 B_Vertex$) )(! (let ((?x171 (fun_app$a v_b_SP_G_1$ ?v1)))
  2.1100 +(let ((?x152 (b_G$ (pair$ ?v1 ?0))))
  2.1101 +(let (($x1007 (= (+ ?x152 ?x171 (* (- 1) (fun_app$a v_b_SP_G_1$ ?0))) 0)))
  2.1102 +(let (($x175 (fun_app$ v_b_Visited_G_1$ ?v1)))
  2.1103 +(let (($x1010 (>= (+ ?x171 (* (- 1) (fun_app$a v_b_SP_G_1$ ?0))) 0)))
  2.1104 +(let (($x1012 (not $x1010)))
  2.1105 +(and $x1012 $x175 $x1007))))))) :qid k!38))
  2.1106 +))
  2.1107 +(let (($x1001 (and $x128 $x998)))
  2.1108 +(let (($x1004 (not $x1001)))
  2.1109 +(let (($x1029 (or $x1004 $x1026)))
  2.1110 +(let (($x432 (exists ((?v1 B_Vertex$) )(! (let ((?x171 (fun_app$a v_b_SP_G_1$ ?v1)))
  2.1111 +(let ((?x152 (b_G$ (pair$ ?v1 ?0))))
  2.1112 +(let ((?x405 (+ ?x152 ?x171)))
  2.1113 +(let ((?x179 (fun_app$a v_b_SP_G_1$ ?0)))
  2.1114 +(let (($x423 (= ?x179 ?x405)))
  2.1115 +(let (($x175 (fun_app$ v_b_Visited_G_1$ ?v1)))
  2.1116 +(let (($x426 (and $x175 $x423)))
  2.1117 +(let (($x190 (< ?x171 ?x179)))
  2.1118 +(and $x190 $x426))))))))) :qid k!38))
  2.1119 +))
  2.1120 +(let (($x439 (or (not (and $x128 (< ?x171 b_Infinity$))) $x432)))
  2.1121 +(let (($x1007 (= (+ ?x152 ?x171 (* (- 1) (fun_app$a v_b_SP_G_1$ ?1))) 0)))
  2.1122 +(let (($x1010 (>= (+ ?x171 (* (- 1) (fun_app$a v_b_SP_G_1$ ?1))) 0)))
  2.1123 +(let (($x1012 (not $x1010)))
  2.1124 +(let (($x1021 (and $x1012 $x175 $x1007)))
  2.1125 +(let ((?x405 (+ ?x152 ?x171)))
  2.1126 +(let ((?x179 (fun_app$a v_b_SP_G_1$ ?1)))
  2.1127 +(let (($x423 (= ?x179 ?x405)))
  2.1128 +(let (($x426 (and $x175 $x423)))
  2.1129 +(let (($x190 (< ?x171 ?x179)))
  2.1130 +(let (($x429 (and $x190 $x426)))
  2.1131 +(let ((@x1020 (monotonicity (rewrite (= $x190 $x1012)) (monotonicity (rewrite (= $x423 $x1007)) (= $x426 (and $x175 $x1007))) (= $x429 (and $x1012 (and $x175 $x1007))))))
  2.1132 +(let ((@x1025 (trans @x1020 (rewrite (= (and $x1012 (and $x175 $x1007)) $x1021)) (= $x429 $x1021))))
  2.1133 +(let ((@x1003 (monotonicity (rewrite (= (< ?x171 b_Infinity$) $x998)) (= (and $x128 (< ?x171 b_Infinity$)) $x1001))))
  2.1134 +(let ((@x1031 (monotonicity (monotonicity @x1003 (= (not (and $x128 (< ?x171 b_Infinity$))) $x1004)) (quant-intro @x1025 (= $x432 $x1026)) (= $x439 $x1029))))
  2.1135 +(let (($x985 (>= (+ ?x152 ?x171 (* (- 1) ?x179)) 0)))
  2.1136 +(let (($x978 (and $x175 $x918)))
  2.1137 +(let (($x981 (not $x978)))
  2.1138 +(let (($x989 (or $x981 $x985)))
  2.1139 +(let (($x408 (<= ?x179 ?x405)))
  2.1140 +(let (($x415 (or (not (and $x175 (< ?x152 b_Infinity$))) $x408)))
  2.1141 +(let ((@x983 (monotonicity (monotonicity @x920 (= (and $x175 (< ?x152 b_Infinity$)) $x978)) (= (not (and $x175 (< ?x152 b_Infinity$))) $x981))))
  2.1142 +(let ((@x994 (quant-intro (monotonicity @x983 (rewrite (= $x408 $x985)) (= $x415 $x989)) (= $x420 $x992))))
  2.1143 +(let ((@x1051 (monotonicity @x994 (quant-intro @x1031 (= $x444 $x1032)) (= $x454 (and $x992 $x1032)))))
  2.1144 +(let (($x177 (fun_app$ v_b_Visited_G_1$ ?1)))
  2.1145 +(let (($x178 (and $x176 $x177)))
  2.1146 +(let (($x398 (not $x178)))
  2.1147 +(let (($x1037 (or $x398 $x1010)))
  2.1148 +(let (($x180 (<= ?x179 ?x171)))
  2.1149 +(let (($x399 (or $x398 $x180)))
  2.1150 +(let ((@x1042 (quant-intro (monotonicity (rewrite (= $x180 $x1010)) (= $x399 $x1037)) (= $x402 $x1040))))
  2.1151 +(let ((@x1048 (quant-intro (rewrite (= (<= 0 ?x171) (>= ?x171 0))) (= $x173 $x1046))))
  2.1152 +(let ((@x1057 (monotonicity @x1048 (monotonicity @x1042 @x1051 (= $x457 (and $x1040 (and $x992 $x1032)))) (= $x460 (and $x1046 (and $x1040 (and $x992 $x1032)))))))
  2.1153 +(let ((@x1060 (monotonicity @x1057 (= $x463 (and $x170 (and $x1046 (and $x1040 (and $x992 $x1032))))))))
  2.1154 +(let (($x969 (exists ((?v1 B_Vertex$) )(! (let ((?x152 (b_G$ (pair$ ?v1 ?0))))
  2.1155 +(let ((?x124 (v_b_SP_G_0$ ?v1)))
  2.1156 +(let (($x952 (= (+ ?x124 (* (- 1) (v_b_SP_G_0$ ?0)) ?x152) 0)))
  2.1157 +(let (($x133 (fun_app$ v_b_Visited_G_0$ ?v1)))
  2.1158 +(let (($x902 (>= (+ ?x124 (* (- 1) (v_b_SP_G_0$ ?0))) 0)))
  2.1159 +(let (($x955 (not $x902)))
  2.1160 +(and $x955 $x133 $x952))))))) :qid k!38))
  2.1161 +))
  2.1162 +(let (($x946 (and $x128 (not (<= (+ b_Infinity$ (* (- 1) (v_b_SP_G_0$ ?0))) 0)))))
  2.1163 +(let (($x949 (not $x946)))
  2.1164 +(let (($x972 (or $x949 $x969)))
  2.1165 +(let (($x165 (exists ((?v1 B_Vertex$) )(! (let (($x133 (fun_app$ v_b_Visited_G_0$ ?v1)))
  2.1166 +(let (($x163 (and $x133 (= (v_b_SP_G_0$ ?0) (+ (v_b_SP_G_0$ ?v1) (b_G$ (pair$ ?v1 ?0)))))))
  2.1167 +(and (< (v_b_SP_G_0$ ?v1) (v_b_SP_G_0$ ?0)) $x163))) :qid k!38))
  2.1168 +))
  2.1169 +(let (($x392 (or (not (and $x128 (< (v_b_SP_G_0$ ?0) b_Infinity$))) $x165)))
  2.1170 +(let (($x952 (= (+ (v_b_SP_G_0$ ?0) (* (- 1) (v_b_SP_G_0$ ?1)) ?x152) 0)))
  2.1171 +(let (($x133 (fun_app$ v_b_Visited_G_0$ ?0)))
  2.1172 +(let (($x902 (>= (+ (v_b_SP_G_0$ ?0) (* (- 1) (v_b_SP_G_0$ ?1))) 0)))
  2.1173 +(let (($x955 (not $x902)))
  2.1174 +(let (($x964 (and $x955 $x133 $x952)))
  2.1175 +(let (($x164 (and (< (v_b_SP_G_0$ ?0) (v_b_SP_G_0$ ?1)) (and $x133 (= (v_b_SP_G_0$ ?1) (+ (v_b_SP_G_0$ ?0) ?x152))))))
  2.1176 +(let (($x959 (= (and $x133 (= (v_b_SP_G_0$ ?1) (+ (v_b_SP_G_0$ ?0) ?x152))) (and $x133 $x952))))
  2.1177 +(let ((@x954 (rewrite (= (= (v_b_SP_G_0$ ?1) (+ (v_b_SP_G_0$ ?0) ?x152)) $x952))))
  2.1178 +(let ((@x963 (monotonicity (rewrite (= (< (v_b_SP_G_0$ ?0) (v_b_SP_G_0$ ?1)) $x955)) (monotonicity @x954 $x959) (= $x164 (and $x955 (and $x133 $x952))))))
  2.1179 +(let ((@x968 (trans @x963 (rewrite (= (and $x955 (and $x133 $x952)) $x964)) (= $x164 $x964))))
  2.1180 +(let (($x944 (= (< (v_b_SP_G_0$ ?0) b_Infinity$) (not (<= (+ b_Infinity$ (* (- 1) (v_b_SP_G_0$ ?0))) 0)))))
  2.1181 +(let ((@x948 (monotonicity (rewrite $x944) (= (and $x128 (< (v_b_SP_G_0$ ?0) b_Infinity$)) $x946))))
  2.1182 +(let ((@x951 (monotonicity @x948 (= (not (and $x128 (< (v_b_SP_G_0$ ?0) b_Infinity$))) $x949))))
  2.1183 +(let ((@x977 (quant-intro (monotonicity @x951 (quant-intro @x968 (= $x165 $x969)) (= $x392 $x972)) (= $x395 $x975))))
  2.1184 +(let ((@x1071 (monotonicity (trans (monotonicity @x977 @x1060 $x1062) (rewrite $x1065) (= $x477 $x1064)) (= (not $x477) $x1069))))
  2.1185 +(let ((@x1371 (monotonicity @x1071 (monotonicity @x1161 @x1365 (= $x810 $x1366)) (= $x817 $x1369))))
  2.1186 +(let (($x928 (>= (+ (v_b_SP_G_0$ ?0) (* (- 1) (v_b_SP_G_0$ ?1)) ?x152) 0)))
  2.1187 +(let (($x921 (and $x133 $x918)))
  2.1188 +(let (($x924 (not $x921)))
  2.1189 +(let (($x931 (or $x924 $x928)))
  2.1190 +(let ((?x147 (v_b_SP_G_0$ ?1)))
  2.1191 +(let (($x156 (<= ?x147 (+ (v_b_SP_G_0$ ?0) ?x152))))
  2.1192 +(let (($x385 (or (not (and $x133 (< ?x152 b_Infinity$))) $x156)))
  2.1193 +(let ((@x926 (monotonicity (monotonicity @x920 (= (and $x133 (< ?x152 b_Infinity$)) $x921)) (= (not (and $x133 (< ?x152 b_Infinity$))) $x924))))
  2.1194 +(let ((@x936 (quant-intro (monotonicity @x926 (rewrite (= $x156 $x928)) (= $x385 $x931)) (= $x388 $x934))))
  2.1195 +(let ((@x1377 (monotonicity (monotonicity @x936 (= (not $x388) $x937)) (monotonicity @x977 @x1371 (= $x822 $x1372)) (= $x829 $x1375))))
  2.1196 +(let (($x134 (not $x133)))
  2.1197 +(let (($x146 (and $x134 (fun_app$ v_b_Visited_G_0$ ?1))))
  2.1198 +(let (($x377 (not $x146)))
  2.1199 +(let (($x906 (or $x377 $x902)))
  2.1200 +(let ((?x124 (v_b_SP_G_0$ ?0)))
  2.1201 +(let (($x148 (<= ?x147 ?x124)))
  2.1202 +(let (($x378 (or $x377 $x148)))
  2.1203 +(let ((@x911 (quant-intro (monotonicity (rewrite (= $x148 $x902)) (= $x378 $x906)) (= $x381 $x909))))
  2.1204 +(let ((@x1383 (monotonicity (monotonicity @x911 (= (not $x381) $x912)) (monotonicity @x936 @x1377 (= $x834 $x1378)) (= $x841 $x1381))))
  2.1205 +(let ((@x896 (quant-intro (rewrite (= (<= 0 ?x124) (>= ?x124 0))) (= $x144 $x894))))
  2.1206 +(let ((@x1389 (monotonicity (monotonicity @x896 (= (not $x144) $x897)) (monotonicity @x911 @x1383 (= $x846 $x1384)) (= $x853 $x1387))))
  2.1207 +(let ((@x1395 (monotonicity (monotonicity @x896 @x1389 (= $x858 $x1390)) (= $x865 $x1393))))
  2.1208 +(let ((@x890 (monotonicity (rewrite (= (and $x349 (and $x355 $x135)) $x885)) (= (not (and $x349 (and $x355 $x135))) (not $x885)))))
  2.1209 +(let ((@x1401 (monotonicity @x890 (monotonicity @x1395 (= $x870 $x1396)) (= $x877 (or (not $x885) $x1396)))))
  2.1210 +(let (($x313 (exists ((?v1 B_Vertex$) )(! (let (($x286 (fun_app$ v_b_Visited_G_2$ ?v1)))
  2.1211 +(let (($x311 (and $x286 (= (v_b_SP_G_2$ ?0) (+ (v_b_SP_G_2$ ?v1) (b_G$ (pair$ ?v1 ?0)))))))
  2.1212 +(let ((?x298 (v_b_SP_G_2$ ?0)))
  2.1213 +(let ((?x268 (v_b_SP_G_2$ ?v1)))
  2.1214 +(let (($x309 (< ?x268 ?x298)))
  2.1215 +(and $x309 $x311)))))) :qid k!38))
  2.1216 +))
  2.1217 +(let (($x308 (and $x128 (< ?x268 b_Infinity$))))
  2.1218 +(let (($x314 (=> $x308 $x313)))
  2.1219 +(let ((@x686 (monotonicity (rewrite (= (+ ?x268 ?x152) ?x666)) (= (= ?x298 (+ ?x268 ?x152)) $x684))))
  2.1220 +(let ((@x692 (monotonicity (monotonicity @x686 (= (and $x286 (= ?x298 (+ ?x268 ?x152))) $x687)) (= (and $x309 (and $x286 (= ?x298 (+ ?x268 ?x152)))) $x690))))
  2.1221 +(let ((@x698 (monotonicity (quant-intro @x692 (= $x313 $x693)) (= $x314 (=> $x308 $x693)))))
  2.1222 +(let ((@x707 (quant-intro (trans @x698 (rewrite (= (=> $x308 $x693) $x700)) (= $x314 $x700)) (= $x315 $x705))))
  2.1223 +(let ((@x714 (trans (monotonicity @x707 (= $x316 (and $x705 false))) (rewrite (= (and $x705 false) false)) (= $x316 false))))
  2.1224 +(let ((@x721 (trans (monotonicity @x714 (= $x317 (=> false true))) (rewrite (= (=> false true) true)) (= $x317 true))))
  2.1225 +(let ((@x728 (trans (monotonicity @x707 @x721 (= $x318 (and $x705 true))) (rewrite (= (and $x705 true) $x705)) (= $x318 $x705))))
  2.1226 +(let (($x153 (< ?x152 b_Infinity$)))
  2.1227 +(let (($x302 (and $x286 $x153)))
  2.1228 +(let (($x305 (=> $x302 (<= ?x298 (+ ?x268 ?x152)))))
  2.1229 +(let ((@x671 (monotonicity (rewrite (= (+ ?x268 ?x152) ?x666)) (= (<= ?x298 (+ ?x268 ?x152)) $x669))))
  2.1230 +(let ((@x680 (trans (monotonicity @x671 (= $x305 (=> $x302 $x669))) (rewrite (= (=> $x302 $x669) $x676)) (= $x305 $x676))))
  2.1231 +(let ((@x731 (monotonicity (quant-intro @x680 (= $x306 $x681)) @x728 (= $x319 (=> $x681 $x705)))))
  2.1232 +(let ((@x740 (monotonicity (quant-intro @x680 (= $x306 $x681)) (trans @x731 (rewrite (= (=> $x681 $x705) $x733)) (= $x319 $x733)) (= (and $x306 $x319) $x738))))
  2.1233 +(let ((@x743 (monotonicity (quant-intro (rewrite (= (=> $x297 $x299) $x660)) (= $x301 $x663)) @x740 (= $x321 (=> $x663 $x738)))))
  2.1234 +(let ((@x752 (monotonicity (quant-intro (rewrite (= (=> $x297 $x299) $x660)) (= $x301 $x663)) (trans @x743 (rewrite (= (=> $x663 $x738) $x745)) (= $x321 $x745)) (= (and $x301 $x321) $x750))))
  2.1235 +(let ((@x761 (trans (monotonicity @x752 (= $x323 (=> $x294 $x750))) (rewrite (= (=> $x294 $x750) $x757)) (= $x323 $x757))))
  2.1236 +(let ((@x767 (monotonicity (monotonicity @x761 (= (and $x294 $x323) $x762)) (= $x325 (=> $x292 $x762)))))
  2.1237 +(let ((@x776 (monotonicity (trans @x767 (rewrite (= (=> $x292 $x762) $x769)) (= $x325 $x769)) (= (and $x292 $x325) $x774))))
  2.1238 +(let ((@x649 (quant-intro (rewrite (= (=> $x286 $x273) (or $x295 $x273))) (= $x288 $x647))))
  2.1239 +(let ((@x654 (monotonicity @x649 (rewrite (= (and true true) true)) (= $x290 (and $x647 true)))))
  2.1240 +(let ((@x779 (monotonicity (trans @x654 (rewrite (= (and $x647 true) $x647)) (= $x290 $x647)) @x776 (= $x327 (=> $x647 $x774)))))
  2.1241 +(let ((@x788 (monotonicity @x649 (trans @x779 (rewrite (= (=> $x647 $x774) $x781)) (= $x327 $x781)) (= (and $x288 $x327) $x786))))
  2.1242 +(let ((@x797 (trans (monotonicity @x788 (= $x329 (=> $x285 $x786))) (rewrite (= (=> $x285 $x786) $x793)) (= $x329 $x793))))
  2.1243 +(let (($x628 (= (and $x253 (and $x255 (and $x258 (and $x261 (and $x271 $x275))))) $x627)))
  2.1244 +(let ((@x617 (monotonicity (quant-intro (rewrite (= (=> $x267 $x269) $x603)) (= $x271 $x606)) (quant-intro (rewrite (= (=> $x272 $x273) $x609)) (= $x275 $x612)) (= (and $x271 $x275) $x615))))
  2.1245 +(let ((@x623 (monotonicity (quant-intro (rewrite (= (=> $x176 $x256) $x597)) (= $x258 $x600)) (monotonicity @x617 (= (and $x261 (and $x271 $x275)) $x618)) (= (and $x258 (and $x261 (and $x271 $x275))) $x621))))
  2.1246 +(let ((@x626 (monotonicity @x623 (= (and $x255 (and $x258 (and $x261 (and $x271 $x275)))) $x624))))
  2.1247 +(let ((@x635 (monotonicity (monotonicity (monotonicity @x626 $x628) (= $x281 $x630)) (= $x282 (and true $x630)))))
  2.1248 +(let ((@x641 (monotonicity (trans @x635 (rewrite (= (and true $x630) $x630)) (= $x282 $x630)) (= $x283 (and true $x630)))))
  2.1249 +(let ((@x803 (monotonicity (trans @x641 (rewrite (= (and true $x630) $x630)) (= $x283 $x630)) (monotonicity @x797 (= (and $x285 $x329) $x798)) (= $x331 (=> $x630 $x798)))))
  2.1250 +(let ((@x559 (monotonicity (rewrite (= (=> $x243 true) true)) (= $x245 (and $x243 true)))))
  2.1251 +(let (($x228 (< ?x227 b_Infinity$)))
  2.1252 +(let (($x238 (and $x228 $x153)))
  2.1253 +(let (($x240 (=> $x238 (<= ?x230 (+ ?x227 ?x152)))))
  2.1254 +(let ((@x542 (monotonicity (rewrite (= (+ ?x227 ?x152) ?x516)) (= (<= ?x230 (+ ?x227 ?x152)) $x540))))
  2.1255 +(let ((@x551 (trans (monotonicity @x542 (= $x240 (=> $x238 $x540))) (rewrite (= (=> $x238 $x540) $x547)) (= $x240 $x547))))
  2.1256 +(let ((@x566 (monotonicity (quant-intro @x551 (= $x241 $x552)) (trans @x559 (rewrite (= (and $x243 true) $x243)) (= $x245 $x243)) (= $x246 (=> $x552 $x243)))))
  2.1257 +(let ((@x575 (monotonicity (quant-intro @x551 (= $x241 $x552)) (trans @x566 (rewrite (= (=> $x552 $x243) $x568)) (= $x246 $x568)) (= (and $x241 $x246) $x573))))
  2.1258 +(let (($x235 (exists ((?v1 B_Vertex$) )(! (let ((?x152 (b_G$ (pair$ ?v1 ?0))))
  2.1259 +(let ((?x227 (fun_app$a v_b_SP_G_3$ ?v1)))
  2.1260 +(let ((?x232 (+ ?x227 ?x152)))
  2.1261 +(let ((?x230 (fun_app$a v_b_SP_G_3$ ?0)))
  2.1262 +(let (($x231 (< ?x227 ?x230)))
  2.1263 +(and $x231 (= ?x230 ?x232))))))) :qid k!38))
  2.1264 +))
  2.1265 +(let (($x229 (and $x128 $x228)))
  2.1266 +(let (($x236 (=> $x229 $x235)))
  2.1267 +(let ((@x521 (monotonicity (rewrite (= (+ ?x227 ?x152) ?x516)) (= (= ?x230 (+ ?x227 ?x152)) $x519))))
  2.1268 +(let ((@x527 (quant-intro (monotonicity @x521 (= (and $x231 (= ?x230 (+ ?x227 ?x152))) $x522)) (= $x235 $x525))))
  2.1269 +(let ((@x536 (trans (monotonicity @x527 (= $x236 (=> $x229 $x525))) (rewrite (= (=> $x229 $x525) $x532)) (= $x236 $x532))))
  2.1270 +(let ((@x578 (monotonicity (quant-intro @x536 (= $x237 $x537)) @x575 (= $x248 (=> $x537 $x573)))))
  2.1271 +(let ((@x587 (monotonicity (quant-intro @x536 (= $x237 $x537)) (trans @x578 (rewrite (= (=> $x537 $x573) $x580)) (= $x248 $x580)) (= (and $x237 $x248) $x585))))
  2.1272 +(let (($x486 (= (and $x212 (and $x214 (and $x217 true))) (and $x212 (and $x214 $x217)))))
  2.1273 +(let ((@x484 (monotonicity (rewrite (= (and $x217 true) $x217)) (= (and $x214 (and $x217 true)) (and $x214 $x217)))))
  2.1274 +(let ((@x490 (monotonicity (monotonicity @x484 $x486) (= (and $x209 (and $x212 (and $x214 (and $x217 true)))) $x488))))
  2.1275 +(let ((@x497 (trans (monotonicity @x490 (= $x222 (and true $x488))) (rewrite (= (and true $x488) $x488)) (= $x222 $x488))))
  2.1276 +(let ((@x501 (trans (monotonicity @x497 (= $x223 (and true $x488))) (rewrite (= (and true $x488) $x488)) (= $x223 $x488))))
  2.1277 +(let ((@x507 (monotonicity (monotonicity @x501 (= (and $x207 $x223) $x502)) (= $x225 (and true $x502)))))
  2.1278 +(let ((@x513 (monotonicity (trans @x507 (rewrite (= (and true $x502) $x502)) (= $x225 $x502)) (= $x226 (and true $x502)))))
  2.1279 +(let ((@x590 (monotonicity (trans @x513 (rewrite (= (and true $x502) $x502)) (= $x226 $x502)) @x587 (= $x250 (=> $x502 $x585)))))
  2.1280 +(let ((@x812 (monotonicity (trans @x590 (rewrite (= (=> $x502 $x585) $x592)) (= $x250 $x592)) (trans @x803 (rewrite (= (=> $x630 $x798) $x805)) (= $x331 $x805)) (= (and $x250 $x331) $x810))))
  2.1281 +(let (($x194 (exists ((?v1 B_Vertex$) )(! (let ((?x152 (b_G$ (pair$ ?v1 ?0))))
  2.1282 +(let ((?x171 (fun_app$a v_b_SP_G_1$ ?v1)))
  2.1283 +(let ((?x184 (+ ?x171 ?x152)))
  2.1284 +(let ((?x179 (fun_app$a v_b_SP_G_1$ ?0)))
  2.1285 +(let (($x175 (fun_app$ v_b_Visited_G_1$ ?v1)))
  2.1286 +(let (($x190 (< ?x171 ?x179)))
  2.1287 +(and $x190 (and $x175 (= ?x179 ?x184))))))))) :qid k!38))
  2.1288 +))
  2.1289 +(let (($x188 (< ?x171 b_Infinity$)))
  2.1290 +(let (($x189 (and $x128 $x188)))
  2.1291 +(let (($x195 (=> $x189 $x194)))
  2.1292 +(let ((@x425 (monotonicity (rewrite (= (+ ?x171 ?x152) ?x405)) (= (= ?x179 (+ ?x171 ?x152)) $x423))))
  2.1293 +(let ((@x431 (monotonicity (monotonicity @x425 (= (and $x175 (= ?x179 (+ ?x171 ?x152))) $x426)) (= (and $x190 (and $x175 (= ?x179 (+ ?x171 ?x152)))) $x429))))
  2.1294 +(let ((@x437 (monotonicity (quant-intro @x431 (= $x194 $x432)) (= $x195 (=> $x189 $x432)))))
  2.1295 +(let ((@x446 (quant-intro (trans @x437 (rewrite (= (=> $x189 $x432) $x439)) (= $x195 $x439)) (= $x196 $x444))))
  2.1296 +(let ((@x453 (trans (monotonicity @x446 (= $x197 (and $x444 true))) (rewrite (= (and $x444 true) $x444)) (= $x197 $x444))))
  2.1297 +(let (($x183 (and $x175 $x153)))
  2.1298 +(let (($x186 (=> $x183 (<= ?x179 (+ ?x171 ?x152)))))
  2.1299 +(let ((@x410 (monotonicity (rewrite (= (+ ?x171 ?x152) ?x405)) (= (<= ?x179 (+ ?x171 ?x152)) $x408))))
  2.1300 +(let ((@x419 (trans (monotonicity @x410 (= $x186 (=> $x183 $x408))) (rewrite (= (=> $x183 $x408) $x415)) (= $x186 $x415))))
  2.1301 +(let ((@x456 (monotonicity (quant-intro @x419 (= $x187 $x420)) @x453 (= (and $x187 $x197) $x454))))
  2.1302 +(let ((@x459 (monotonicity (quant-intro (rewrite (= (=> $x178 $x180) $x399)) (= $x182 $x402)) @x456 (= (and $x182 (and $x187 $x197)) $x457))))
  2.1303 +(let ((@x465 (monotonicity (monotonicity @x459 (= (and $x173 (and $x182 (and $x187 $x197))) $x460)) (= (and $x170 (and $x173 (and $x182 (and $x187 $x197)))) $x463))))
  2.1304 +(let ((@x472 (trans (monotonicity @x465 (= $x202 (and true $x463))) (rewrite (= (and true $x463) $x463)) (= $x202 $x463))))
  2.1305 +(let ((@x476 (trans (monotonicity @x472 (= $x203 (and true $x463))) (rewrite (= (and true $x463) $x463)) (= $x203 $x463))))
  2.1306 +(let ((@x397 (quant-intro (rewrite (= (=> (and $x128 (< ?x124 b_Infinity$)) $x165) $x392)) (= $x167 $x395))))
  2.1307 +(let ((@x815 (monotonicity (monotonicity @x397 @x476 (= (and $x167 $x203) $x477)) @x812 (= $x333 (=> $x477 $x810)))))
  2.1308 +(let ((@x824 (monotonicity @x397 (trans @x815 (rewrite (= (=> $x477 $x810) $x817)) (= $x333 $x817)) (= (and $x167 $x333) $x822))))
  2.1309 +(let ((@x390 (quant-intro (rewrite (= (=> (and $x133 $x153) $x156) $x385)) (= $x158 $x388))))
  2.1310 +(let ((@x833 (trans (monotonicity @x390 @x824 (= $x335 (=> $x388 $x822))) (rewrite (= (=> $x388 $x822) $x829)) (= $x335 $x829))))
  2.1311 +(let ((@x839 (monotonicity (quant-intro (rewrite (= (=> $x146 $x148) $x378)) (= $x150 $x381)) (monotonicity @x390 @x833 (= (and $x158 $x335) $x834)) (= $x337 (=> $x381 $x834)))))
  2.1312 +(let ((@x848 (monotonicity (quant-intro (rewrite (= (=> $x146 $x148) $x378)) (= $x150 $x381)) (trans @x839 (rewrite (= (=> $x381 $x834) $x841)) (= $x337 $x841)) (= (and $x150 $x337) $x846))))
  2.1313 +(let ((@x857 (trans (monotonicity @x848 (= $x339 (=> $x144 $x846))) (rewrite (= (=> $x144 $x846) $x853)) (= $x339 $x853))))
  2.1314 +(let ((@x863 (monotonicity (monotonicity @x857 (= (and $x144 $x339) $x858)) (= $x341 (=> $x142 $x858)))))
  2.1315 +(let ((@x872 (monotonicity (trans @x863 (rewrite (= (=> $x142 $x858) $x865)) (= $x341 $x865)) (= (and $x142 $x341) $x870))))
  2.1316 +(let (($x363 (and $x349 (and $x355 $x135))))
  2.1317 +(let (($x366 (and true $x363)))
  2.1318 +(let ((@x357 (quant-intro (rewrite (= (=> $x128 (= ?x124 b_Infinity$)) $x352)) (= $x131 $x355))))
  2.1319 +(let ((@x362 (monotonicity @x357 (rewrite (= (and $x135 true) $x135)) (= (and $x131 (and $x135 true)) (and $x355 $x135)))))
  2.1320 +(let ((@x351 (quant-intro (rewrite (= (=> $x123 (= ?x124 0)) (or $x128 (= ?x124 0)))) (= $x127 $x349))))
  2.1321 +(let ((@x365 (monotonicity @x351 @x362 (= (and $x127 (and $x131 (and $x135 true))) $x363))))
  2.1322 +(let ((@x372 (trans (monotonicity @x365 (= $x139 $x366)) (rewrite (= $x366 $x363)) (= $x139 $x363))))
  2.1323 +(let ((@x376 (trans (monotonicity @x372 (= $x140 $x366)) (rewrite (= $x366 $x363)) (= $x140 $x363))))
  2.1324 +(let ((@x881 (trans (monotonicity @x376 @x872 (= $x343 (=> $x363 $x870))) (rewrite (= (=> $x363 $x870) $x877)) (= $x343 $x877))))
  2.1325 +(let ((@x1406 (trans (monotonicity @x881 (= $x344 (not $x877))) (monotonicity @x1401 (= (not $x877) $x1402)) (= $x344 $x1402))))
  2.1326 +(let ((@x1408 (not-or-elim (mp (asserted $x344) @x1406 $x1402) $x885)))
  2.1327 +(let ((@x1458 (mp~ (and-elim @x1408 $x355) (nnf-pos (refl (~ $x352 $x352)) (~ $x355 $x355)) $x355)))
  2.1328 +(let ((@x3493 (mp @x1458 (quant-intro (refl (= $x352 $x352)) (= $x355 $x3488)) $x3488)))
  2.1329 +(let ((@x5494 (rewrite (= (or (not $x3488) (or $x1533 $x5648)) (or (not $x3488) $x1533 $x5648)))))
  2.1330 +(let ((@x5498 (mp ((_ quant-inst ?v0!5) (or (not $x3488) (or $x1533 $x5648))) @x5494 (or (not $x3488) $x1533 $x5648))))
  2.1331 +(let ((@x6448 (unit-resolution (hypothesis $x6555) (mp (unit-resolution @x5498 @x3493 (hypothesis $x1534) $x5648) @x5583 $x5500) false)))
  2.1332 +(let ((@x3189 (unit-resolution (lemma @x6448 (or $x5500 $x1533)) (unit-resolution ((_ th-lemma arith triangle-eq) (or $x6555 $x1538)) @x5027 $x6555) @x5072 false)))
  2.1333 +(let (($x3539 (not $x3536)))
  2.1334 +(let (($x3822 (or $x3539 $x3819)))
  2.1335 +(let (($x3825 (not $x3822)))
  2.1336 +(let (($x3519 (forall ((?v0 B_Vertex$) (?v1 B_Vertex$) )(! (let ((?x152 (b_G$ (pair$ ?v1 ?v0))))
  2.1337 +(let ((?x124 (v_b_SP_G_0$ ?v1)))
  2.1338 +(let (($x928 (>= (+ ?x124 (* (- 1) (v_b_SP_G_0$ ?v0)) ?x152) 0)))
  2.1339 +(let (($x917 (<= (+ b_Infinity$ (* (- 1) ?x152)) 0)))
  2.1340 +(let (($x133 (fun_app$ v_b_Visited_G_0$ ?v1)))
  2.1341 +(let (($x134 (not $x133)))
  2.1342 +(or $x134 $x917 $x928))))))) :pattern ( (pair$ ?v1 ?v0) ) :qid k!38))
  2.1343 +))
  2.1344 +(let (($x3524 (not $x3519)))
  2.1345 +(let (($x3828 (or $x3524 $x3825)))
  2.1346 +(let (($x3831 (not $x3828)))
  2.1347 +(let ((?x1517 (v_b_SP_G_0$ ?v0!4)))
  2.1348 +(let ((?x1518 (* (- 1) ?x1517)))
  2.1349 +(let ((?x1516 (v_b_SP_G_0$ ?v1!3)))
  2.1350 +(let ((?x1508 (pair$ ?v1!3 ?v0!4)))
  2.1351 +(let ((?x1509 (b_G$ ?x1508)))
  2.1352 +(let ((?x2040 (+ ?x1509 ?x1516 ?x1518)))
  2.1353 +(let (($x2043 (>= ?x2040 0)))
  2.1354 +(let (($x1512 (<= (+ b_Infinity$ (* (- 1) ?x1509)) 0)))
  2.1355 +(let (($x1507 (fun_app$ v_b_Visited_G_0$ ?v1!3)))
  2.1356 +(let (($x2389 (not $x1507)))
  2.1357 +(let (($x2404 (or $x2389 $x1512 $x2043)))
  2.1358 +(let (($x3495 (forall ((?v0 B_Vertex$) )(! (let (($x133 (fun_app$ v_b_Visited_G_0$ ?v0)))
  2.1359 +(not $x133)) :pattern ( (fun_app$ v_b_Visited_G_0$ ?v0) ) :qid k!38))
  2.1360 +))
  2.1361 +(let ((@x1463 (mp~ (and-elim @x1408 $x135) (nnf-pos (refl (~ $x134 $x134)) (~ $x135 $x135)) $x135)))
  2.1362 +(let ((@x3500 (mp @x1463 (quant-intro (refl (= $x134 $x134)) (= $x135 $x3495)) $x3495)))
  2.1363 +(let ((@x4007 (unit-resolution ((_ quant-inst ?v1!3) (or (not $x3495) $x2389)) @x3500 (hypothesis $x1507) false)))
  2.1364 +(let (($x2409 (not $x2404)))
  2.1365 +(let (($x3834 (or $x2409 $x3831)))
  2.1366 +(let (($x3837 (not $x3834)))
  2.1367 +(let (($x3510 (forall ((?v0 B_Vertex$) (?v1 B_Vertex$) )(! (let (($x902 (>= (+ (v_b_SP_G_0$ ?v1) (* (- 1) (v_b_SP_G_0$ ?v0))) 0)))
  2.1368 +(let (($x133 (fun_app$ v_b_Visited_G_0$ ?v1)))
  2.1369 +(or $x133 (not (fun_app$ v_b_Visited_G_0$ ?v0)) $x902))) :pattern ( (v_b_SP_G_0$ ?v1) (v_b_SP_G_0$ ?v0) ) :qid k!38))
  2.1370 +))
  2.1371 +(let (($x3515 (not $x3510)))
  2.1372 +(let (($x3840 (or $x3515 $x3837)))
  2.1373 +(let (($x3843 (not $x3840)))
  2.1374 +(let (($x1493 (>= (+ (v_b_SP_G_0$ ?v1!1) (* (- 1) (v_b_SP_G_0$ ?v0!2))) 0)))
  2.1375 +(let (($x1486 (fun_app$ v_b_Visited_G_0$ ?v0!2)))
  2.1376 +(let (($x2343 (not $x1486)))
  2.1377 +(let (($x1484 (fun_app$ v_b_Visited_G_0$ ?v1!1)))
  2.1378 +(let (($x2358 (or $x1484 $x2343 $x1493)))
  2.1379 +(let (($x2363 (not $x2358)))
  2.1380 +(let (($x3846 (or $x2363 $x3843)))
  2.1381 +(let (($x3849 (not $x3846)))
  2.1382 +(let (($x3501 (forall ((?v0 B_Vertex$) )(! (let ((?x124 (v_b_SP_G_0$ ?v0)))
  2.1383 +(>= ?x124 0)) :pattern ( (v_b_SP_G_0$ ?v0) ) :qid k!38))
  2.1384 +))
  2.1385 +(let (($x3506 (not $x3501)))
  2.1386 +(let (($x3852 (or $x3506 $x3849)))
  2.1387 +(let (($x3855 (not $x3852)))
  2.1388 +(let ((?x1470 (v_b_SP_G_0$ ?v0!0)))
  2.1389 +(let (($x1471 (>= ?x1470 0)))
  2.1390 +(let (($x1472 (not $x1471)))
  2.1391 +(let ((@x5071 (hypothesis $x1472)))
  2.1392 +(let (($x5774 (<= ?x1470 0)))
  2.1393 +(let (($x82 (<= b_Infinity$ 0)))
  2.1394 +(let (($x83 (not $x82)))
  2.1395 +(let ((@x86 (mp (asserted (< 0 b_Infinity$)) (rewrite (= (< 0 b_Infinity$) $x83)) $x83)))
  2.1396 +(let (($x5117 (= b_Infinity$ ?x1470)))
  2.1397 +(let ((@x5579 (symm (commutativity (= $x5117 (= ?x1470 b_Infinity$))) (= (= ?x1470 b_Infinity$) $x5117))))
  2.1398 +(let (($x3131 (= ?x1470 b_Infinity$)))
  2.1399 +(let (($x5739 (= ?v0!0 b_Source$)))
  2.1400 +(let (($x5713 (not $x5739)))
  2.1401 +(let ((@x5595 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not (= ?x1470 0)) $x1471)) @x5071 (not (= ?x1470 0)))))
  2.1402 +(let (($x3482 (forall ((?v0 B_Vertex$) )(! (let (($x123 (= ?v0 b_Source$)))
  2.1403 +(let (($x128 (not $x123)))
  2.1404 +(or $x128 (= (v_b_SP_G_0$ ?v0) 0)))) :pattern ( (v_b_SP_G_0$ ?v0) ) :qid k!38))
  2.1405 +))
  2.1406 +(let ((@x3486 (quant-intro (refl (= (or $x128 (= ?x124 0)) (or $x128 (= ?x124 0)))) (= $x349 $x3482))))
  2.1407 +(let ((@x1452 (nnf-pos (refl (~ (or $x128 (= ?x124 0)) (or $x128 (= ?x124 0)))) (~ $x349 $x349))))
  2.1408 +(let ((@x3487 (mp (mp~ (and-elim @x1408 $x349) @x1452 $x349) @x3486 $x3482)))
  2.1409 +(let (($x5769 (= (or (not $x3482) (or $x5713 (= ?x1470 0))) (or (not $x3482) $x5713 (= ?x1470 0)))))
  2.1410 +(let ((@x5448 (mp ((_ quant-inst ?v0!0) (or (not $x3482) (or $x5713 (= ?x1470 0)))) (rewrite $x5769) (or (not $x3482) $x5713 (= ?x1470 0)))))
  2.1411 +(let ((@x6281 (rewrite (= (or (not $x3488) (or $x5739 $x3131)) (or (not $x3488) $x5739 $x3131)))))
  2.1412 +(let ((@x6173 (mp ((_ quant-inst ?v0!0) (or (not $x3488) (or $x5739 $x3131))) @x6281 (or (not $x3488) $x5739 $x3131))))
  2.1413 +(let ((@x6446 (mp (unit-resolution @x6173 @x3493 (unit-resolution @x5448 @x3487 @x5595 $x5713) $x3131) @x5579 $x5117)))
  2.1414 +(let ((@x6386 ((_ th-lemma arith triangle-eq) (or (not $x5117) (<= (+ b_Infinity$ (* (- 1) ?x1470)) 0)))))
  2.1415 +(let ((@x6387 (unit-resolution @x6386 @x6446 (<= (+ b_Infinity$ (* (- 1) ?x1470)) 0))))
  2.1416 +(let ((@x3142 (lemma ((_ th-lemma arith farkas 1 -1 1) (hypothesis $x5774) @x6387 @x86 false) (or (not $x5774) $x1471))))
  2.1417 +(let ((@x5085 (unit-resolution @x3142 (unit-resolution ((_ th-lemma arith farkas 1 1) (or $x5774 $x1471)) @x5071 $x5774) @x5071 false)))
  2.1418 +(let (($x3858 (or $x1472 $x3855)))
  2.1419 +(let (($x3861 (not $x3858)))
  2.1420 +(let (($x3864 (or $x864 $x3861)))
  2.1421 +(let (($x3867 (not $x3864)))
  2.1422 +(let (($x5885 (not $x3482)))
  2.1423 +(let (($x3145 (or $x5885 $x142)))
  2.1424 +(let ((@x4320 (monotonicity (rewrite (= (= b_Source$ b_Source$) true)) (= (not (= b_Source$ b_Source$)) (not true)))))
  2.1425 +(let ((@x5484 (trans @x4320 (rewrite (= (not true) false)) (= (not (= b_Source$ b_Source$)) false))))
  2.1426 +(let ((@x5457 (monotonicity @x5484 (= (or (not (= b_Source$ b_Source$)) $x142) (or false $x142)))))
  2.1427 +(let ((@x5606 (trans @x5457 (rewrite (= (or false $x142) $x142)) (= (or (not (= b_Source$ b_Source$)) $x142) $x142))))
  2.1428 +(let ((@x4948 (monotonicity @x5606 (= (or $x5885 (or (not (= b_Source$ b_Source$)) $x142)) $x3145))))
  2.1429 +(let ((@x5799 (trans @x4948 (rewrite (= $x3145 $x3145)) (= (or $x5885 (or (not (= b_Source$ b_Source$)) $x142)) $x3145))))
  2.1430 +(let ((@x5800 (mp ((_ quant-inst b_Source$) (or $x5885 (or (not (= b_Source$ b_Source$)) $x142))) @x5799 $x3145)))
  2.1431 +(let (($x3870 (or $x864 $x3867)))
  2.1432 +(let (($x2843 (forall ((?v1 B_Vertex$) )(! (let ((?x1906 (v_b_SP_G_2$ ?v0!20)))
  2.1433 +(let ((?x1907 (* (- 1) ?x1906)))
  2.1434 +(let ((?x268 (v_b_SP_G_2$ ?v1)))
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  2.1639 +(let (($x2086 (= ?x2085 0)))
  2.1640 +(let (($x2070 (<= (+ ?x124 (* (- 1) (v_b_SP_G_0$ (?v1!6 ?0)))) 0)))
  2.1641 +(let (($x2473 (not (or $x2070 (not (fun_app$ v_b_Visited_G_0$ (?v1!6 ?0))) (not $x2086)))))
  2.1642 +(let (($x942 (<= (+ b_Infinity$ (* (- 1) ?x124)) 0)))
  2.1643 +(let (($x2479 (or $x123 $x942 $x2473)))
  2.1644 +(let ((@x3549 (monotonicity (quant-intro (refl (= $x2479 $x2479)) (= $x2484 $x3542)) (= (not $x2484) $x3547))))
  2.1645 +(let ((@x3818 (monotonicity @x3549 (monotonicity @x3555 (= (not $x1046) $x3556)) (monotonicity @x3564 (= (not $x2507) $x3565)) (monotonicity @x3572 (= (not $x2529) $x3573)) @x3583 (monotonicity @x3812 (= (not $x2940) $x3813)) (= $x2953 $x3816))))
  2.1646 +(let (($x2435 (or (>= (+ ?x124 ?x1536) 0) $x134 (not (= (+ ?x124 ?x1536 (b_G$ (pair$ ?0 ?v0!5))) 0)))))
  2.1647 +(let ((@x3535 (monotonicity (quant-intro (refl (= $x2435 $x2435)) (= $x2446 $x3528)) (= (not $x2446) $x3533))))
  2.1648 +(let ((@x3541 (monotonicity (monotonicity @x3535 (= (or $x1533 $x1538 (not $x2446)) $x3536)) (= $x2454 $x3539))))
  2.1649 +(let ((@x3824 (monotonicity @x3541 (monotonicity @x3818 (= $x2954 $x3819)) (= $x2959 $x3822))))
  2.1650 +(let ((@x3523 (quant-intro (refl (= (or $x134 $x917 $x928) (or $x134 $x917 $x928))) (= $x2431 $x3519))))
  2.1651 +(let ((@x3830 (monotonicity (monotonicity @x3523 (= (not $x2431) $x3524)) (monotonicity @x3824 (= (not $x2959) $x3825)) (= (or (not $x2431) (not $x2959)) $x3828))))
  2.1652 +(let ((@x3839 (monotonicity (monotonicity (monotonicity @x3830 (= $x2968 $x3831)) (= $x2973 $x3834)) (= (not $x2973) $x3837))))
  2.1653 +(let (($x2381 (or $x133 (not (fun_app$ v_b_Visited_G_0$ ?1)) $x902)))
  2.1654 +(let ((@x3517 (monotonicity (quant-intro (refl (= $x2381 $x2381)) (= $x2386 $x3510)) (= (not $x2386) $x3515))))
  2.1655 +(let ((@x3845 (monotonicity (monotonicity @x3517 @x3839 (= (or (not $x2386) (not $x2973)) $x3840)) (= $x2982 $x3843))))
  2.1656 +(let ((@x3851 (monotonicity (monotonicity @x3845 (= $x2987 $x3846)) (= (not $x2987) $x3849))))
  2.1657 +(let ((@x3505 (quant-intro (refl (= (>= ?x124 0) (>= ?x124 0))) (= $x894 $x3501))))
  2.1658 +(let ((@x3854 (monotonicity (monotonicity @x3505 (= $x897 $x3506)) @x3851 (= (or $x897 (not $x2987)) $x3852))))
  2.1659 +(let ((@x3863 (monotonicity (monotonicity (monotonicity @x3854 (= $x2995 $x3855)) (= $x3000 $x3858)) (= (not $x3000) $x3861))))
  2.1660 +(let ((@x3869 (monotonicity (monotonicity @x3863 (= (or $x864 (not $x3000)) $x3864)) (= $x3008 $x3867))))
  2.1661 +(let (($x2246 (forall ((?v1 B_Vertex$) )(! (let ((?x1906 (v_b_SP_G_2$ ?v0!20)))
  2.1662 +(let ((?x1907 (* (- 1) ?x1906)))
  2.1663 +(let ((?x268 (v_b_SP_G_2$ ?v1)))
  2.1664 +(let (($x2237 (= (+ ?x268 ?x1907 (b_G$ (pair$ ?v1 ?v0!20))) 0)))
  2.1665 +(let (($x286 (fun_app$ v_b_Visited_G_2$ ?v1)))
  2.1666 +(let (($x2240 (and (not (>= (+ ?x268 ?x1907) 0)) $x286 $x2237)))
  2.1667 +(not $x2240))))))) :qid k!38))
  2.1668 +))
  2.1669 +(let (($x1910 (not $x1909)))
  2.1670 +(let (($x1905 (not $x1904)))
  2.1671 +(let (($x2255 (and $x1284 $x1905 $x1910 $x2246)))
  2.1672 +(let (($x1886 (not (and $x1878 (not $x1883)))))
  2.1673 +(let (($x1892 (or $x1886 $x1891)))
  2.1674 +(let (($x1893 (not $x1892)))
  2.1675 +(let (($x2260 (or $x1893 $x2255)))
  2.1676 +(let (($x2263 (and $x1265 $x2260)))
  2.1677 +(let (($x1859 (not (and (not $x1855) $x1857))))
  2.1678 +(let (($x1865 (or $x1859 $x1864)))
  2.1679 +(let (($x1866 (not $x1865)))
  2.1680 +(let (($x2266 (or $x1866 $x2263)))
  2.1681 +(let (($x2269 (and $x1251 $x2266)))
  2.1682 +(let (($x2272 (or $x1843 $x2269)))
  2.1683 +(let (($x2275 (and $x292 $x2272)))
  2.1684 +(let (($x2278 (or $x768 $x2275)))
  2.1685 +(let (($x2281 (and $x647 $x2278)))
  2.1686 +(let (($x2284 (or $x1825 $x2281)))
  2.1687 +(let (($x2287 (and $x1242 $x2284)))
  2.1688 +(let (($x2290 (or $x1808 $x2287)))
  2.1689 +(let (($x1774 (not $x1773)))
  2.1690 +(let (($x1769 (not $x1768)))
  2.1691 +(let (($x2296 (and $x1769 $x1774 $x253 $x1209 $x1204 $x261 $x1188 $x1194 $x2290)))
  2.1692 +(let (($x1744 (not $x243)))
  2.1693 +(let (($x1747 (and $x1141 $x1744)))
  2.1694 +(let (($x1728 (not (and (not $x1719) (not $x1725)))))
  2.1695 +(let (($x2207 (or $x1728 $x2204)))
  2.1696 +(let (($x2210 (not $x2207)))
  2.1697 +(let (($x2213 (or $x2210 $x1747)))
  2.1698 +(let (($x2198 (forall ((?v0 B_Vertex$) )(! (let ((?x227 (fun_app$a v_b_SP_G_3$ ?v0)))
  2.1699 +(let ((?x2186 (+ ?x227 (* (- 1) (fun_app$a v_b_SP_G_3$ (?v1!9 ?v0))) (* (- 1) (b_G$ (pair$ (?v1!9 ?v0) ?v0))))))
  2.1700 +(let (($x2187 (= ?x2186 0)))
  2.1701 +(let (($x2171 (<= (+ ?x227 (* (- 1) (fun_app$a v_b_SP_G_3$ (?v1!9 ?v0)))) 0)))
  2.1702 +(let (($x2192 (and (not $x2171) $x2187)))
  2.1703 +(let (($x1094 (<= (+ b_Infinity$ (* (- 1) ?x227)) 0)))
  2.1704 +(let (($x1095 (not $x1094)))
  2.1705 +(let (($x123 (= ?v0 b_Source$)))
  2.1706 +(let (($x128 (not $x123)))
  2.1707 +(let (($x1098 (and $x128 $x1095)))
  2.1708 +(let (($x1101 (not $x1098)))
  2.1709 +(or $x1101 $x2192)))))))))))) :qid k!38))
  2.1710 +))
  2.1711 +(let (($x2216 (and $x2198 $x2213)))
  2.1712 +(let (($x2152 (forall ((?v1 B_Vertex$) )(! (let ((?x1656 (fun_app$a v_b_SP_G_3$ ?v0!8)))
  2.1713 +(let ((?x1657 (* (- 1) ?x1656)))
  2.1714 +(let ((?x227 (fun_app$a v_b_SP_G_3$ ?v1)))
  2.1715 +(let (($x2143 (= (+ ?x227 ?x1657 (b_G$ (pair$ ?v1 ?v0!8))) 0)))
  2.1716 +(let (($x2146 (and (not (>= (+ ?x227 ?x1657) 0)) $x2143)))
  2.1717 +(not $x2146)))))) :qid k!38))
  2.1718 +))
  2.1719 +(let (($x1660 (not $x1659)))
  2.1720 +(let (($x1655 (not $x1654)))
  2.1721 +(let (($x2158 (and $x1655 $x1660 $x2152)))
  2.1722 +(let (($x2219 (or $x2158 $x2216)))
  2.1723 +(let (($x1636 (forall ((?v0 B_Vertex$) )(! (let (($x997 (<= (+ b_Infinity$ (* (- 1) (fun_app$a v_b_SP_G_1$ ?v0))) 0)))
  2.1724 +(let (($x998 (not $x997)))
  2.1725 +(let (($x175 (fun_app$ v_b_Visited_G_1$ ?v0)))
  2.1726 +(let (($x176 (not $x175)))
  2.1727 +(let (($x1072 (and $x176 $x998)))
  2.1728 +(not $x1072)))))) :qid k!38))
  2.1729 +))
  2.1730 +(let (($x2225 (and $x1636 $x209 $x212 $x214 $x217 $x2219)))
  2.1731 +(let (($x2301 (or $x2225 $x2296)))
  2.1732 +(let (($x2135 (forall ((?v0 B_Vertex$) )(! (let ((?x171 (fun_app$a v_b_SP_G_1$ ?v0)))
  2.1733 +(let ((?x2123 (+ ?x171 (* (- 1) (fun_app$a v_b_SP_G_1$ (?v1!7 ?v0))) (* (- 1) (b_G$ (pair$ (?v1!7 ?v0) ?v0))))))
  2.1734 +(let (($x2124 (= ?x2123 0)))
  2.1735 +(let ((?x1608 (?v1!7 ?v0)))
  2.1736 +(let (($x1613 (fun_app$ v_b_Visited_G_1$ ?x1608)))
  2.1737 +(let (($x2129 (and (not (<= (+ ?x171 (* (- 1) (fun_app$a v_b_SP_G_1$ ?x1608))) 0)) $x1613 $x2124)))
  2.1738 +(let (($x997 (<= (+ b_Infinity$ (* (- 1) ?x171)) 0)))
  2.1739 +(let (($x998 (not $x997)))
  2.1740 +(let (($x123 (= ?v0 b_Source$)))
  2.1741 +(let (($x128 (not $x123)))
  2.1742 +(let (($x1001 (and $x128 $x998)))
  2.1743 +(let (($x1004 (not $x1001)))
  2.1744 +(or $x1004 $x2129))))))))))))) :qid k!38))
  2.1745 +))
  2.1746 +(let (($x2097 (forall ((?v0 B_Vertex$) )(! (let ((?x124 (v_b_SP_G_0$ ?v0)))
  2.1747 +(let ((?x2085 (+ ?x124 (* (- 1) (v_b_SP_G_0$ (?v1!6 ?v0))) (* (- 1) (b_G$ (pair$ (?v1!6 ?v0) ?v0))))))
  2.1748 +(let (($x2086 (= ?x2085 0)))
  2.1749 +(let ((?x1573 (?v1!6 ?v0)))
  2.1750 +(let (($x1578 (fun_app$ v_b_Visited_G_0$ ?x1573)))
  2.1751 +(let (($x2091 (and (not (<= (+ ?x124 (* (- 1) (v_b_SP_G_0$ ?x1573))) 0)) $x1578 $x2086)))
  2.1752 +(let (($x123 (= ?v0 b_Source$)))
  2.1753 +(let (($x128 (not $x123)))
  2.1754 +(let (($x946 (and $x128 (not (<= (+ b_Infinity$ (* (- 1) ?x124)) 0)))))
  2.1755 +(let (($x949 (not $x946)))
  2.1756 +(or $x949 $x2091))))))))))) :qid k!38))
  2.1757 +))
  2.1758 +(let (($x2310 (and $x2097 $x170 $x1046 $x1040 $x992 $x2135 $x2301)))
  2.1759 +(let (($x1562 (forall ((?v1 B_Vertex$) )(! (let ((?x1535 (v_b_SP_G_0$ ?v0!5)))
  2.1760 +(let ((?x1536 (* (- 1) ?x1535)))
  2.1761 +(let ((?x124 (v_b_SP_G_0$ ?v1)))
  2.1762 +(let (($x133 (fun_app$ v_b_Visited_G_0$ ?v1)))
  2.1763 +(let (($x1549 (and (not (>= (+ ?x124 ?x1536) 0)) $x133 (= (+ ?x124 ?x1536 (b_G$ (pair$ ?v1 ?v0!5))) 0))))
  2.1764 +(not $x1549)))))) :qid k!38))
  2.1765 +))
  2.1766 +(let (($x2057 (and $x1534 $x1539 $x1562)))
  2.1767 +(let (($x2315 (or $x2057 $x2310)))
  2.1768 +(let (($x2318 (and $x934 $x2315)))
  2.1769 +(let (($x1515 (not (and $x1507 (not $x1512)))))
  2.1770 +(let (($x2046 (or $x1515 $x2043)))
  2.1771 +(let (($x2049 (not $x2046)))
  2.1772 +(let (($x2321 (or $x2049 $x2318)))
  2.1773 +(let (($x2324 (and $x909 $x2321)))
  2.1774 +(let (($x1488 (not (and (not $x1484) $x1486))))
  2.1775 +(let (($x1494 (or $x1488 $x1493)))
  2.1776 +(let (($x1495 (not $x1494)))
  2.1777 +(let (($x2327 (or $x1495 $x2324)))
  2.1778 +(let (($x2330 (and $x894 $x2327)))
  2.1779 +(let (($x2333 (or $x1472 $x2330)))
  2.1780 +(let (($x2336 (and $x142 $x2333)))
  2.1781 +(let (($x2339 (or $x864 $x2336)))
  2.1782 +(let ((@x2937 (rewrite (= (and $x1769 $x1774 $x253 $x1209 $x1204 $x261 $x2731 $x2737 $x2923) $x2935))))
  2.1783 +(let (($x2237 (= (+ ?x268 ?x1907 (b_G$ (pair$ ?0 ?v0!20))) 0)))
  2.1784 +(let (($x2240 (and (not (>= (+ ?x268 ?x1907) 0)) $x286 $x2237)))
  2.1785 +(let (($x2243 (not $x2240)))
  2.1786 +(let ((@x2838 (monotonicity (rewrite (= $x2240 (not $x2832))) (= $x2243 (not (not $x2832))))))
  2.1787 +(let ((@x2845 (quant-intro (trans @x2838 (rewrite (= (not (not $x2832)) $x2832)) (= $x2243 $x2832)) (= $x2246 $x2843))))
  2.1788 +(let ((@x2815 (monotonicity (rewrite (= $x1271 (not (or $x295 $x917)))) (= $x1274 (not (not (or $x295 $x917)))))))
  2.1789 +(let ((@x2819 (trans @x2815 (rewrite (= (not (not (or $x295 $x917))) (or $x295 $x917))) (= $x1274 (or $x295 $x917)))))
  2.1790 +(let ((@x2827 (trans (monotonicity @x2819 (= $x1281 (or (or $x295 $x917) $x1277))) (rewrite (= (or (or $x295 $x917) $x1277) (or $x295 $x917 $x1277))) (= $x1281 (or $x295 $x917 $x1277)))))
  2.1791 +(let ((@x2848 (monotonicity (quant-intro @x2827 (= $x1284 $x2828)) @x2845 (= $x2255 (and $x2828 $x1905 $x1910 $x2843)))))
  2.1792 +(let ((@x2856 (trans @x2848 (rewrite (= (and $x2828 $x1905 $x1910 $x2843) $x2852)) (= $x2255 $x2852))))
  2.1793 +(let ((@x2793 (monotonicity (rewrite (= (and $x1878 (not $x1883)) (not (or $x2786 $x1883)))) (= $x1886 (not (not (or $x2786 $x1883)))))))
  2.1794 +(let ((@x2797 (trans @x2793 (rewrite (= (not (not (or $x2786 $x1883))) (or $x2786 $x1883))) (= $x1886 (or $x2786 $x1883)))))
  2.1795 +(let ((@x2805 (trans (monotonicity @x2797 (= $x1892 (or (or $x2786 $x1883) $x1891))) (rewrite (= (or (or $x2786 $x1883) $x1891) $x2801)) (= $x1892 $x2801))))
  2.1796 +(let ((@x2859 (monotonicity (monotonicity @x2805 (= $x1893 $x2806)) @x2856 (= $x2260 $x2857))))
  2.1797 +(let ((@x2780 (rewrite (= (or (or $x286 (not $x296)) $x1257) (or $x286 (not $x296) $x1257)))))
  2.1798 +(let ((@x2772 (rewrite (= (not (not (or $x286 (not $x296)))) (or $x286 (not $x296))))))
  2.1799 +(let ((@x2770 (monotonicity (rewrite (= $x297 (not (or $x286 (not $x296))))) (= $x659 (not (not (or $x286 (not $x296))))))))
  2.1800 +(let ((@x2777 (monotonicity (trans @x2770 @x2772 (= $x659 (or $x286 (not $x296)))) (= $x1262 (or (or $x286 (not $x296)) $x1257)))))
  2.1801 +(let ((@x2785 (quant-intro (trans @x2777 @x2780 (= $x1262 (or $x286 (not $x296) $x1257))) (= $x1265 $x2783))))
  2.1802 +(let ((@x2870 (trans (monotonicity @x2785 @x2859 (= $x2263 (and $x2783 $x2857))) (rewrite (= (and $x2783 $x2857) $x2866)) (= $x2263 $x2866))))
  2.1803 +(let ((@x2747 (monotonicity (rewrite (= (and (not $x1855) $x1857) (not (or $x1855 $x2740)))) (= $x1859 (not (not (or $x1855 $x2740)))))))
  2.1804 +(let ((@x2751 (trans @x2747 (rewrite (= (not (not (or $x1855 $x2740))) (or $x1855 $x2740))) (= $x1859 (or $x1855 $x2740)))))
  2.1805 +(let ((@x2759 (trans (monotonicity @x2751 (= $x1865 (or (or $x1855 $x2740) $x1864))) (rewrite (= (or (or $x1855 $x2740) $x1864) $x2755)) (= $x1865 $x2755))))
  2.1806 +(let ((@x2873 (monotonicity (monotonicity @x2759 (= $x1866 $x2760)) @x2870 (= $x2266 $x2871))))
  2.1807 +(let ((@x2883 (trans (monotonicity @x2873 (= $x2269 (and $x1251 $x2871))) (rewrite (= (and $x1251 $x2871) $x2879)) (= $x2269 $x2879))))
  2.1808 +(let ((@x2889 (monotonicity (monotonicity @x2883 (= $x2272 $x2884)) (= $x2275 (and $x292 $x2884)))))
  2.1809 +(let ((@x2899 (monotonicity (trans @x2889 (rewrite (= (and $x292 $x2884) $x2892)) (= $x2275 $x2892)) (= $x2278 $x2897))))
  2.1810 +(let ((@x2909 (trans (monotonicity @x2899 (= $x2281 (and $x647 $x2897))) (rewrite (= (and $x647 $x2897) $x2905)) (= $x2281 $x2905))))
  2.1811 +(let ((@x2915 (monotonicity (monotonicity @x2909 (= $x2284 $x2910)) (= $x2287 (and $x1242 $x2910)))))
  2.1812 +(let ((@x2925 (monotonicity (trans @x2915 (rewrite (= (and $x1242 $x2910) $x2918)) (= $x2287 $x2918)) (= $x2290 $x2923))))
  2.1813 +(let ((@x2736 (monotonicity (rewrite (= $x1174 (not (or $x1164 $x1170)))) (= $x1191 (or (not (or $x1164 $x1170)) $x273)))))
  2.1814 +(let ((@x2718 (monotonicity (rewrite (= $x1174 (not (or $x1164 $x1170)))) (= $x1177 (not (not (or $x1164 $x1170)))))))
  2.1815 +(let ((@x2722 (trans @x2718 (rewrite (= (not (not (or $x1164 $x1170))) (or $x1164 $x1170))) (= $x1177 (or $x1164 $x1170)))))
  2.1816 +(let ((@x2730 (trans (monotonicity @x2722 (= $x1185 (or (or $x1164 $x1170) $x1180))) (rewrite (= (or (or $x1164 $x1170) $x1180) (or $x1164 $x1170 $x1180))) (= $x1185 (or $x1164 $x1170 $x1180)))))
  2.1817 +(let ((@x2928 (monotonicity (quant-intro @x2730 (= $x1188 $x2731)) (quant-intro @x2736 (= $x1194 $x2737)) @x2925 (= $x2296 (and $x1769 $x1774 $x253 $x1209 $x1204 $x261 $x2731 $x2737 $x2923)))))
  2.1818 +(let ((@x2654 (monotonicity (rewrite (= $x1129 (not (or $x1094 $x917)))) (= $x1132 (not (not (or $x1094 $x917)))))))
  2.1819 +(let ((@x2658 (trans @x2654 (rewrite (= (not (not (or $x1094 $x917))) (or $x1094 $x917))) (= $x1132 (or $x1094 $x917)))))
  2.1820 +(let ((@x2666 (trans (monotonicity @x2658 (= $x1138 (or (or $x1094 $x917) $x1135))) (rewrite (= (or (or $x1094 $x917) $x1135) (or $x1094 $x917 $x1135))) (= $x1138 (or $x1094 $x917 $x1135)))))
  2.1821 +(let ((@x2672 (monotonicity (quant-intro @x2666 (= $x1141 $x2667)) (= $x1747 (and $x2667 $x1744)))))
  2.1822 +(let ((@x2632 (monotonicity (rewrite (= (and (not $x1719) (not $x1725)) (not (or $x1719 $x1725)))) (= $x1728 (not (not (or $x1719 $x1725)))))))
  2.1823 +(let ((@x2636 (trans @x2632 (rewrite (= (not (not (or $x1719 $x1725))) (or $x1719 $x1725))) (= $x1728 (or $x1719 $x1725)))))
  2.1824 +(let ((@x2644 (trans (monotonicity @x2636 (= $x2207 (or (or $x1719 $x1725) $x2204))) (rewrite (= (or (or $x1719 $x1725) $x2204) $x2640)) (= $x2207 $x2640))))
  2.1825 +(let ((@x2682 (monotonicity (monotonicity @x2644 (= $x2210 $x2645)) (trans @x2672 (rewrite (= (and $x2667 $x1744) $x2675)) (= $x1747 $x2675)) (= $x2213 $x2680))))
  2.1826 +(let ((@x2605 (monotonicity (rewrite (= $x1098 (not (or $x123 $x1094)))) (= $x1101 (not (not (or $x123 $x1094)))))))
  2.1827 +(let ((@x2609 (trans @x2605 (rewrite (= (not (not (or $x123 $x1094))) (or $x123 $x1094))) (= $x1101 (or $x123 $x1094)))))
  2.1828 +(let ((@x2617 (monotonicity @x2609 (rewrite (= (and (not $x2171) $x2187) $x2612)) (= (or $x1101 (and (not $x2171) $x2187)) (or (or $x123 $x1094) $x2612)))))
  2.1829 +(let ((@x2622 (trans @x2617 (rewrite (= (or (or $x123 $x1094) $x2612) $x2618)) (= (or $x1101 (and (not $x2171) $x2187)) $x2618))))
  2.1830 +(let ((@x2685 (monotonicity (quant-intro @x2622 (= $x2198 $x2623)) @x2682 (= $x2216 (and $x2623 $x2680)))))
  2.1831 +(let (($x2146 (and (not (>= (+ ?x227 ?x1657) 0)) $x2143)))
  2.1832 +(let (($x2149 (not $x2146)))
  2.1833 +(let ((@x2581 (monotonicity (rewrite (= $x2146 (not $x2575))) (= $x2149 (not (not $x2575))))))
  2.1834 +(let ((@x2588 (quant-intro (trans @x2581 (rewrite (= (not (not $x2575)) $x2575)) (= $x2149 $x2575)) (= $x2152 $x2586))))
  2.1835 +(let ((@x2598 (trans (monotonicity @x2588 (= $x2158 (and $x1655 $x1660 $x2586))) (rewrite (= (and $x1655 $x1660 $x2586) $x2594)) (= $x2158 $x2594))))
  2.1836 +(let ((@x2696 (monotonicity @x2598 (trans @x2685 (rewrite (= (and $x2623 $x2680) $x2689)) (= $x2216 $x2689)) (= $x2219 $x2694))))
  2.1837 +(let ((@x2566 (monotonicity (rewrite (= $x1072 (not (or $x175 $x997)))) (= (not $x1072) (not (not (or $x175 $x997)))))))
  2.1838 +(let ((@x2570 (trans @x2566 (rewrite (= (not (not (or $x175 $x997))) (or $x175 $x997))) (= (not $x1072) (or $x175 $x997)))))
  2.1839 +(let ((@x2699 (monotonicity (quant-intro @x2570 (= $x1636 $x2571)) @x2696 (= $x2225 (and $x2571 $x209 $x212 $x214 $x217 $x2694)))))
  2.1840 +(let ((@x2711 (trans @x2699 (rewrite (= (and $x2571 $x209 $x212 $x214 $x217 $x2694) $x2707)) (= $x2225 $x2707))))
  2.1841 +(let ((?x1608 (?v1!7 ?0)))
  2.1842 +(let (($x1613 (fun_app$ v_b_Visited_G_1$ ?x1608)))
  2.1843 +(let (($x2129 (and (not $x2108) $x1613 $x2124)))
  2.1844 +(let (($x2132 (or $x1004 $x2129)))
  2.1845 +(let ((@x2538 (monotonicity (rewrite (= $x1001 (not (or $x123 $x997)))) (= $x1004 (not (not (or $x123 $x997)))))))
  2.1846 +(let ((@x2542 (trans @x2538 (rewrite (= (not (not (or $x123 $x997))) (or $x123 $x997))) (= $x1004 (or $x123 $x997)))))
  2.1847 +(let ((@x2551 (monotonicity @x2542 (rewrite (= $x2129 $x2546)) (= $x2132 (or (or $x123 $x997) $x2546)))))
  2.1848 +(let ((@x2556 (trans @x2551 (rewrite (= (or (or $x123 $x997) $x2546) $x2552)) (= $x2132 $x2552))))
  2.1849 +(let ((@x2516 (monotonicity (rewrite (= $x978 (not (or $x176 $x917)))) (= $x981 (not (not (or $x176 $x917)))))))
  2.1850 +(let ((@x2520 (trans @x2516 (rewrite (= (not (not (or $x176 $x917))) (or $x176 $x917))) (= $x981 (or $x176 $x917)))))
  2.1851 +(let ((@x2528 (trans (monotonicity @x2520 (= $x989 (or (or $x176 $x917) $x985))) (rewrite (= (or (or $x176 $x917) $x985) (or $x176 $x917 $x985))) (= $x989 (or $x176 $x917 $x985)))))
  2.1852 +(let ((@x2504 (rewrite (= (or (or $x175 (not $x177)) $x1010) (or $x175 (not $x177) $x1010)))))
  2.1853 +(let ((@x2496 (rewrite (= (not (not (or $x175 (not $x177)))) (or $x175 (not $x177))))))
  2.1854 +(let ((@x2494 (monotonicity (rewrite (= $x178 (not (or $x175 (not $x177))))) (= $x398 (not (not (or $x175 (not $x177))))))))
  2.1855 +(let ((@x2501 (monotonicity (trans @x2494 @x2496 (= $x398 (or $x175 (not $x177)))) (= $x1037 (or (or $x175 (not $x177)) $x1010)))))
  2.1856 +(let ((@x2509 (quant-intro (trans @x2501 @x2504 (= $x1037 (or $x175 (not $x177) $x1010))) (= $x1040 $x2507))))
  2.1857 +(let ((?x1573 (?v1!6 ?0)))
  2.1858 +(let (($x1578 (fun_app$ v_b_Visited_G_0$ ?x1573)))
  2.1859 +(let (($x2091 (and (not $x2070) $x1578 $x2086)))
  2.1860 +(let (($x2094 (or $x949 $x2091)))
  2.1861 +(let ((@x2465 (monotonicity (rewrite (= $x946 (not (or $x123 $x942)))) (= $x949 (not (not (or $x123 $x942)))))))
  2.1862 +(let ((@x2469 (trans @x2465 (rewrite (= (not (not (or $x123 $x942))) (or $x123 $x942))) (= $x949 (or $x123 $x942)))))
  2.1863 +(let ((@x2478 (monotonicity @x2469 (rewrite (= $x2091 $x2473)) (= $x2094 (or (or $x123 $x942) $x2473)))))
  2.1864 +(let ((@x2483 (trans @x2478 (rewrite (= (or (or $x123 $x942) $x2473) $x2479)) (= $x2094 $x2479))))
  2.1865 +(let ((@x2945 (monotonicity (quant-intro @x2483 (= $x2097 $x2484)) @x2509 (quant-intro @x2528 (= $x992 $x2529)) (quant-intro @x2556 (= $x2135 $x2557)) (monotonicity @x2711 (trans @x2928 @x2937 (= $x2296 $x2935)) (= $x2301 $x2940)) (= $x2310 (and $x2484 $x170 $x1046 $x2507 $x2529 $x2557 $x2940)))))
  2.1866 +(let ((@x2958 (trans @x2945 (rewrite (= (and $x2484 $x170 $x1046 $x2507 $x2529 $x2557 $x2940) $x2954)) (= $x2310 $x2954))))
  2.1867 +(let (($x1549 (and (not (>= (+ ?x124 ?x1536) 0)) $x133 (= (+ ?x124 ?x1536 (b_G$ (pair$ ?0 ?v0!5))) 0))))
  2.1868 +(let (($x1559 (not $x1549)))
  2.1869 +(let ((@x2441 (monotonicity (rewrite (= $x1549 (not $x2435))) (= $x1559 (not (not $x2435))))))
  2.1870 +(let ((@x2448 (quant-intro (trans @x2441 (rewrite (= (not (not $x2435)) $x2435)) (= $x1559 $x2435)) (= $x1562 $x2446))))
  2.1871 +(let ((@x2458 (trans (monotonicity @x2448 (= $x2057 (and $x1534 $x1539 $x2446))) (rewrite (= (and $x1534 $x1539 $x2446) $x2454)) (= $x2057 $x2454))))
  2.1872 +(let ((@x2418 (monotonicity (rewrite (= $x921 (not (or $x134 $x917)))) (= $x924 (not (not (or $x134 $x917)))))))
  2.1873 +(let ((@x2422 (trans @x2418 (rewrite (= (not (not (or $x134 $x917))) (or $x134 $x917))) (= $x924 (or $x134 $x917)))))
  2.1874 +(let ((@x2430 (trans (monotonicity @x2422 (= $x931 (or (or $x134 $x917) $x928))) (rewrite (= (or (or $x134 $x917) $x928) (or $x134 $x917 $x928))) (= $x931 (or $x134 $x917 $x928)))))
  2.1875 +(let ((@x2964 (monotonicity (quant-intro @x2430 (= $x934 $x2431)) (monotonicity @x2458 @x2958 (= $x2315 $x2959)) (= $x2318 (and $x2431 $x2959)))))
  2.1876 +(let ((@x2396 (monotonicity (rewrite (= (and $x1507 (not $x1512)) (not (or $x2389 $x1512)))) (= $x1515 (not (not (or $x2389 $x1512)))))))
  2.1877 +(let ((@x2400 (trans @x2396 (rewrite (= (not (not (or $x2389 $x1512))) (or $x2389 $x1512))) (= $x1515 (or $x2389 $x1512)))))
  2.1878 +(let ((@x2408 (trans (monotonicity @x2400 (= $x2046 (or (or $x2389 $x1512) $x2043))) (rewrite (= (or (or $x2389 $x1512) $x2043) $x2404)) (= $x2046 $x2404))))
  2.1879 +(let ((@x2975 (monotonicity (monotonicity @x2408 (= $x2049 $x2409)) (trans @x2964 (rewrite (= (and $x2431 $x2959) $x2968)) (= $x2318 $x2968)) (= $x2321 $x2973))))
  2.1880 +(let (($x2382 (= (or (or $x133 (not (fun_app$ v_b_Visited_G_0$ ?1))) $x902) $x2381)))
  2.1881 +(let (($x2379 (= $x906 (or (or $x133 (not (fun_app$ v_b_Visited_G_0$ ?1))) $x902))))
  2.1882 +(let (($x2367 (or $x133 (not (fun_app$ v_b_Visited_G_0$ ?1)))))
  2.1883 +(let ((@x2373 (monotonicity (rewrite (= $x146 (not $x2367))) (= $x377 (not (not $x2367))))))
  2.1884 +(let ((@x2380 (monotonicity (trans @x2373 (rewrite (= (not (not $x2367)) $x2367)) (= $x377 $x2367)) $x2379)))
  2.1885 +(let ((@x2388 (quant-intro (trans @x2380 (rewrite $x2382) (= $x906 $x2381)) (= $x909 $x2386))))
  2.1886 +(let ((@x2986 (trans (monotonicity @x2388 @x2975 (= $x2324 (and $x2386 $x2973))) (rewrite (= (and $x2386 $x2973) $x2982)) (= $x2324 $x2982))))
  2.1887 +(let ((@x2350 (monotonicity (rewrite (= (and (not $x1484) $x1486) (not (or $x1484 $x2343)))) (= $x1488 (not (not (or $x1484 $x2343)))))))
  2.1888 +(let ((@x2354 (trans @x2350 (rewrite (= (not (not (or $x1484 $x2343))) (or $x1484 $x2343))) (= $x1488 (or $x1484 $x2343)))))
  2.1889 +(let ((@x2362 (trans (monotonicity @x2354 (= $x1494 (or (or $x1484 $x2343) $x1493))) (rewrite (= (or (or $x1484 $x2343) $x1493) $x2358)) (= $x1494 $x2358))))
  2.1890 +(let ((@x2989 (monotonicity (monotonicity @x2362 (= $x1495 $x2363)) @x2986 (= $x2327 $x2987))))
  2.1891 +(let ((@x2999 (trans (monotonicity @x2989 (= $x2330 (and $x894 $x2987))) (rewrite (= (and $x894 $x2987) $x2995)) (= $x2330 $x2995))))
  2.1892 +(let ((@x3005 (monotonicity (monotonicity @x2999 (= $x2333 $x3000)) (= $x2336 (and $x142 $x3000)))))
  2.1893 +(let ((@x3015 (monotonicity (trans @x3005 (rewrite (= (and $x142 $x3000) $x3008)) (= $x2336 $x3008)) (= $x2339 $x3013))))
  2.1894 +(let (($x1933 (forall ((?v1 B_Vertex$) )(! (let ((?x1906 (v_b_SP_G_2$ ?v0!20)))
  2.1895 +(let ((?x1907 (* (- 1) ?x1906)))
  2.1896 +(let ((?x268 (v_b_SP_G_2$ ?v1)))
  2.1897 +(let (($x286 (fun_app$ v_b_Visited_G_2$ ?v1)))
  2.1898 +(let (($x1920 (and (not (>= (+ ?x268 ?x1907) 0)) $x286 (= (+ (b_G$ (pair$ ?v1 ?v0!20)) ?x268 ?x1907) 0))))
  2.1899 +(not $x1920)))))) :qid k!38))
  2.1900 +))
  2.1901 +(let (($x1927 (not (not (and $x1905 $x1910)))))
  2.1902 +(let (($x1937 (and $x1927 $x1933)))
  2.1903 +(let (($x1942 (and $x1284 $x1937)))
  2.1904 +(let (($x1946 (or $x1893 $x1942)))
  2.1905 +(let (($x1950 (and $x1265 $x1946)))
  2.1906 +(let (($x1954 (or $x1866 $x1950)))
  2.1907 +(let (($x1958 (and $x1251 $x1954)))
  2.1908 +(let (($x1962 (or $x1843 $x1958)))
  2.1909 +(let (($x1837 (not $x768)))
  2.1910 +(let (($x1966 (and $x1837 $x1962)))
  2.1911 +(let (($x1970 (or $x768 $x1966)))
  2.1912 +(let (($x1974 (and $x647 $x1970)))
  2.1913 +(let (($x1978 (or $x1825 $x1974)))
  2.1914 +(let (($x1982 (and $x1242 $x1978)))
  2.1915 +(let (($x1986 (or $x1808 $x1982)))
  2.1916 +(let (($x1796 (and (and $x1769 $x1774) $x253 $x1209 $x1204 $x261 $x1188 $x1194)))
  2.1917 +(let (($x1990 (and $x1796 $x1986)))
  2.1918 +(let (($x1734 (not (or $x1728 (>= (+ ?x1722 ?x1716 ?x1730) 0)))))
  2.1919 +(let (($x1751 (or $x1734 $x1747)))
  2.1920 +(let (($x1708 (forall ((?v0 B_Vertex$) )(! (let ((?x227 (fun_app$a v_b_SP_G_3$ ?v0)))
  2.1921 +(let ((?x1092 (* (- 1) ?x227)))
  2.1922 +(let ((?x1694 (fun_app$a v_b_SP_G_3$ (?v1!9 ?v0))))
  2.1923 +(let ((?x1699 (b_G$ (pair$ (?v1!9 ?v0) ?v0))))
  2.1924 +(let (($x1701 (= (+ ?x1699 ?x1694 ?x1092) 0)))
  2.1925 +(let (($x1702 (and (not (>= (+ ?x1694 ?x1092) 0)) $x1701)))
  2.1926 +(let (($x1094 (<= (+ b_Infinity$ ?x1092) 0)))
  2.1927 +(let (($x1095 (not $x1094)))
  2.1928 +(let (($x123 (= ?v0 b_Source$)))
  2.1929 +(let (($x128 (not $x123)))
  2.1930 +(let (($x1098 (and $x128 $x1095)))
  2.1931 +(let (($x1101 (not $x1098)))
  2.1932 +(or $x1101 $x1702))))))))))))) :qid k!38))
  2.1933 +))
  2.1934 +(let (($x1755 (and $x1708 $x1751)))
  2.1935 +(let (($x1682 (forall ((?v1 B_Vertex$) )(! (let ((?x1656 (fun_app$a v_b_SP_G_3$ ?v0!8)))
  2.1936 +(let ((?x1657 (* (- 1) ?x1656)))
  2.1937 +(let ((?x227 (fun_app$a v_b_SP_G_3$ ?v1)))
  2.1938 +(let (($x1670 (and (not (>= (+ ?x227 ?x1657) 0)) (= (+ (b_G$ (pair$ ?v1 ?v0!8)) ?x227 ?x1657) 0))))
  2.1939 +(not $x1670))))) :qid k!38))
  2.1940 +))
  2.1941 +(let (($x1676 (not (not (and $x1655 $x1660)))))
  2.1942 +(let (($x1686 (and $x1676 $x1682)))
  2.1943 +(let (($x1759 (or $x1686 $x1755)))
  2.1944 +(let (($x1647 (and $x1636 $x209 $x212 $x214 $x217)))
  2.1945 +(let (($x1763 (and $x1647 $x1759)))
  2.1946 +(let (($x1994 (or $x1763 $x1990)))
  2.1947 +(let (($x1624 (forall ((?v0 B_Vertex$) )(! (let ((?x171 (fun_app$a v_b_SP_G_1$ ?v0)))
  2.1948 +(let ((?x995 (* (- 1) ?x171)))
  2.1949 +(let ((?x1608 (?v1!7 ?v0)))
  2.1950 +(let ((?x1609 (fun_app$a v_b_SP_G_1$ ?x1608)))
  2.1951 +(let ((?x1615 (b_G$ (pair$ ?x1608 ?v0))))
  2.1952 +(let (($x1617 (= (+ ?x1615 ?x1609 ?x995) 0)))
  2.1953 +(let (($x1613 (fun_app$ v_b_Visited_G_1$ ?x1608)))
  2.1954 +(let (($x1618 (and (not (>= (+ ?x1609 ?x995) 0)) $x1613 $x1617)))
  2.1955 +(let (($x997 (<= (+ b_Infinity$ ?x995) 0)))
  2.1956 +(let (($x998 (not $x997)))
  2.1957 +(let (($x123 (= ?v0 b_Source$)))
  2.1958 +(let (($x128 (not $x123)))
  2.1959 +(let (($x1001 (and $x128 $x998)))
  2.1960 +(let (($x1004 (not $x1001)))
  2.1961 +(or $x1004 $x1618))))))))))))))) :qid k!38))
  2.1962 +))
  2.1963 +(let (($x1589 (forall ((?v0 B_Vertex$) )(! (let ((?x1580 (b_G$ (pair$ (?v1!6 ?v0) ?v0))))
  2.1964 +(let ((?x124 (v_b_SP_G_0$ ?v0)))
  2.1965 +(let ((?x940 (* (- 1) ?x124)))
  2.1966 +(let ((?x1573 (?v1!6 ?v0)))
  2.1967 +(let ((?x1574 (v_b_SP_G_0$ ?x1573)))
  2.1968 +(let (($x1582 (= (+ ?x1574 ?x940 ?x1580) 0)))
  2.1969 +(let (($x1578 (fun_app$ v_b_Visited_G_0$ ?x1573)))
  2.1970 +(let (($x1583 (and (not (>= (+ ?x1574 ?x940) 0)) $x1578 $x1582)))
  2.1971 +(let (($x123 (= ?v0 b_Source$)))
  2.1972 +(let (($x128 (not $x123)))
  2.1973 +(let (($x946 (and $x128 (not (<= (+ b_Infinity$ ?x940) 0)))))
  2.1974 +(let (($x949 (not $x946)))
  2.1975 +(or $x949 $x1583))))))))))))) :qid k!38))
  2.1976 +))
  2.1977 +(let (($x1627 (and $x1589 $x170 $x1046 $x1040 $x992 $x1624)))
  2.1978 +(let (($x1998 (and $x1627 $x1994)))
  2.1979 +(let (($x1556 (not (not (and $x1534 $x1539)))))
  2.1980 +(let (($x1566 (and $x1556 $x1562)))
  2.1981 +(let (($x2002 (or $x1566 $x1998)))
  2.1982 +(let (($x2006 (and $x934 $x2002)))
  2.1983 +(let (($x1522 (not (or $x1515 (>= (+ ?x1516 ?x1518 ?x1509) 0)))))
  2.1984 +(let (($x2010 (or $x1522 $x2006)))
  2.1985 +(let (($x2014 (and $x909 $x2010)))
  2.1986 +(let (($x2018 (or $x1495 $x2014)))
  2.1987 +(let (($x2022 (and $x894 $x2018)))
  2.1988 +(let (($x2026 (or $x1472 $x2022)))
  2.1989 +(let (($x1466 (not $x864)))
  2.1990 +(let (($x2030 (and $x1466 $x2026)))
  2.1991 +(let (($x2034 (or $x864 $x2030)))
  2.1992 +(let (($x1920 (and (not (>= (+ ?x268 ?x1907) 0)) $x286 (= (+ (b_G$ (pair$ ?0 ?v0!20)) ?x268 ?x1907) 0))))
  2.1993 +(let (($x1930 (not $x1920)))
  2.1994 +(let (($x2235 (= (+ (b_G$ (pair$ ?0 ?v0!20)) ?x268 ?x1907) (+ ?x268 ?x1907 (b_G$ (pair$ ?0 ?v0!20))))))
  2.1995 +(let ((@x2239 (monotonicity (rewrite $x2235) (= (= (+ (b_G$ (pair$ ?0 ?v0!20)) ?x268 ?x1907) 0) $x2237))))
  2.1996 +(let ((@x2248 (quant-intro (monotonicity (monotonicity @x2239 (= $x1920 $x2240)) (= $x1930 $x2243)) (= $x1933 $x2246))))
  2.1997 +(let ((@x2251 (monotonicity (rewrite (= $x1927 (and $x1905 $x1910))) @x2248 (= $x1937 (and (and $x1905 $x1910) $x2246)))))
  2.1998 +(let ((@x2259 (trans (monotonicity @x2251 (= $x1942 (and $x1284 (and (and $x1905 $x1910) $x2246)))) (rewrite (= (and $x1284 (and (and $x1905 $x1910) $x2246)) $x2255)) (= $x1942 $x2255))))
  2.1999 +(let ((@x2268 (monotonicity (monotonicity (monotonicity @x2259 (= $x1946 $x2260)) (= $x1950 $x2263)) (= $x1954 $x2266))))
  2.2000 +(let ((@x2277 (monotonicity (rewrite (= $x1837 $x292)) (monotonicity (monotonicity @x2268 (= $x1958 $x2269)) (= $x1962 $x2272)) (= $x1966 $x2275))))
  2.2001 +(let ((@x2286 (monotonicity (monotonicity (monotonicity @x2277 (= $x1970 $x2278)) (= $x1974 $x2281)) (= $x1978 $x2284))))
  2.2002 +(let ((@x2295 (monotonicity (monotonicity (monotonicity @x2286 (= $x1982 $x2287)) (= $x1986 $x2290)) (= $x1990 (and $x1796 $x2290)))))
  2.2003 +(let ((@x2206 (monotonicity (rewrite (= (+ ?x1722 ?x1716 ?x1730) ?x2201)) (= (>= (+ ?x1722 ?x1716 ?x1730) 0) $x2204))))
  2.2004 +(let ((@x2209 (monotonicity @x2206 (= (or $x1728 (>= (+ ?x1722 ?x1716 ?x1730) 0)) $x2207))))
  2.2005 +(let (($x2192 (and (not $x2171) $x2187)))
  2.2006 +(let (($x2195 (or $x1101 $x2192)))
  2.2007 +(let ((?x1092 (* (- 1) ?x227)))
  2.2008 +(let ((?x1694 (fun_app$a v_b_SP_G_3$ (?v1!9 ?0))))
  2.2009 +(let ((?x1699 (b_G$ (pair$ (?v1!9 ?0) ?0))))
  2.2010 +(let (($x1701 (= (+ ?x1699 ?x1694 ?x1092) 0)))
  2.2011 +(let (($x1702 (and (not (>= (+ ?x1694 ?x1092) 0)) $x1701)))
  2.2012 +(let (($x1705 (or $x1101 $x1702)))
  2.2013 +(let ((@x2184 (monotonicity (rewrite (= (+ ?x1699 ?x1694 ?x1092) (+ ?x1092 ?x1694 ?x1699))) (= $x1701 (= (+ ?x1092 ?x1694 ?x1699) 0)))))
  2.2014 +(let ((@x2191 (trans @x2184 (rewrite (= (= (+ ?x1092 ?x1694 ?x1699) 0) $x2187)) (= $x1701 $x2187))))
  2.2015 +(let ((@x2168 (monotonicity (rewrite (= (+ ?x1694 ?x1092) (+ ?x1092 ?x1694))) (= (>= (+ ?x1694 ?x1092) 0) (>= (+ ?x1092 ?x1694) 0)))))
  2.2016 +(let ((@x2175 (trans @x2168 (rewrite (= (>= (+ ?x1092 ?x1694) 0) $x2171)) (= (>= (+ ?x1694 ?x1092) 0) $x2171))))
  2.2017 +(let ((@x2194 (monotonicity (monotonicity @x2175 (= (not (>= (+ ?x1694 ?x1092) 0)) (not $x2171))) @x2191 (= $x1702 $x2192))))
  2.2018 +(let ((@x2218 (monotonicity (quant-intro (monotonicity @x2194 (= $x1705 $x2195)) (= $x1708 $x2198)) (monotonicity (monotonicity @x2209 (= $x1734 $x2210)) (= $x1751 $x2213)) (= $x1755 $x2216))))
  2.2019 +(let (($x1670 (and (not (>= (+ ?x227 ?x1657) 0)) (= (+ (b_G$ (pair$ ?0 ?v0!8)) ?x227 ?x1657) 0))))
  2.2020 +(let (($x1679 (not $x1670)))
  2.2021 +(let (($x2141 (= (+ (b_G$ (pair$ ?0 ?v0!8)) ?x227 ?x1657) (+ ?x227 ?x1657 (b_G$ (pair$ ?0 ?v0!8))))))
  2.2022 +(let ((@x2145 (monotonicity (rewrite $x2141) (= (= (+ (b_G$ (pair$ ?0 ?v0!8)) ?x227 ?x1657) 0) $x2143))))
  2.2023 +(let ((@x2154 (quant-intro (monotonicity (monotonicity @x2145 (= $x1670 $x2146)) (= $x1679 $x2149)) (= $x1682 $x2152))))
  2.2024 +(let ((@x2157 (monotonicity (rewrite (= $x1676 (and $x1655 $x1660))) @x2154 (= $x1686 (and (and $x1655 $x1660) $x2152)))))
  2.2025 +(let ((@x2162 (trans @x2157 (rewrite (= (and (and $x1655 $x1660) $x2152) $x2158)) (= $x1686 $x2158))))
  2.2026 +(let ((@x2224 (monotonicity (monotonicity @x2162 @x2218 (= $x1759 $x2219)) (= $x1763 (and $x1647 $x2219)))))
  2.2027 +(let ((@x2303 (monotonicity (trans @x2224 (rewrite (= (and $x1647 $x2219) $x2225)) (= $x1763 $x2225)) (trans @x2295 (rewrite (= (and $x1796 $x2290) $x2296)) (= $x1990 $x2296)) (= $x1994 $x2301))))
  2.2028 +(let ((?x995 (* (- 1) ?x171)))
  2.2029 +(let ((?x1609 (fun_app$a v_b_SP_G_1$ ?x1608)))
  2.2030 +(let ((?x1615 (b_G$ (pair$ ?x1608 ?0))))
  2.2031 +(let (($x1617 (= (+ ?x1615 ?x1609 ?x995) 0)))
  2.2032 +(let (($x1618 (and (not (>= (+ ?x1609 ?x995) 0)) $x1613 $x1617)))
  2.2033 +(let (($x1621 (or $x1004 $x1618)))
  2.2034 +(let ((@x2121 (monotonicity (rewrite (= (+ ?x1615 ?x1609 ?x995) (+ ?x995 ?x1609 ?x1615))) (= $x1617 (= (+ ?x995 ?x1609 ?x1615) 0)))))
  2.2035 +(let ((@x2128 (trans @x2121 (rewrite (= (= (+ ?x995 ?x1609 ?x1615) 0) $x2124)) (= $x1617 $x2124))))
  2.2036 +(let ((@x2105 (monotonicity (rewrite (= (+ ?x1609 ?x995) (+ ?x995 ?x1609))) (= (>= (+ ?x1609 ?x995) 0) (>= (+ ?x995 ?x1609) 0)))))
  2.2037 +(let ((@x2112 (trans @x2105 (rewrite (= (>= (+ ?x995 ?x1609) 0) $x2108)) (= (>= (+ ?x1609 ?x995) 0) $x2108))))
  2.2038 +(let ((@x2131 (monotonicity (monotonicity @x2112 (= (not (>= (+ ?x1609 ?x995) 0)) (not $x2108))) @x2128 (= $x1618 $x2129))))
  2.2039 +(let (($x1582 (= (+ (v_b_SP_G_0$ ?x1573) (* (- 1) ?x124) (b_G$ (pair$ ?x1573 ?0))) 0)))
  2.2040 +(let (($x1583 (and (not (>= (+ (v_b_SP_G_0$ ?x1573) (* (- 1) ?x124)) 0)) $x1578 $x1582)))
  2.2041 +(let (($x1586 (or $x949 $x1583)))
  2.2042 +(let (($x2081 (= (+ (* (- 1) ?x124) (v_b_SP_G_0$ ?x1573) (b_G$ (pair$ ?x1573 ?0))) 0)))
  2.2043 +(let (($x2079 (= (+ (v_b_SP_G_0$ ?x1573) (* (- 1) ?x124) (b_G$ (pair$ ?x1573 ?0))) (+ (* (- 1) ?x124) (v_b_SP_G_0$ ?x1573) (b_G$ (pair$ ?x1573 ?0))))))
  2.2044 +(let ((@x2090 (trans (monotonicity (rewrite $x2079) (= $x1582 $x2081)) (rewrite (= $x2081 $x2086)) (= $x1582 $x2086))))
  2.2045 +(let (($x2076 (= (not (>= (+ (v_b_SP_G_0$ ?x1573) (* (- 1) ?x124)) 0)) (not $x2070))))
  2.2046 +(let (($x1576 (>= (+ (v_b_SP_G_0$ ?x1573) (* (- 1) ?x124)) 0)))
  2.2047 +(let (($x2063 (= (+ (v_b_SP_G_0$ ?x1573) (* (- 1) ?x124)) (+ (* (- 1) ?x124) (v_b_SP_G_0$ ?x1573)))))
  2.2048 +(let ((@x2067 (monotonicity (rewrite $x2063) (= $x1576 (>= (+ (* (- 1) ?x124) (v_b_SP_G_0$ ?x1573)) 0)))))
  2.2049 +(let ((@x2074 (trans @x2067 (rewrite (= (>= (+ (* (- 1) ?x124) (v_b_SP_G_0$ ?x1573)) 0) $x2070)) (= $x1576 $x2070))))
  2.2050 +(let ((@x2096 (monotonicity (monotonicity (monotonicity @x2074 $x2076) @x2090 (= $x1583 $x2091)) (= $x1586 $x2094))))
  2.2051 +(let ((@x2306 (monotonicity (quant-intro @x2096 (= $x1589 $x2097)) (quant-intro (monotonicity @x2131 (= $x1621 $x2132)) (= $x1624 $x2135)) (= $x1627 (and $x2097 $x170 $x1046 $x1040 $x992 $x2135)))))
  2.2052 +(let ((@x2309 (monotonicity @x2306 @x2303 (= $x1998 (and (and $x2097 $x170 $x1046 $x1040 $x992 $x2135) $x2301)))))
  2.2053 +(let ((@x2314 (trans @x2309 (rewrite (= (and (and $x2097 $x170 $x1046 $x1040 $x992 $x2135) $x2301) $x2310)) (= $x1998 $x2310))))
  2.2054 +(let ((@x2056 (monotonicity (rewrite (= $x1556 (and $x1534 $x1539))) (= $x1566 (and (and $x1534 $x1539) $x1562)))))
  2.2055 +(let ((@x2061 (trans @x2056 (rewrite (= (and (and $x1534 $x1539) $x1562) $x2057)) (= $x1566 $x2057))))
  2.2056 +(let ((@x2320 (monotonicity (monotonicity @x2061 @x2314 (= $x2002 $x2315)) (= $x2006 $x2318))))
  2.2057 +(let ((@x2045 (monotonicity (rewrite (= (+ ?x1516 ?x1518 ?x1509) ?x2040)) (= (>= (+ ?x1516 ?x1518 ?x1509) 0) $x2043))))
  2.2058 +(let ((@x2048 (monotonicity @x2045 (= (or $x1515 (>= (+ ?x1516 ?x1518 ?x1509) 0)) $x2046))))
  2.2059 +(let ((@x2323 (monotonicity (monotonicity @x2048 (= $x1522 $x2049)) @x2320 (= $x2010 $x2321))))
  2.2060 +(let ((@x2332 (monotonicity (monotonicity (monotonicity @x2323 (= $x2014 $x2324)) (= $x2018 $x2327)) (= $x2022 $x2330))))
  2.2061 +(let ((@x2338 (monotonicity (rewrite (= $x1466 $x142)) (monotonicity @x2332 (= $x2026 $x2333)) (= $x2030 $x2336))))
  2.2062 +(let (($x1921 (exists ((?v1 B_Vertex$) )(! (let ((?x1906 (v_b_SP_G_2$ ?v0!20)))
  2.2063 +(let ((?x1907 (* (- 1) ?x1906)))
  2.2064 +(let ((?x268 (v_b_SP_G_2$ ?v1)))
  2.2065 +(let (($x286 (fun_app$ v_b_Visited_G_2$ ?v1)))
  2.2066 +(and (not (>= (+ ?x268 ?x1907) 0)) $x286 (= (+ (b_G$ (pair$ ?v1 ?v0!20)) ?x268 ?x1907) 0)))))) :qid k!38))
  2.2067 +))
  2.2068 +(let ((@x1939 (nnf-neg (refl (~ $x1927 $x1927)) (nnf-neg (refl (~ $x1930 $x1930)) (~ (not $x1921) $x1933)) (~ (not (or (not (and $x1905 $x1910)) $x1921)) $x1937))))
  2.2069 +(let ((@x1941 (trans (sk (~ (not $x1324) (not (or (not (and $x1905 $x1910)) $x1921)))) @x1939 (~ (not $x1324) $x1937))))
  2.2070 +(let ((@x1902 (nnf-neg (nnf-pos (refl (~ $x1281 $x1281)) (~ $x1284 $x1284)) (~ (not $x1287) $x1284))))
  2.2071 +(let ((@x1949 (nnf-neg (sk (~ $x1287 $x1893)) (nnf-neg @x1902 @x1941 (~ (not $x1327) $x1942)) (~ (not $x1330) $x1946))))
  2.2072 +(let ((@x1875 (nnf-neg (nnf-pos (refl (~ $x1262 $x1262)) (~ $x1265 $x1265)) (~ (not $x1268) $x1265))))
  2.2073 +(let ((@x1957 (nnf-neg (sk (~ $x1268 $x1866)) (nnf-neg @x1875 @x1949 (~ (not $x1333) $x1950)) (~ (not $x1336) $x1954))))
  2.2074 +(let ((@x1852 (nnf-neg (nnf-pos (refl (~ (>= ?x268 0) (>= ?x268 0))) (~ $x1251 $x1251)) (~ (not $x1254) $x1251))))
  2.2075 +(let ((@x1965 (nnf-neg (sk (~ $x1254 $x1843)) (nnf-neg @x1852 @x1957 (~ (not $x1339) $x1958)) (~ (not $x1342) $x1962))))
  2.2076 +(let ((@x1973 (nnf-neg (refl (~ $x768 $x768)) (nnf-neg (refl (~ $x1837 $x1837)) @x1965 (~ (not $x1345) $x1966)) (~ (not $x1348) $x1970))))
  2.2077 +(let ((@x1834 (nnf-neg (nnf-pos (refl (~ (or $x295 $x273) (or $x295 $x273))) (~ $x647 $x647)) (~ (not $x780) $x647))))
  2.2078 +(let ((@x1981 (nnf-neg (sk (~ $x780 $x1825)) (nnf-neg @x1834 @x1973 (~ (not $x1351) $x1974)) (~ (not $x1354) $x1978))))
  2.2079 +(let ((@x1817 (nnf-neg (nnf-pos (refl (~ $x1238 $x1238)) (~ $x1242 $x1242)) (~ (not $x1245) $x1242))))
  2.2080 +(let ((@x1989 (nnf-neg (sk (~ $x1245 $x1808)) (nnf-neg @x1817 @x1981 (~ (not $x1357) $x1982)) (~ (not $x1360) $x1986))))
  2.2081 +(let ((@x1798 (monotonicity (sk (~ $x1075 (and $x1769 $x1774))) (refl (~ $x253 $x253)) (refl (~ $x1209 $x1209)) (nnf-pos (refl (~ $x1201 $x1201)) (~ $x1204 $x1204)) (refl (~ $x261 $x261)) (nnf-pos (refl (~ $x1185 $x1185)) (~ $x1188 $x1188)) (nnf-pos (refl (~ $x1191 $x1191)) (~ $x1194 $x1194)) (~ $x1230 $x1796))))
  2.2082 +(let ((@x1993 (nnf-neg (nnf-neg @x1798 (~ (not $x1235) $x1796)) @x1989 (~ (not $x1363) $x1990))))
  2.2083 +(let ((@x1743 (nnf-neg (nnf-pos (refl (~ $x1138 $x1138)) (~ $x1141 $x1141)) (~ (not $x1144) $x1141))))
  2.2084 +(let ((@x1754 (nnf-neg (sk (~ $x1144 $x1734)) (nnf-neg @x1743 (refl (~ $x1744 $x1744)) (~ (not $x1147) $x1747)) (~ (not $x1150) $x1751))))
  2.2085 +(let ((@x1710 (nnf-pos (monotonicity (refl (~ $x1101 $x1101)) (sk (~ $x1117 $x1702)) (~ $x1120 $x1705)) (~ $x1123 $x1708))))
  2.2086 +(let ((@x1758 (nnf-neg (nnf-neg @x1710 (~ (not $x1126) $x1708)) @x1754 (~ (not $x1153) $x1755))))
  2.2087 +(let (($x1671 (exists ((?v1 B_Vertex$) )(! (let ((?x1656 (fun_app$a v_b_SP_G_3$ ?v0!8)))
  2.2088 +(let ((?x1657 (* (- 1) ?x1656)))
  2.2089 +(let ((?x227 (fun_app$a v_b_SP_G_3$ ?v1)))
  2.2090 +(and (not (>= (+ ?x227 ?x1657) 0)) (= (+ (b_G$ (pair$ ?v1 ?v0!8)) ?x227 ?x1657) 0))))) :qid k!38))
  2.2091 +))
  2.2092 +(let ((@x1688 (nnf-neg (refl (~ $x1676 $x1676)) (nnf-neg (refl (~ $x1679 $x1679)) (~ (not $x1671) $x1682)) (~ (not (or (not (and $x1655 $x1660)) $x1671)) $x1686))))
  2.2093 +(let ((@x1690 (trans (sk (~ $x1126 (not (or (not (and $x1655 $x1660)) $x1671)))) @x1688 (~ $x1126 $x1686))))
  2.2094 +(let ((@x1649 (monotonicity (nnf-neg (refl (~ (not $x1072) (not $x1072))) (~ $x1078 $x1636)) (refl (~ $x209 $x209)) (refl (~ $x212 $x212)) (refl (~ $x214 $x214)) (refl (~ $x217 $x217)) (~ $x1084 $x1647))))
  2.2095 +(let ((@x1766 (nnf-neg (nnf-neg @x1649 (~ (not $x1089) $x1647)) (nnf-neg @x1690 @x1758 (~ (not $x1156) $x1759)) (~ (not $x1159) $x1763))))
  2.2096 +(let ((@x1626 (nnf-pos (monotonicity (refl (~ $x1004 $x1004)) (sk (~ $x1026 $x1618)) (~ $x1029 $x1621)) (~ $x1032 $x1624))))
  2.2097 +(let ((@x1591 (nnf-pos (monotonicity (refl (~ $x949 $x949)) (sk (~ $x969 $x1583)) (~ $x972 $x1586)) (~ $x975 $x1589))))
  2.2098 +(let ((@x1629 (monotonicity @x1591 (refl (~ $x170 $x170)) (nnf-pos (refl (~ (>= ?x171 0) (>= ?x171 0))) (~ $x1046 $x1046)) (nnf-pos (refl (~ $x1037 $x1037)) (~ $x1040 $x1040)) (nnf-pos (refl (~ $x989 $x989)) (~ $x992 $x992)) @x1626 (~ $x1064 $x1627))))
  2.2099 +(let ((@x2001 (nnf-neg (nnf-neg @x1629 (~ (not $x1069) $x1627)) (nnf-neg @x1766 @x1993 (~ (not $x1366) $x1994)) (~ (not $x1369) $x1998))))
  2.2100 +(let (($x1550 (exists ((?v1 B_Vertex$) )(! (let ((?x1535 (v_b_SP_G_0$ ?v0!5)))
  2.2101 +(let ((?x1536 (* (- 1) ?x1535)))
  2.2102 +(let ((?x124 (v_b_SP_G_0$ ?v1)))
  2.2103 +(let (($x133 (fun_app$ v_b_Visited_G_0$ ?v1)))
  2.2104 +(and (not (>= (+ ?x124 ?x1536) 0)) $x133 (= (+ ?x124 ?x1536 (b_G$ (pair$ ?v1 ?v0!5))) 0)))))) :qid k!38))
  2.2105 +))
  2.2106 +(let ((@x1568 (nnf-neg (refl (~ $x1556 $x1556)) (nnf-neg (refl (~ $x1559 $x1559)) (~ (not $x1550) $x1562)) (~ (not (or (not (and $x1534 $x1539)) $x1550)) $x1566))))
  2.2107 +(let ((@x1570 (trans (sk (~ (not $x975) (not (or (not (and $x1534 $x1539)) $x1550)))) @x1568 (~ (not $x975) $x1566))))
  2.2108 +(let ((@x1531 (nnf-neg (nnf-pos (refl (~ $x931 $x931)) (~ $x934 $x934)) (~ (not $x937) $x934))))
  2.2109 +(let ((@x2009 (nnf-neg @x1531 (nnf-neg @x1570 @x2001 (~ (not $x1372) $x2002)) (~ (not $x1375) $x2006))))
  2.2110 +(let ((@x1504 (nnf-neg (nnf-pos (refl (~ $x906 $x906)) (~ $x909 $x909)) (~ (not $x912) $x909))))
  2.2111 +(let ((@x2017 (nnf-neg @x1504 (nnf-neg (sk (~ $x937 $x1522)) @x2009 (~ (not $x1378) $x2010)) (~ (not $x1381) $x2014))))
  2.2112 +(let ((@x1481 (nnf-neg (nnf-pos (refl (~ (>= ?x124 0) (>= ?x124 0))) (~ $x894 $x894)) (~ (not $x897) $x894))))
  2.2113 +(let ((@x2025 (nnf-neg @x1481 (nnf-neg (sk (~ $x912 $x1495)) @x2017 (~ (not $x1384) $x2018)) (~ (not $x1387) $x2022))))
  2.2114 +(let ((@x2033 (nnf-neg (refl (~ $x1466 $x1466)) (nnf-neg (sk (~ $x897 $x1472)) @x2025 (~ (not $x1390) $x2026)) (~ (not $x1393) $x2030))))
  2.2115 +(let ((@x2037 (mp~ (not-or-elim (mp (asserted $x344) @x1406 $x1402) (not $x1396)) (nnf-neg (refl (~ $x864 $x864)) @x2033 (~ (not $x1396) $x2034)) $x2034)))
  2.2116 +(let ((@x3873 (mp (mp (mp @x2037 (monotonicity @x2338 (= $x2034 $x2339)) $x2339) @x3015 $x3013) (monotonicity @x3869 (= $x3013 $x3870)) $x3870)))
  2.2117 +(let ((@x4276 (unit-resolution @x3873 (lemma (unit-resolution @x5800 @x3487 (hypothesis $x864) false) $x142) $x3867)))
  2.2118 +(let ((@x4278 (unit-resolution (def-axiom (or $x3861 $x1472 $x3855)) (unit-resolution (def-axiom (or $x3864 $x3858)) @x4276 $x3858) (lemma @x5085 $x1471) $x3855)))
  2.2119 +(let ((@x3051 (unit-resolution ((_ quant-inst ?v0!2) (or (not $x3495) $x2343)) @x3500 (hypothesis $x1486) false)))
  2.2120 +(let ((@x4352 (unit-resolution (def-axiom (or $x3849 $x2363 $x3843)) (unit-resolution (def-axiom (or $x2358 $x1486)) (lemma @x3051 $x2343) $x2358) (unit-resolution (def-axiom (or $x3852 $x3846)) @x4278 $x3846) $x3843)))
  2.2121 +(let ((@x4355 (unit-resolution (def-axiom (or $x3837 $x2409 $x3831)) (unit-resolution (def-axiom (or $x3840 $x3834)) @x4352 $x3834) (unit-resolution (def-axiom (or $x2404 $x1507)) (lemma @x4007 $x2389) $x2404) $x3831)))
  2.2122 +(let ((@x4357 (unit-resolution (def-axiom (or $x3825 $x3539 $x3819)) (unit-resolution (def-axiom (or $x3828 $x3822)) @x4355 $x3822) (lemma @x3189 $x3536) $x3819)))
  2.2123 +(let ((@x4135 (unit-resolution (def-axiom (or $x3816 $x170)) @x4357 $x170)))
  2.2124 +(let ((@x4159 (hypothesis $x3652)))
  2.2125 +(let ((@x4139 (unit-resolution (def-axiom (or $x3649 $x214)) @x4159 $x214)))
  2.2126 +(let ((@x4149 (unit-resolution (def-axiom (or $x3625 $x1744)) (trans (monotonicity @x4139 (= ?x242 ?x169)) @x4135 $x243) $x3625)))
  2.2127 +(let (($x1720 (not $x1719)))
  2.2128 +(let ((@x3125 (hypothesis $x2645)))
  2.2129 +(let (($x4264 (>= (+ ?x1716 (* (- 1) (fun_app$a v_b_SP_G_1$ ?v1!10))) 0)))
  2.2130 +(let ((@x4002 (symm (hypothesis $x214) (= v_b_SP_G_1$ v_b_SP_G_3$))))
  2.2131 +(let ((@x5768 (symm (monotonicity @x4002 (= (fun_app$a v_b_SP_G_1$ ?v1!10) ?x1716)) (= ?x1716 (fun_app$a v_b_SP_G_1$ ?v1!10)))))
  2.2132 +(let ((@x5656 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not (= ?x1716 (fun_app$a v_b_SP_G_1$ ?v1!10))) $x4264)) @x5768 $x4264)))
  2.2133 +(let (($x5398 (<= (+ b_Infinity$ (* (- 1) (fun_app$a v_b_SP_G_1$ ?v1!10))) 0)))
  2.2134 +(let (($x5689 (fun_app$ v_b_Visited_G_1$ ?v1!10)))
  2.2135 +(let (($x6142 (not $x5689)))
  2.2136 +(let ((?x5569 (fun_app$a v_b_SP_G_1$ ?v1!10)))
  2.2137 +(let ((?x5512 (fun_app$a v_b_SP_G_1$ ?v0!11)))
  2.2138 +(let ((?x5709 (* (- 1) ?x5512)))
  2.2139 +(let ((?x4184 (+ ?x1722 ?x5709 ?x5569)))
  2.2140 +(let (($x4211 (>= ?x4184 0)))
  2.2141 +(let ((?x4266 (+ ?x1729 ?x5709)))
  2.2142 +(let (($x4267 (<= ?x4266 0)))
  2.2143 +(let ((@x4273 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not (= ?x1729 ?x5512)) $x4267)) (symm (monotonicity @x4002 (= ?x5512 ?x1729)) (= ?x1729 ?x5512)) $x4267)))
  2.2144 +(let ((@x4363 ((_ th-lemma arith farkas 1 -1 -1 1) (hypothesis $x4267) (hypothesis $x4264) (hypothesis $x4211) (hypothesis (not $x2204)) false)))
  2.2145 +(let ((@x4274 (unit-resolution (lemma @x4363 (or (not $x4211) (not $x4267) (not $x4264) $x2204)) @x4273 @x5656 (unit-resolution (def-axiom (or $x2640 (not $x2204))) @x3125 (not $x2204)) (not $x4211))))
  2.2146 +(let (($x4220 (or $x3573 $x6142 $x1725 $x4211)))
  2.2147 +(let (($x5674 (or $x6142 $x1725 (>= (+ ?x1722 ?x5569 ?x5709) 0))))
  2.2148 +(let (($x4221 (or $x3573 $x5674)))
  2.2149 +(let ((@x4210 (monotonicity (rewrite (= (+ ?x1722 ?x5569 ?x5709) ?x4184)) (= (>= (+ ?x1722 ?x5569 ?x5709) 0) $x4211))))
  2.2150 +(let ((@x4224 (monotonicity (monotonicity @x4210 (= $x5674 (or $x6142 $x1725 $x4211))) (= $x4221 (or $x3573 (or $x6142 $x1725 $x4211))))))
  2.2151 +(let ((@x4227 (trans @x4224 (rewrite (= (or $x3573 (or $x6142 $x1725 $x4211)) $x4220)) (= $x4221 $x4220))))
  2.2152 +(let ((@x4360 (unit-resolution (mp ((_ quant-inst ?v0!11 ?v1!10) $x4221) @x4227 $x4220) (unit-resolution (def-axiom (or $x3816 $x3568)) @x4357 $x3568) (unit-resolution (def-axiom (or $x2640 (not $x1725))) @x3125 (not $x1725)) (or $x6142 $x4211))))
  2.2153 +(let (($x5857 (or $x5689 $x5398)))
  2.2154 +(let ((@x5652 (mp ((_ quant-inst ?v1!10) (or $x3590 $x5857)) (rewrite (= (or $x3590 $x5857) (or $x3590 $x5689 $x5398))) (or $x3590 $x5689 $x5398))))
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  2.2156 +(let ((@x4362 ((_ th-lemma arith farkas -1 1 1) @x4367 @x5656 (unit-resolution (def-axiom (or $x2640 $x1720)) @x3125 $x1720) false)))
  2.2157 +(let ((@x4151 (unit-resolution (lemma @x4362 (or $x2640 $x3590 $x2703)) (unit-resolution (def-axiom (or $x3649 $x3585)) @x4159 $x3585) @x4139 $x2640)))
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  2.2162 +(let ((?x5119 (* (- 1) ?x5112)))
  2.2163 +(let ((?x3935 (?v1!7 ?v0!8)))
  2.2164 +(let ((?x3976 (pair$ ?x3935 ?v0!8)))
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  2.2166 +(let ((?x3928 (fun_app$a v_b_SP_G_1$ ?x3935)))
  2.2167 +(let ((?x3958 (+ ?x3928 ?x3971 ?x5119)))
  2.2168 +(let (($x3970 (= ?x3958 0)))
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  2.2172 +(let (($x3890 (>= (+ ?x3928 ?x5119) 0)))
  2.2173 +(let (($x4009 (or $x3890 $x3959 $x3980)))
  2.2174 +(let ((?x4378 (fun_app$a v_b_SP_G_3$ ?x3935)))
  2.2175 +(let ((?x4397 (* (- 1) ?x4378)))
  2.2176 +(let ((?x4601 (+ ?x3928 ?x4397)))
  2.2177 +(let (($x4605 (>= ?x4601 0)))
  2.2178 +(let ((@x4642 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not (= ?x3928 ?x4378)) $x4605)) (symm (monotonicity (hypothesis $x214) (= ?x4378 ?x3928)) (= ?x3928 ?x4378)) $x4605)))
  2.2179 +(let ((?x4137 (+ ?x1656 ?x5119)))
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  2.2182 +(let (($x4065 (<= ?x3958 0)))
  2.2183 +(let ((@x5126 (unit-resolution (def-axiom (or $x4009 $x3970)) (hypothesis (not $x4009)) $x3970)))
  2.2184 +(let (($x4604 (<= ?x4601 0)))
  2.2185 +(let ((@x5858 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not (= ?x3928 ?x4378)) $x4604)) (symm (monotonicity (hypothesis $x214) (= ?x4378 ?x3928)) (= ?x3928 ?x4378)) $x4604)))
  2.2186 +(let (($x4121 (<= ?x4137 0)))
  2.2187 +(let ((@x5140 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not (= ?x1656 ?x5112)) $x4121)) (symm (monotonicity @x4002 (= ?x5112 ?x1656)) (= ?x1656 ?x5112)) $x4121)))
  2.2188 +(let (($x4058 (>= ?x3958 0)))
  2.2189 +(let (($x4399 (<= (+ ?x1656 ?x4397) 0)))
  2.2190 +(let (($x4338 (not $x4399)))
  2.2191 +(let ((@x4989 (unit-resolution (def-axiom (or $x4009 (not $x3890))) (hypothesis (not $x4009)) (not $x3890))))
  2.2192 +(let ((@x5003 (unit-resolution ((_ th-lemma arith assign-bounds -1 1 -1) (or $x4338 (not $x4122) $x3890 (not $x4605))) @x4989 @x4625 @x4642 $x4338)))
  2.2193 +(let (($x4758 (not $x4605)))
  2.2194 +(let (($x4757 (not $x4122)))
  2.2195 +(let (($x4898 (or $x4399 $x3600 (not $x4058) (not $x4121) (not $x4604) (not $x4065) $x4757 $x4758)))
  2.2196 +(let ((?x5665 (* (- 1) ?x3971)))
  2.2197 +(let ((?x4417 (+ ?x1656 ?x5665 ?x4397)))
  2.2198 +(let (($x4445 (>= ?x4417 0)))
  2.2199 +(let ((@x5038 (unit-resolution ((_ th-lemma arith assign-bounds 1 -1 -1) (or $x4445 (not $x4065) $x4757 $x4758)) (hypothesis $x4065) (hypothesis $x4122) (hypothesis $x4605) $x4445)))
  2.2200 +(let (($x4444 (<= ?x4417 0)))
  2.2201 +(let ((@x4331 (unit-resolution ((_ th-lemma arith assign-bounds 1 -1 -1) (or $x4444 (not $x4058) (not $x4121) (not $x4604))) (hypothesis $x4058) (hypothesis $x4121) (hypothesis $x4604) $x4444)))
  2.2202 +(let (($x4418 (= ?x4417 0)))
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  2.2208 +(let (($x4432 (or $x3600 $x4388)))
  2.2209 +(let ((@x4414 (monotonicity (rewrite (= (+ ?x4378 ?x1657 ?x3971) (+ ?x1657 ?x3971 ?x4378))) (= (= (+ ?x4378 ?x1657 ?x3971) 0) (= (+ ?x1657 ?x3971 ?x4378) 0)))))
  2.2210 +(let ((@x4427 (trans @x4414 (rewrite (= (= (+ ?x1657 ?x3971 ?x4378) 0) $x4418)) (= (= (+ ?x4378 ?x1657 ?x3971) 0) $x4418))))
  2.2211 +(let ((@x4396 (monotonicity (rewrite (= (+ ?x4378 ?x1657) (+ ?x1657 ?x4378))) (= $x4384 (>= (+ ?x1657 ?x4378) 0)))))
  2.2212 +(let ((@x4406 (trans @x4396 (rewrite (= (>= (+ ?x1657 ?x4378) 0) $x4399)) (= $x4384 $x4399))))
  2.2213 +(let ((@x4446 (monotonicity @x4406 (monotonicity @x4427 (= (not (= (+ ?x4378 ?x1657 ?x3971) 0)) $x4428)) (= $x4388 $x4430))))
  2.2214 +(let ((@x4442 (trans (monotonicity @x4446 (= $x4432 (or $x3600 $x4430))) (rewrite (= (or $x3600 $x4430) $x4447)) (= $x4432 $x4447))))
  2.2215 +(let ((@x5041 (unit-resolution (mp ((_ quant-inst (?v1!7 ?v0!8)) $x4432) @x4442 $x4447) (hypothesis $x3595) $x4430)))
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  2.2222 +(let (($x3956 (<= (+ ?x5112 (* (- 1) ?x3928)) 0)))
  2.2223 +(let (($x3033 (or $x1654 $x3139 (not (or $x3956 $x3959 (not (= (+ ?x5112 (* (- 1) ?x3928) ?x5665) 0)))))))
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  2.2227 +(let (($x5977 (= (+ ?x5112 (* (- 1) ?x3928) ?x5665) 0)))
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  2.2229 +(let ((@x3957 (monotonicity @x3929 (= $x5977 (= (+ (* (- 1) ?x3928) ?x5665 ?x5112) 0)))))
  2.2230 +(let ((@x3988 (trans @x3957 (rewrite (= (= (+ (* (- 1) ?x3928) ?x5665 ?x5112) 0) $x3970)) (= $x5977 $x3970))))
  2.2231 +(let ((@x3898 (monotonicity (rewrite (= (+ ?x5112 (* (- 1) ?x3928)) (+ (* (- 1) ?x3928) ?x5112))) (= $x3956 (<= (+ (* (- 1) ?x3928) ?x5112) 0)))))
  2.2232 +(let ((@x3927 (trans @x3898 (rewrite (= (<= (+ (* (- 1) ?x3928) ?x5112) 0) $x3890)) (= $x3956 $x3890))))
  2.2233 +(let ((@x4011 (monotonicity (monotonicity @x3927 (monotonicity @x3988 (= (not $x5977) $x3980)) $x4010) $x3964)))
  2.2234 +(let ((@x4050 (monotonicity (monotonicity @x4011 (= $x3033 (or $x1654 $x3139 $x4014))) (= $x4043 (or $x3581 (or $x1654 $x3139 $x4014))))))
  2.2235 +(let ((@x4053 (trans @x4050 (rewrite (= (or $x3581 (or $x1654 $x3139 $x4014)) $x4042)) (= $x4043 $x4042))))
  2.2236 +(let ((@x4248 (unit-resolution (mp ((_ quant-inst ?v0!8) $x4043) @x4053 $x4042) @x4189 (unit-resolution (def-axiom (or $x3603 $x1655)) @x4158 $x1655) (or $x3139 $x4014))))
  2.2237 +(let (($x4136 (= ?x1656 ?x5112)))
  2.2238 +(let ((@x4235 (monotonicity (symm @x4139 (= v_b_SP_G_1$ v_b_SP_G_3$)) (= ?x5112 ?x1656))))
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  2.2241 +(let ((@x4802 (unit-resolution (def-axiom (or $x3813 $x3652 $x3807)) (lemma @x4238 $x3649) (unit-resolution (def-axiom (or $x3816 $x3810)) @x4357 $x3810) $x3807)))
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  2.2245 +(let (($x4298 (fun_app$ v_b_Visited_G_2$ ?v0!20)))
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  2.2251 +(let (($x9479 (not $x6002)))
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  2.2258 +(let (($x4665 (<= ?x4664 0)))
  2.2259 +(let ((?x4668 (pair$ ?x4661 ?v0!20)))
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  2.2262 +(let ((?x4671 (+ ?x4413 ?x4663 ?x4670)))
  2.2263 +(let (($x4672 (= ?x4671 0)))
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  2.2268 +(let (($x4675 (not $x4674)))
  2.2269 +(let (($x1884 (not $x1883)))
  2.2270 +(let ((@x8699 (hypothesis $x2806)))
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  2.2272 +(let ((?x7554 (pair$ v_b_v_G_1$ ?v0!19)))
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  2.2279 +(let (($x6876 (= ?x7471 0)))
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  2.2281 +(let (($x6123 (>= ?x7471 0)))
  2.2282 +(let (($x8149 (not $x6123)))
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  2.2284 +(let ((?x9069 (+ ?x1880 ?x7512)))
  2.2285 +(let (($x8504 (>= ?x9069 0)))
  2.2286 +(let (($x6383 (= ?v1!18 v_b_v_G_1$)))
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  2.2297 +(let ((@x4771 (monotonicity (commutativity (= (= ?x1803 ?x1804) (= ?x1804 ?x1803))) (= (not (= ?x1803 ?x1804)) (not (= ?x1804 ?x1803))))))
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  2.2299 +(let ((@x4772 (mp (unit-resolution ((_ th-lemma arith triangle-eq) (or $x4765 $x1807)) (hypothesis $x1808) $x4765) @x4771 (not (= ?x1804 ?x1803)))))
  2.2300 +(let (($x4288 (= ?x1804 ?x1803)))
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  2.2303 +(let (($x4290 (or $x3678 $x4933 $x4288)))
  2.2304 +(let (($x4289 (or (not (or $x3165 (<= (+ ?x1803 ?x1168 (* (- 1) ?x5283)) 0))) $x4288)))
  2.2305 +(let (($x4291 (or $x3678 $x4289)))
  2.2306 +(let (($x3167 (<= (+ ?x1803 ?x1168 (* (- 1) ?x5283)) 0)))
  2.2307 +(let ((@x4198 (rewrite (= (+ ?x1803 ?x1168 (* (- 1) ?x5283)) (+ ?x1168 ?x1803 (* (- 1) ?x5283))))))
  2.2308 +(let ((@x4195 (monotonicity @x4198 (= $x3167 (<= (+ ?x1168 ?x1803 (* (- 1) ?x5283)) 0)))))
  2.2309 +(let ((@x5138 (trans @x4195 (rewrite (= (<= (+ ?x1168 ?x1803 (* (- 1) ?x5283)) 0) $x4202)) (= $x3167 $x4202))))
  2.2310 +(let ((@x4283 (monotonicity (monotonicity @x5138 (= (or $x3165 $x3167) $x4930)) (= (not (or $x3165 $x3167)) $x4933))))
  2.2311 +(let ((@x4294 (monotonicity (monotonicity @x4283 (= $x4289 $x4284)) (= $x4291 (or $x3678 $x4284)))))
  2.2312 +(let ((@x5050 (mp ((_ quant-inst ?v0!13) $x4291) (trans @x4294 (rewrite (= (or $x3678 $x4284) $x4290)) (= $x4291 $x4290)) $x4290)))
  2.2313 +(let ((@x4805 (unit-resolution (def-axiom (or $x4930 (not $x3165))) (unit-resolution (unit-resolution @x5050 @x4803 $x4284) @x4772 $x4933) (not $x3165))))
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  2.2316 +(let ((@x4789 (unit-resolution (def-axiom (or $x3804 $x3665)) @x4802 $x3665)))
  2.2317 +(let (($x5129 (or $x3670 $x3165 $x4202 $x4859)))
  2.2318 +(let (($x4192 (or $x3165 $x3167 (= (+ ?x254 ?x5283 ?x1805) 0))))
  2.2319 +(let (($x5130 (or $x3670 $x4192)))
  2.2320 +(let ((@x4861 (monotonicity (rewrite (= (+ ?x254 ?x5283 ?x1805) ?x5139)) (= (= (+ ?x254 ?x5283 ?x1805) 0) $x4859))))
  2.2321 +(let ((@x5135 (monotonicity (monotonicity @x5138 @x4861 (= $x4192 $x5127)) (= $x5130 (or $x3670 $x5127)))))
  2.2322 +(let ((@x5160 (mp ((_ quant-inst ?v0!13) $x5130) (trans @x5135 (rewrite (= (or $x3670 $x5127) $x5129)) (= $x5130 $x5129)) $x5129)))
  2.2323 +(let ((@x4787 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x4859) (>= ?x5139 0))) (unit-resolution (unit-resolution @x5160 @x4789 $x5127) @x4788 @x4805 $x4859) (>= ?x5139 0))))
  2.2324 +(let ((@x4795 (unit-resolution ((_ th-lemma arith farkas 1 1) (or (<= ?x1806 0) $x1807)) (hypothesis $x1808) (<= ?x1806 0))))
  2.2325 +(let ((@x5162 (unit-resolution (def-axiom (or $x3801 $x1808 $x3795)) (unit-resolution (def-axiom (or $x3804 $x3798)) @x4802 $x3798) $x3798)))
  2.2326 +(let ((@x4711 (unit-resolution @x5162 (lemma ((_ th-lemma arith farkas 1 -1 1) @x4795 @x4788 @x4787 false) $x1807) $x3795)))
  2.2327 +(let ((@x4714 (unit-resolution (def-axiom (or $x3792 $x3681)) @x4711 $x3681)))
  2.2328 +(let (($x6395 (or $x3686 $x7401)))
  2.2329 +(let ((@x8489 (monotonicity (rewrite (= (+ ?x7388 ?x1889) (+ ?x1889 ?x7388))) (= (>= (+ ?x7388 ?x1889) 0) (>= (+ ?x1889 ?x7388) 0)))))
  2.2330 +(let ((@x7634 (trans @x8489 (rewrite (= (>= (+ ?x1889 ?x7388) 0) $x7401)) (= (>= (+ ?x7388 ?x1889) 0) $x7401))))
  2.2331 +(let ((@x8284 (trans (monotonicity @x7634 (= (or $x3686 (>= (+ ?x7388 ?x1889) 0)) $x6395)) (rewrite (= $x6395 $x6395)) (= (or $x3686 (>= (+ ?x7388 ?x1889) 0)) $x6395))))
  2.2332 +(let ((@x8710 (unit-resolution (mp ((_ quant-inst ?v0!19) (or $x3686 (>= (+ ?x7388 ?x1889) 0))) @x8284 $x6395) @x4714 $x7401)))
  2.2333 +(let (($x8129 (>= (+ ?x1887 (* (- 1) (fun_app$a v_b_SP_G_1$ ?v1!18))) 0)))
  2.2334 +(let ((?x6950 (fun_app$a v_b_SP_G_1$ ?v1!18)))
  2.2335 +(let (($x6951 (= ?x1887 ?x6950)))
  2.2336 +(let (($x1819 (fun_app$ v_b_Visited_G_2$ ?v0!14)))
  2.2337 +(let (($x3393 (not $x1823)))
  2.2338 +(let (($x5543 (fun_app$ v_b_Visited_G_1$ ?v0!14)))
  2.2339 +(let (($x5064 (= ?v0!14 v_b_v_G_1$)))
  2.2340 +(let (($x6244 (or $x5064 $x5543)))
  2.2341 +(let (($x5974 (fun_app$ ?x260 ?v0!14)))
  2.2342 +(let (($x6373 (= $x5974 $x6244)))
  2.2343 +(let (($x3463 (forall ((?v0 B_Vertex_bool_fun$) (?v1 B_Vertex$) (?v2 Bool) (?v3 B_Vertex$) )(! (let (($x63 (fun_app$ (fun_upd$ ?v0 ?v1 ?v2) ?v3)))
  2.2344 +(= $x63 (ite (= ?v3 ?v1) ?v2 (fun_app$ ?v0 ?v3)))) :pattern ( (fun_app$ (fun_upd$ ?v0 ?v1 ?v2) ?v3) ) :qid k!34))
  2.2345 +))
  2.2346 +(let (($x73 (forall ((?v0 B_Vertex_bool_fun$) (?v1 B_Vertex$) (?v2 Bool) (?v3 B_Vertex$) )(! (let (($x63 (fun_app$ (fun_upd$ ?v0 ?v1 ?v2) ?v3)))
  2.2347 +(= $x63 (ite (= ?v3 ?v1) ?v2 (fun_app$ ?v0 ?v3)))) :qid k!34))
  2.2348 +))
  2.2349 +(let (($x63 (fun_app$ (fun_upd$ ?3 ?2 ?1) ?0)))
  2.2350 +(let (($x70 (= $x63 (ite (= ?0 ?2) ?1 (fun_app$ ?3 ?0)))))
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  2.2352 +(= $x63 (ite (= ?v3 ?v1) ?v2 (fun_app$ ?v0 ?v3)))) :qid k!34))
  2.2353 +))
  2.2354 +(let ((@x72 (rewrite (= (= $x63 (ite (= ?0 ?2) ?1 (fun_app$ ?3 ?0))) $x70))))
  2.2355 +(let ((@x1438 (mp~ (mp (asserted $x68) (quant-intro @x72 (= $x68 $x73)) $x73) (nnf-pos (refl (~ $x70 $x70)) (~ $x73 $x73)) $x73)))
  2.2356 +(let ((@x3468 (mp @x1438 (quant-intro (refl (= $x70 $x70)) (= $x73 $x3463)) $x3463)))
  2.2357 +(let (($x4134 (not $x3463)))
  2.2358 +(let (($x5805 (or $x4134 $x6373)))
  2.2359 +(let ((@x5853 (monotonicity (rewrite (= (ite $x5064 true $x5543) $x6244)) (= (= $x5974 (ite $x5064 true $x5543)) $x6373))))
  2.2360 +(let ((@x3152 (monotonicity @x5853 (= (or $x4134 (= $x5974 (ite $x5064 true $x5543))) $x5805))))
  2.2361 +(let ((@x4912 (trans @x3152 (rewrite (= $x5805 $x5805)) (= (or $x4134 (= $x5974 (ite $x5064 true $x5543))) $x5805))))
  2.2362 +(let ((@x4913 (mp ((_ quant-inst v_b_Visited_G_1$ v_b_v_G_1$ true ?v0!14) (or $x4134 (= $x5974 (ite $x5064 true $x5543)))) @x4912 $x5805)))
  2.2363 +(let ((@x5240 (mp (hypothesis $x1819) (symm (monotonicity @x6739 (= $x5974 $x1819)) (= $x1819 $x5974)) $x5974)))
  2.2364 +(let ((@x5728 (unit-resolution (def-axiom (or (not $x6373) (not $x5974) $x6244)) @x5240 (unit-resolution @x4913 @x3468 $x6373) $x6244)))
  2.2365 +(let ((@x7078 (hypothesis $x3393)))
  2.2366 +(let ((?x3063 (v_b_SP_G_2$ v_b_v_G_1$)))
  2.2367 +(let (($x3024 (= ?x3063 ?x254)))
  2.2368 +(let ((?x3076 (pair$ v_b_v_G_1$ v_b_v_G_1$)))
  2.2369 +(let ((?x3077 (b_G$ ?x3076)))
  2.2370 +(let (($x3038 (>= ?x3077 0)))
  2.2371 +(let (($x3080 (<= (+ b_Infinity$ (* (- 1) ?x3077)) 0)))
  2.2372 +(let (($x4540 (or $x3080 $x3038)))
  2.2373 +(let (($x6342 (= ?x3077 0)))
  2.2374 +(let (($x3469 (forall ((?v0 B_Vertex$) (?v1 B_Vertex$) )(! (or (not (= ?v0 ?v1)) (= (b_G$ (pair$ ?v0 ?v1)) 0)) :pattern ( (pair$ ?v0 ?v1) ) :qid k!36))
  2.2375 +))
  2.2376 +(let (($x95 (forall ((?v0 B_Vertex$) (?v1 B_Vertex$) )(! (or (not (= ?v0 ?v1)) (= (b_G$ (pair$ ?v0 ?v1)) 0)) :qid k!36))
  2.2377 +))
  2.2378 +(let (($x92 (or (not (= ?1 ?0)) (= (b_G$ (pair$ ?1 ?0)) 0))))
  2.2379 +(let (($x89 (forall ((?v0 B_Vertex$) (?v1 B_Vertex$) )(! (let (($x80 (= ?v0 ?v1)))
  2.2380 +(=> $x80 (= (b_G$ (pair$ ?v0 ?v1)) 0))) :qid k!36))
  2.2381 +))
  2.2382 +(let ((@x94 (rewrite (= (=> (= ?1 ?0) (= (b_G$ (pair$ ?1 ?0)) 0)) $x92))))
  2.2383 +(let ((@x1443 (mp~ (mp (asserted $x89) (quant-intro @x94 (= $x89 $x95)) $x95) (nnf-pos (refl (~ $x92 $x92)) (~ $x95 $x95)) $x95)))
  2.2384 +(let ((@x3474 (mp @x1443 (quant-intro (refl (= $x92 $x92)) (= $x95 $x3469)) $x3469)))
  2.2385 +(let (($x3045 (not $x3469)))
  2.2386 +(let (($x6595 (or $x3045 $x6342)))
  2.2387 +(let ((@x6585 (monotonicity (rewrite (= (= v_b_v_G_1$ v_b_v_G_1$) true)) (= (not (= v_b_v_G_1$ v_b_v_G_1$)) (not true)))))
  2.2388 +(let ((@x6587 (trans @x6585 (rewrite (= (not true) false)) (= (not (= v_b_v_G_1$ v_b_v_G_1$)) false))))
  2.2389 +(let ((@x6590 (monotonicity @x6587 (= (or (not (= v_b_v_G_1$ v_b_v_G_1$)) $x6342) (or false $x6342)))))
  2.2390 +(let ((@x6594 (trans @x6590 (rewrite (= (or false $x6342) $x6342)) (= (or (not (= v_b_v_G_1$ v_b_v_G_1$)) $x6342) $x6342))))
  2.2391 +(let ((@x6599 (monotonicity @x6594 (= (or $x3045 (or (not (= v_b_v_G_1$ v_b_v_G_1$)) $x6342)) $x6595))))
  2.2392 +(let ((@x6602 (trans @x6599 (rewrite (= $x6595 $x6595)) (= (or $x3045 (or (not (= v_b_v_G_1$ v_b_v_G_1$)) $x6342)) $x6595))))
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  2.2394 +(let ((@x6616 (lemma (unit-resolution @x6603 @x3474 (hypothesis (not $x6342)) false) $x6342)))
  2.2395 +(let ((@x7085 (unit-resolution (def-axiom (or $x4540 (not $x3038))) (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x6342) $x3038)) @x6616 $x3038) $x4540)))
  2.2396 +(let (($x4579 (not $x4540)))
  2.2397 +(let (($x4550 (or $x4579 $x3024)))
  2.2398 +(let (($x4556 (or $x3678 $x4579 $x3024)))
  2.2399 +(let (($x3874 (or (not (or $x3080 (<= (+ ?x254 ?x1168 (* (- 1) ?x3077)) 0))) $x3024)))
  2.2400 +(let (($x4557 (or $x3678 $x3874)))
  2.2401 +(let (($x3062 (<= (+ ?x254 ?x1168 (* (- 1) ?x3077)) 0)))
  2.2402 +(let ((@x4468 (monotonicity (rewrite (= (+ ?x254 ?x1168 (* (- 1) ?x3077)) (* (- 1) ?x3077))) (= $x3062 (<= (* (- 1) ?x3077) 0)))))
  2.2403 +(let ((@x4485 (trans @x4468 (rewrite (= (<= (* (- 1) ?x3077) 0) $x3038)) (= $x3062 $x3038))))
  2.2404 +(let ((@x4549 (monotonicity (monotonicity @x4485 (= (or $x3080 $x3062) $x4540)) (= (not (or $x3080 $x3062)) $x4579))))
  2.2405 +(let ((@x4561 (monotonicity (monotonicity @x4549 (= $x3874 $x4550)) (= $x4557 (or $x3678 $x4550)))))
  2.2406 +(let ((@x4574 (mp ((_ quant-inst v_b_v_G_1$) $x4557) (trans @x4561 (rewrite (= (or $x3678 $x4550) $x4556)) (= $x4557 $x4556)) $x4556)))
  2.2407 +(let ((@x7095 (trans (monotonicity (hypothesis $x5064) (= ?x1821 ?x3063)) (unit-resolution (unit-resolution @x4574 @x4803 $x4550) @x7085 $x3024) (= ?x1821 ?x254))))
  2.2408 +(let ((@x7096 (trans @x7095 (symm (monotonicity (hypothesis $x5064) (= ?x1822 ?x254)) (= ?x254 ?x1822)) $x1823)))
  2.2409 +(let ((@x6504 (unit-resolution (lemma (unit-resolution @x7078 @x7096 false) (or (not $x5064) $x1823)) @x7078 (not $x5064))))
  2.2410 +(let ((@x6501 (unit-resolution (def-axiom (or (not $x6244) $x5064 $x5543)) @x6504 (or (not $x6244) $x5543))))
  2.2411 +(let (($x6879 (>= (+ ?x254 (* (- 1) ?x1822)) 0)))
  2.2412 +(let (($x7105 (not $x6879)))
  2.2413 +(let (($x6372 (>= (+ ?x254 (* (- 1) ?x1822) (b_G$ (pair$ v_b_v_G_1$ ?v0!14))) 0)))
  2.2414 +(let (($x6043 (not $x6372)))
  2.2415 +(let (($x5623 (<= (+ b_Infinity$ (* (- 1) (b_G$ (pair$ v_b_v_G_1$ ?v0!14)))) 0)))
  2.2416 +(let (($x6328 (or $x5623 $x6372)))
  2.2417 +(let (($x5555 (not $x6328)))
  2.2418 +(let (($x5565 (or $x3678 $x5555 $x1823)))
  2.2419 +(let (($x5711 (<= (+ ?x1822 ?x1168 (* (- 1) (b_G$ (pair$ v_b_v_G_1$ ?v0!14)))) 0)))
  2.2420 +(let (($x5760 (or (not (or $x5623 $x5711)) $x1823)))
  2.2421 +(let (($x5490 (or $x3678 $x5760)))
  2.2422 +(let (($x5031 (<= (+ ?x1168 ?x1822 (* (- 1) (b_G$ (pair$ v_b_v_G_1$ ?v0!14)))) 0)))
  2.2423 +(let (($x5019 (= (+ ?x1822 ?x1168 (* (- 1) (b_G$ (pair$ v_b_v_G_1$ ?v0!14)))) (+ ?x1168 ?x1822 (* (- 1) (b_G$ (pair$ v_b_v_G_1$ ?v0!14)))))))
  2.2424 +(let ((@x6180 (trans (monotonicity (rewrite $x5019) (= $x5711 $x5031)) (rewrite (= $x5031 $x6372)) (= $x5711 $x6372))))
  2.2425 +(let ((@x5556 (monotonicity (monotonicity @x6180 (= (or $x5623 $x5711) $x6328)) (= (not (or $x5623 $x5711)) $x5555))))
  2.2426 +(let ((@x4918 (monotonicity (monotonicity @x5556 (= $x5760 (or $x5555 $x1823))) (= $x5490 (or $x3678 (or $x5555 $x1823))))))
  2.2427 +(let ((@x6362 (trans @x4918 (rewrite (= (or $x3678 (or $x5555 $x1823)) $x5565)) (= $x5490 $x5565))))
  2.2428 +(let ((@x6339 (unit-resolution (def-axiom (or $x6328 $x6043)) (unit-resolution (mp ((_ quant-inst ?v0!14) $x5490) @x6362 $x5565) @x4803 @x7078 $x5555) $x6043)))
  2.2429 +(let ((?x5617 (pair$ v_b_v_G_1$ ?v0!14)))
  2.2430 +(let ((?x5621 (b_G$ ?x5617)))
  2.2431 +(let (($x6266 (>= ?x5621 0)))
  2.2432 +(let ((@x6636 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not (= ?x5621 0)) $x6266)) (hypothesis (not $x6266)) (not (= ?x5621 0)))))
  2.2433 +(let (($x6078 (= v_b_v_G_1$ ?v0!14)))
  2.2434 +(let (($x6076 (<= ?x5621 0)))
  2.2435 +(let ((@x6410 (unit-resolution ((_ th-lemma arith farkas 1 1) (or $x6266 $x6076)) (hypothesis (not $x6266)) $x6076)))
  2.2436 +(let (($x6080 (or $x6078 (not $x6076))))
  2.2437 +(let (($x3475 (forall ((?v0 B_Vertex$) (?v1 B_Vertex$) )(! (let (($x80 (= ?v0 ?v1)))
  2.2438 +(or $x80 (not (<= (b_G$ (pair$ ?v0 ?v1)) 0)))) :pattern ( (pair$ ?v0 ?v1) ) :qid k!37))
  2.2439 +))
  2.2440 +(let (($x116 (forall ((?v0 B_Vertex$) (?v1 B_Vertex$) )(! (let (($x80 (= ?v0 ?v1)))
  2.2441 +(or $x80 (not (<= (b_G$ (pair$ ?v0 ?v1)) 0)))) :qid k!37))
  2.2442 +))
  2.2443 +(let (($x80 (= ?1 ?0)))
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  2.2448 +(=> (not (= ?v0 ?v1)) $x98)))) :qid k!37))
  2.2449 +))
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  2.2451 +(let ((?x81 (b_G$ ?x29)))
  2.2452 +(let (($x98 (< 0 ?x81)))
  2.2453 +(let (($x80 (= ?v0 ?v1)))
  2.2454 +(or $x80 $x98))))) :qid k!37))
  2.2455 +))
  2.2456 +(let ((?x29 (pair$ ?1 ?0)))
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  2.2460 +(let ((@x108 (quant-intro (rewrite (= (=> (not $x80) $x98) (or $x80 $x98))) (= $x101 $x106))))
  2.2461 +(let ((@x121 (mp (asserted $x101) (trans @x108 (quant-intro @x115 (= $x106 $x116)) (= $x101 $x116)) $x116)))
  2.2462 +(let ((@x3480 (mp (mp~ @x121 (nnf-pos (refl (~ $x113 $x113)) (~ $x116 $x116)) $x116) (quant-intro (refl (= $x113 $x113)) (= $x116 $x3475)) $x3475)))
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  2.2464 +(let (($x6086 (= ?x5621 0)))
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  2.2474 +(let ((@x6850 (unit-resolution @x6556 @x6683 @x6066 @x6134 (unit-resolution @x6501 @x5728 $x5543) false)))
  2.2475 +(let ((@x5791 (unit-resolution (lemma @x6850 $x1824) (unit-resolution (def-axiom (or $x1824 $x3393)) (hypothesis $x1825) $x3393) (unit-resolution (def-axiom (or $x1824 $x1819)) (hypothesis $x1825) $x1819) false)))
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  2.2480 +(let ((@x8621 ((_ th-lemma arith assign-bounds -1 -1 1) (or (not (>= (+ ?x1880 ?x6950 ?x7461) 0)) (not $x7401) $x1891 (not $x8129)))))
  2.2481 +(let ((@x8189 (unit-resolution @x8621 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x6951) $x8129)) @x5205 $x8129) (unit-resolution (def-axiom (or $x2801 (not $x1891))) @x8699 (not $x1891)) @x8710 (not (>= (+ ?x1880 ?x6950 ?x7461) 0)))))
  2.2482 +(let (($x5620 (= (or $x3573 (or $x6179 $x1883 (>= (+ ?x1880 ?x6950 ?x7461) 0))) (or $x3573 $x6179 $x1883 (>= (+ ?x1880 ?x6950 ?x7461) 0)))))
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  2.2485 +(let (($x8059 (or $x6383 $x5168)))
  2.2486 +(let (($x4914 (fun_app$ ?x260 ?v1!18)))
  2.2487 +(let (($x8555 (= $x4914 $x8059)))
  2.2488 +(let (($x7052 (or $x4134 $x8555)))
  2.2489 +(let ((@x8554 (monotonicity (rewrite (= (ite $x6383 true $x5168) $x8059)) (= (= $x4914 (ite $x6383 true $x5168)) $x8555))))
  2.2490 +(let ((@x8280 (monotonicity @x8554 (= (or $x4134 (= $x4914 (ite $x6383 true $x5168))) $x7052))))
  2.2491 +(let ((@x7080 (trans @x8280 (rewrite (= $x7052 $x7052)) (= (or $x4134 (= $x4914 (ite $x6383 true $x5168))) $x7052))))
  2.2492 +(let ((@x7791 (mp ((_ quant-inst v_b_Visited_G_1$ v_b_v_G_1$ true ?v1!18) (or $x4134 (= $x4914 (ite $x6383 true $x5168)))) @x7080 $x7052)))
  2.2493 +(let ((@x8161 (mp (unit-resolution (def-axiom (or $x2801 $x1878)) @x8699 $x1878) (symm (monotonicity @x6739 (= $x4914 $x1878)) (= $x1878 $x4914)) $x4914)))
  2.2494 +(let ((@x8162 (unit-resolution (def-axiom (or (not $x8555) (not $x4914) $x8059)) @x8161 (unit-resolution @x7791 @x3468 $x8555) $x8059)))
  2.2495 +(let ((@x8163 (unit-resolution (def-axiom (or (not $x8059) $x6383 $x5168)) @x8162 (unit-resolution @x8192 @x8189 $x6179) $x6383)))
  2.2496 +(let ((@x5864 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not (= ?x1880 ?x7555)) $x8504)) (monotonicity (monotonicity @x8163 (= ?x1879 ?x7554)) (= ?x1880 ?x7555)) $x8504)))
  2.2497 +(let (($x7609 (>= (+ ?x1887 (* (- 1) ?x3063)) 0)))
  2.2498 +(let ((@x5835 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not (= ?x1887 ?x3063)) $x7609)) (monotonicity @x8163 (= ?x1887 ?x3063)) $x7609)))
  2.2499 +(let ((?x3064 (* (- 1) ?x3063)))
  2.2500 +(let ((?x3904 (+ ?x254 ?x3064)))
  2.2501 +(let (($x3905 (<= ?x3904 0)))
  2.2502 +(let (($x4587 (= ?x254 ?x3063)))
  2.2503 +(let ((@x8351 (mp (unit-resolution (unit-resolution @x4574 @x4803 $x4550) @x7085 $x3024) (symm (commutativity (= $x4587 $x3024)) (= $x3024 $x4587)) $x4587)))
  2.2504 +(let ((@x8148 ((_ th-lemma arith farkas 1 -1 1 -1 1) (hypothesis $x6123) (hypothesis (not $x1891)) (hypothesis $x7609) (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x4587) $x3905)) @x8351 $x3905) (hypothesis $x8504) false)))
  2.2505 +(let ((@x6098 (unit-resolution (lemma @x8148 (or $x8149 $x1891 (not $x7609) (not $x8504))) (unit-resolution (def-axiom (or $x2801 (not $x1891))) @x8699 (not $x1891)) @x5835 @x5864 $x8149)))
  2.2506 +(let ((@x8175 (unit-resolution (def-axiom (or $x8378 (not $x7517))) (hypothesis (not $x8378)) (not $x7517))))
  2.2507 +(let (($x7000 (not $x4944)))
  2.2508 +(let ((@x8640 (unit-resolution (def-axiom (or $x8378 $x7000)) (hypothesis (not $x8378)) $x7000)))
  2.2509 +(let (($x6310 (or $x7517 $x4944 $x6876)))
  2.2510 +(let (($x7071 (or $x3670 $x7517 $x4944 $x6876)))
  2.2511 +(let (($x7524 (<= (+ ?x7388 ?x1168 ?x7512) 0)))
  2.2512 +(let (($x7589 (or $x7517 $x7524 (= (+ ?x254 ?x7555 ?x1889) 0))))
  2.2513 +(let (($x6768 (or $x3670 $x7589)))
  2.2514 +(let ((@x6946 (monotonicity (rewrite (= (+ ?x254 ?x7555 ?x1889) ?x7471)) (= (= (+ ?x254 ?x7555 ?x1889) 0) $x6876))))
  2.2515 +(let ((@x7308 (monotonicity (rewrite (= (+ ?x7388 ?x1168 ?x7512) (+ ?x1168 ?x7388 ?x7512))) (= $x7524 (<= (+ ?x1168 ?x7388 ?x7512) 0)))))
  2.2516 +(let ((@x8377 (trans @x7308 (rewrite (= (<= (+ ?x1168 ?x7388 ?x7512) 0) $x4944)) (= $x7524 $x4944))))
  2.2517 +(let ((@x6639 (monotonicity (monotonicity @x8377 @x6946 (= $x7589 $x6310)) (= $x6768 (or $x3670 $x6310)))))
  2.2518 +(let ((@x6030 (mp ((_ quant-inst ?v0!19) $x6768) (trans @x6639 (rewrite (= (or $x3670 $x6310) $x7071)) (= $x6768 $x7071)) $x7071)))
  2.2519 +(let ((@x8762 (unit-resolution (unit-resolution @x6030 @x4789 $x6310) @x8640 @x8175 (hypothesis $x8868) false)))
  2.2520 +(let ((@x8475 (unit-resolution (lemma @x8762 (or $x8378 $x6876)) (unit-resolution ((_ th-lemma arith triangle-eq) (or $x8868 $x6123)) @x6098 $x8868) $x8378)))
  2.2521 +(let ((@x8713 (lemma ((_ th-lemma arith farkas -1 -1 1) @x8710 (hypothesis $x8149) (hypothesis $x4944) false) (or $x7000 $x6123))))
  2.2522 +(let ((@x7808 (unit-resolution (def-axiom (or (not $x8378) $x7517 $x4944)) (unit-resolution @x8713 @x6098 $x7000) @x8475 $x7517)))
  2.2523 +(let ((@x7807 ((_ th-lemma arith farkas 1 -1 1) @x5864 @x7808 (unit-resolution (def-axiom (or $x2801 $x1884)) @x8699 $x1884) false)))
  2.2524 +(let (($x3381 (not $x1864)))
  2.2525 +(let ((@x6859 (hypothesis $x2760)))
  2.2526 +(let ((@x6910 (unit-resolution (def-axiom (or $x2755 $x3381)) @x6859 $x3381)))
  2.2527 +(let (($x6437 (<= (+ ?x254 (* (- 1) (fun_app$a v_b_SP_G_1$ ?v1!16))) 0)))
  2.2528 +(let (($x4947 (fun_app$ v_b_Visited_G_1$ ?v1!16)))
  2.2529 +(let (($x6336 (= ?v1!16 v_b_v_G_1$)))
  2.2530 +(let (($x8534 (or $x6336 $x4947)))
  2.2531 +(let (($x6263 (fun_app$ ?x260 ?v1!16)))
  2.2532 +(let (($x6346 (= $x6263 $x8534)))
  2.2533 +(let (($x8582 (or $x4134 $x6346)))
  2.2534 +(let ((@x8309 (monotonicity (rewrite (= (ite $x6336 true $x4947) $x8534)) (= (= $x6263 (ite $x6336 true $x4947)) $x6346))))
  2.2535 +(let ((@x8586 (monotonicity @x8309 (= (or $x4134 (= $x6263 (ite $x6336 true $x4947))) $x8582))))
  2.2536 +(let ((@x8591 (trans @x8586 (rewrite (= $x8582 $x8582)) (= (or $x4134 (= $x6263 (ite $x6336 true $x4947))) $x8582))))
  2.2537 +(let ((@x8592 (mp ((_ quant-inst v_b_Visited_G_1$ v_b_v_G_1$ true ?v1!16) (or $x4134 (= $x6263 (ite $x6336 true $x4947)))) @x8591 $x8582)))
  2.2538 +(let ((@x7062 (monotonicity (symm (monotonicity @x6739 (= $x6263 $x1855)) (= $x1855 $x6263)) (= (not $x1855) (not $x6263)))))
  2.2539 +(let ((@x7109 (mp (unit-resolution (def-axiom (or $x2755 (not $x1855))) @x6859 (not $x1855)) @x7062 (not $x6263))))
  2.2540 +(let ((@x7053 (unit-resolution (def-axiom (or (not $x6346) $x6263 (not $x8534))) @x7109 (unit-resolution @x8592 @x3468 $x6346) (not $x8534))))
  2.2541 +(let (($x7664 (or $x4947 $x6437)))
  2.2542 +(let ((@x7108 (unit-resolution (def-axiom (or $x3804 $x3655)) @x4802 $x3655)))
  2.2543 +(let (($x6930 (or $x3660 $x4947 $x6437)))
  2.2544 +(let (($x7189 (>= (+ (fun_app$a v_b_SP_G_1$ ?v1!16) ?x1168) 0)))
  2.2545 +(let (($x7192 (or $x4947 $x7189)))
  2.2546 +(let (($x7392 (or $x3660 $x7192)))
  2.2547 +(let ((@x6696 (rewrite (= (>= (+ ?x1168 (fun_app$a v_b_SP_G_1$ ?v1!16)) 0) $x6437))))
  2.2548 +(let (($x7657 (= (+ (fun_app$a v_b_SP_G_1$ ?v1!16) ?x1168) (+ ?x1168 (fun_app$a v_b_SP_G_1$ ?v1!16)))))
  2.2549 +(let ((@x6394 (monotonicity (rewrite $x7657) (= $x7189 (>= (+ ?x1168 (fun_app$a v_b_SP_G_1$ ?v1!16)) 0)))))
  2.2550 +(let ((@x7789 (monotonicity (monotonicity (trans @x6394 @x6696 (= $x7189 $x6437)) (= $x7192 $x7664)) (= $x7392 (or $x3660 $x7664)))))
  2.2551 +(let ((@x7788 (mp ((_ quant-inst ?v1!16) $x7392) (trans @x7789 (rewrite (= (or $x3660 $x7664) $x6930)) (= $x7392 $x6930)) $x6930)))
  2.2552 +(let ((@x7110 (unit-resolution (unit-resolution @x7788 @x7108 $x7664) (unit-resolution (def-axiom (or $x8534 (not $x4947))) @x7053 (not $x4947)) $x6437)))
  2.2553 +(let (($x6906 (<= (+ (v_b_SP_G_2$ ?v0!17) (* (- 1) (fun_app$a v_b_SP_G_1$ ?v0!17))) 0)))
  2.2554 +(let (($x7394 (or $x3686 $x6906)))
  2.2555 +(let (($x6869 (>= (+ (fun_app$a v_b_SP_G_1$ ?v0!17) (* (- 1) (v_b_SP_G_2$ ?v0!17))) 0)))
  2.2556 +(let (($x7794 (>= (+ (* (- 1) (v_b_SP_G_2$ ?v0!17)) (fun_app$a v_b_SP_G_1$ ?v0!17)) 0)))
  2.2557 +(let (($x7505 (= (+ (fun_app$a v_b_SP_G_1$ ?v0!17) (* (- 1) (v_b_SP_G_2$ ?v0!17))) (+ (* (- 1) (v_b_SP_G_2$ ?v0!17)) (fun_app$a v_b_SP_G_1$ ?v0!17)))))
  2.2558 +(let ((@x6937 (trans (monotonicity (rewrite $x7505) (= $x6869 $x7794)) (rewrite (= $x7794 $x6906)) (= $x6869 $x6906))))
  2.2559 +(let ((@x7419 (trans (monotonicity @x6937 (= (or $x3686 $x6869) $x7394)) (rewrite (= $x7394 $x7394)) (= (or $x3686 $x6869) $x7394))))
  2.2560 +(let (($x6920 (>= (+ (v_b_SP_G_2$ ?v1!16) (* (- 1) (fun_app$a v_b_SP_G_1$ ?v1!16))) 0)))
  2.2561 +(let ((?x6958 (fun_app$a v_b_SP_G_1$ ?v1!16)))
  2.2562 +(let ((?x1860 (v_b_SP_G_2$ ?v1!16)))
  2.2563 +(let (($x6841 (= ?x1860 ?x6958)))
  2.2564 +(let (($x7027 (>= (+ ?x254 (b_G$ (pair$ v_b_v_G_1$ ?v1!16)) (* (- 1) ?x6958)) 0)))
  2.2565 +(let (($x6231 (<= (+ b_Infinity$ (* (- 1) (b_G$ (pair$ v_b_v_G_1$ ?v1!16)))) 0)))
  2.2566 +(let (($x7455 (or $x6231 $x7027)))
  2.2567 +(let ((?x6824 (pair$ v_b_v_G_1$ ?v1!16)))
  2.2568 +(let ((?x6825 (b_G$ ?x6824)))
  2.2569 +(let ((?x6938 (* (- 1) ?x1860)))
  2.2570 +(let ((?x6929 (+ ?x254 ?x6938 ?x6825)))
  2.2571 +(let (($x7553 (= ?x6929 0)))
  2.2572 +(let (($x7206 (not $x7553)))
  2.2573 +(let (($x6067 (<= ?x6929 0)))
  2.2574 +(let (($x6919 (not $x6067)))
  2.2575 +(let (($x6631 (fun_app$ v_b_Visited_G_1$ ?v0!17)))
  2.2576 +(let (($x6844 (= ?v0!17 v_b_v_G_1$)))
  2.2577 +(let (($x6265 (or $x6844 $x6631)))
  2.2578 +(let (($x6895 (fun_app$ ?x260 ?v0!17)))
  2.2579 +(let (($x6665 (= $x6895 $x6265)))
  2.2580 +(let (($x5717 (or $x4134 $x6665)))
  2.2581 +(let ((@x6990 (monotonicity (rewrite (= (ite $x6844 true $x6631) $x6265)) (= (= $x6895 (ite $x6844 true $x6631)) $x6665))))
  2.2582 +(let ((@x7528 (monotonicity @x6990 (= (or $x4134 (= $x6895 (ite $x6844 true $x6631))) $x5717))))
  2.2583 +(let ((@x7133 (trans @x7528 (rewrite (= $x5717 $x5717)) (= (or $x4134 (= $x6895 (ite $x6844 true $x6631))) $x5717))))
  2.2584 +(let ((@x7043 (mp ((_ quant-inst v_b_Visited_G_1$ v_b_v_G_1$ true ?v0!17) (or $x4134 (= $x6895 (ite $x6844 true $x6631)))) @x7133 $x5717)))
  2.2585 +(let ((@x7214 (mp (unit-resolution (def-axiom (or $x2755 $x1857)) @x6859 $x1857) (symm (monotonicity @x6739 (= $x6895 $x1857)) (= $x1857 $x6895)) $x6895)))
  2.2586 +(let ((@x7215 (unit-resolution (def-axiom (or (not $x6665) (not $x6895) $x6265)) @x7214 (unit-resolution @x7043 @x3468 $x6665) $x6265)))
  2.2587 +(let (($x7558 (<= ?x6825 0)))
  2.2588 +(let (($x7559 (not $x7558)))
  2.2589 +(let ((@x6953 (symm (commutativity (= (= v_b_v_G_1$ ?v1!16) $x6336)) (= $x6336 (= v_b_v_G_1$ ?v1!16)))))
  2.2590 +(let ((@x6769 (mp (hypothesis (not $x6336)) (monotonicity @x6953 (= (not $x6336) (not (= v_b_v_G_1$ ?v1!16)))) (not (= v_b_v_G_1$ ?v1!16)))))
  2.2591 +(let (($x7557 (= v_b_v_G_1$ ?v1!16)))
  2.2592 +(let (($x7560 (or $x7557 $x7559)))
  2.2593 +(let ((@x5992 (mp ((_ quant-inst v_b_v_G_1$ ?v1!16) (or (not $x3475) $x7560)) (rewrite (= (or (not $x3475) $x7560) (or (not $x3475) $x7557 $x7559))) (or (not $x3475) $x7557 $x7559))))
  2.2594 +(let ((@x6161 (hypothesis $x3381)))
  2.2595 +(let ((?x6285 (fun_app$a v_b_SP_G_1$ ?v0!17)))
  2.2596 +(let ((?x6904 (* (- 1) ?x6285)))
  2.2597 +(let ((?x7131 (+ ?x254 ?x6904)))
  2.2598 +(let (($x6000 (>= ?x7131 0)))
  2.2599 +(let (($x6858 (not $x6844)))
  2.2600 +(let ((?x1861 (v_b_SP_G_2$ ?v0!17)))
  2.2601 +(let (($x6188 (= ?x1861 ?x3063)))
  2.2602 +(let (($x5847 (not $x6188)))
  2.2603 +(let ((?x5089 (+ ?x1861 ?x3064)))
  2.2604 +(let (($x5848 (<= ?x5089 0)))
  2.2605 +(let (($x6925 (not $x5848)))
  2.2606 +(let ((@x6267 (hypothesis $x6067)))
  2.2607 +(let (($x3906 (>= ?x3904 0)))
  2.2608 +(let (($x4341 (or $x3686 $x3906)))
  2.2609 +(let ((@x4906 ((_ quant-inst v_b_v_G_1$) $x4341)))
  2.2610 +(let ((@x6160 (unit-resolution @x4906 @x4714 $x3906)))
  2.2611 +(let ((@x6971 (lemma ((_ th-lemma arith farkas 1 1 1 1 1) @x6267 (hypothesis $x5848) @x6161 @x6160 (hypothesis $x7559) false) (or $x6925 $x6919 $x1864 $x7558))))
  2.2612 +(let ((@x6928 (unit-resolution @x6971 @x6267 @x6161 (unit-resolution (unit-resolution @x5992 @x3480 $x7560) @x6769 $x7559) $x6925)))
  2.2613 +(let ((@x6532 ((_ th-lemma arith triangle-eq) (or $x5847 $x5848))))
  2.2614 +(let ((@x5114 (unit-resolution (hypothesis $x5847) (monotonicity (hypothesis $x6844) $x6188) false)))
  2.2615 +(let ((@x5115 (lemma @x5114 (or $x6858 $x6188))))
  2.2616 +(let ((@x8623 (def-axiom (or (not $x6265) $x6844 $x6631))))
  2.2617 +(let ((@x4834 (unit-resolution @x8623 (unit-resolution @x5115 (unit-resolution @x6532 @x6928 $x5847) $x6858) (hypothesis $x6265) $x6631)))
  2.2618 +(let (($x5475 (= (or $x3565 (or $x252 (not $x6631) $x6000)) (or $x3565 $x252 (not $x6631) $x6000))))
  2.2619 +(let ((@x5735 (mp ((_ quant-inst ?v0!17 v_b_v_G_1$) (or $x3565 (or $x252 (not $x6631) $x6000))) (rewrite $x5475) (or $x3565 $x252 (not $x6631) $x6000))))
  2.2620 +(let ((@x6914 ((_ th-lemma arith farkas 1 1 1 1 1) @x6267 (unit-resolution @x5735 @x6683 @x6066 @x4834 $x6000) (unit-resolution (mp ((_ quant-inst ?v0!17) (or $x3686 $x6869)) @x7419 $x7394) @x4714 $x6906) @x6161 (unit-resolution (unit-resolution @x5992 @x3480 $x7560) @x6769 $x7559) false)))
  2.2621 +(let ((@x7217 (unit-resolution (lemma @x6914 (or $x6919 $x1864 (not $x6265) $x6336)) @x6910 @x7215 (unit-resolution (def-axiom (or $x8534 (not $x6336))) @x7053 (not $x6336)) $x6919)))
  2.2622 +(let ((@x6357 (unit-resolution (def-axiom (or $x7455 (not $x6231))) (hypothesis (not $x7455)) (not $x6231))))
  2.2623 +(let ((@x6426 (unit-resolution (def-axiom (or $x7455 (not $x7027))) (hypothesis (not $x7455)) (not $x7027))))
  2.2624 +(let (($x7603 (or $x6231 $x7027 $x7553)))
  2.2625 +(let (($x5113 (or $x3670 $x6231 $x7027 $x7553)))
  2.2626 +(let (($x6826 (<= (+ ?x6958 ?x1168 (* (- 1) ?x6825)) 0)))
  2.2627 +(let (($x6927 (or $x6231 $x6826 (= (+ ?x254 ?x6825 ?x6938) 0))))
  2.2628 +(let (($x7688 (or $x3670 $x6927)))
  2.2629 +(let ((@x7602 (monotonicity (rewrite (= (+ ?x254 ?x6825 ?x6938) ?x6929)) (= (= (+ ?x254 ?x6825 ?x6938) 0) $x7553))))
  2.2630 +(let ((@x7947 (rewrite (= (+ ?x6958 ?x1168 (* (- 1) ?x6825)) (+ ?x1168 (* (- 1) ?x6825) ?x6958)))))
  2.2631 +(let ((@x7737 (monotonicity @x7947 (= $x6826 (<= (+ ?x1168 (* (- 1) ?x6825) ?x6958) 0)))))
  2.2632 +(let ((@x8385 (trans @x7737 (rewrite (= (<= (+ ?x1168 (* (- 1) ?x6825) ?x6958) 0) $x7027)) (= $x6826 $x7027))))
  2.2633 +(let ((@x6604 (monotonicity (monotonicity @x8385 @x7602 (= $x6927 $x7603)) (= $x7688 (or $x3670 $x7603)))))
  2.2634 +(let ((@x7391 (mp ((_ quant-inst ?v1!16) $x7688) (trans @x6604 (rewrite (= (or $x3670 $x7603) $x5113)) (= $x7688 $x5113)) $x5113)))
  2.2635 +(let ((@x4197 (unit-resolution (unit-resolution @x7391 @x4789 $x7603) @x6426 @x6357 (hypothesis $x7206) false)))
  2.2636 +(let ((@x7250 (unit-resolution (lemma @x4197 (or $x7455 $x7553)) (unit-resolution ((_ th-lemma arith triangle-eq) (or $x7206 $x6067)) @x7217 $x7206) $x7455)))
  2.2637 +(let (($x7639 (not $x7455)))
  2.2638 +(let (($x7673 (or $x7639 $x6841)))
  2.2639 +(let (($x7669 (or $x3678 $x7639 $x6841)))
  2.2640 +(let ((@x7671 (monotonicity (monotonicity @x8385 (= (or $x6231 $x6826) $x7455)) (= (not (or $x6231 $x6826)) $x7639))))
  2.2641 +(let ((@x7677 (monotonicity (monotonicity @x7671 (= (or (not (or $x6231 $x6826)) $x6841) $x7673)) (= (or $x3678 (or (not (or $x6231 $x6826)) $x6841)) (or $x3678 $x7673)))))
  2.2642 +(let ((@x7387 (trans @x7677 (rewrite (= (or $x3678 $x7673) $x7669)) (= (or $x3678 (or (not (or $x6231 $x6826)) $x6841)) $x7669))))
  2.2643 +(let ((@x7252 (unit-resolution (mp ((_ quant-inst ?v1!16) (or $x3678 (or (not (or $x6231 $x6826)) $x6841))) @x7387 $x7669) @x4803 $x7673)))
  2.2644 +(let ((@x7315 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x6841) $x6920)) (unit-resolution @x7252 @x7250 $x6841) $x6920)))
  2.2645 +(let ((@x7323 (unit-resolution ((_ th-lemma arith assign-bounds -1 1 -1 -1) (or (not $x6000) (not $x6437) (not $x6920) (not $x6906) $x1864)) @x7315 (unit-resolution (mp ((_ quant-inst ?v0!17) (or $x3686 $x6869)) @x7419 $x7394) @x4714 $x6906) @x7110 @x6910 (not $x6000))))
  2.2646 +(let ((@x7351 (unit-resolution ((_ th-lemma arith assign-bounds -1 1 -1 1) (or $x6925 (not $x3906) (not $x6437) (not $x6920) $x1864)) @x7315 @x6160 @x7110 @x6910 $x6925)))
  2.2647 +(let ((@x7364 (unit-resolution @x8623 (unit-resolution @x5115 (unit-resolution @x6532 @x7351 $x5847) $x6858) @x7215 $x6631)))
  2.2648 +(let (($x6106 (not (<= (b_G$ (pair$ v_b_v_G_1$ ?v0!15)) 0))))
  2.2649 +(let (($x5808 (= v_b_v_G_1$ ?v0!15)))
  2.2650 +(let (($x5324 (not $x5808)))
  2.2651 +(let ((@x6624 (symm (commutativity (= $x5808 (= ?v0!15 v_b_v_G_1$))) (= (= ?v0!15 v_b_v_G_1$) $x5808))))
  2.2652 +(let (($x6044 (= ?v0!15 v_b_v_G_1$)))
  2.2653 +(let (($x6867 (not $x6044)))
  2.2654 +(let (($x5521 (fun_app$ v_b_Visited_G_1$ ?v0!15)))
  2.2655 +(let (($x6849 (or $x6044 $x5521)))
  2.2656 +(let (($x6408 (fun_app$ ?x260 ?v0!15)))
  2.2657 +(let (($x6494 (= $x6408 $x6849)))
  2.2658 +(let (($x5683 (or $x4134 $x6494)))
  2.2659 +(let ((@x6072 (monotonicity (rewrite (= (ite $x6044 true $x5521) $x6849)) (= (= $x6408 (ite $x6044 true $x5521)) $x6494))))
  2.2660 +(let ((@x6772 (monotonicity @x6072 (= (or $x4134 (= $x6408 (ite $x6044 true $x5521))) $x5683))))
  2.2661 +(let ((@x5812 (trans @x6772 (rewrite (= $x5683 $x5683)) (= (or $x4134 (= $x6408 (ite $x6044 true $x5521))) $x5683))))
  2.2662 +(let ((@x5804 (mp ((_ quant-inst v_b_Visited_G_1$ v_b_v_G_1$ true ?v0!15) (or $x4134 (= $x6408 (ite $x6044 true $x5521)))) @x5812 $x5683)))
  2.2663 +(let ((@x6715 (symm (monotonicity @x6739 (= $x6408 (fun_app$ v_b_Visited_G_2$ ?v0!15))) (= (fun_app$ v_b_Visited_G_2$ ?v0!15) $x6408))))
  2.2664 +(let ((@x6719 (monotonicity @x6715 (= (not (fun_app$ v_b_Visited_G_2$ ?v0!15)) (not $x6408)))))
  2.2665 +(let (($x6151 (fun_app$ v_b_Visited_G_2$ ?v0!15)))
  2.2666 +(let (($x6527 (not $x6151)))
  2.2667 +(let ((@x6833 (hypothesis $x1843)))
  2.2668 +(let (($x6836 (or (not (>= (+ ?x1841 (* (- 1) (fun_app$a v_b_SP_G_1$ ?v0!15))) 0)) $x1842)))
  2.2669 +(let (($x6830 (>= (+ ?x1841 (* (- 1) (fun_app$a v_b_SP_G_1$ ?v0!15))) 0)))
  2.2670 +(let ((?x6459 (fun_app$a v_b_SP_G_1$ ?v0!15)))
  2.2671 +(let (($x6119 (>= ?x6459 0)))
  2.2672 +(let ((@x4713 (unit-resolution (def-axiom (or $x3816 $x3551)) @x4357 $x3551)))
  2.2673 +(let ((@x6834 ((_ th-lemma arith farkas -1 1 1) @x6833 (unit-resolution ((_ quant-inst ?v0!15) (or $x3556 $x6119)) @x4713 $x6119) (hypothesis $x6830) false)))
  2.2674 +(let ((@x6656 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not (= ?x1841 ?x6459)) $x6830)) (unit-resolution (lemma @x6834 $x6836) @x6833 (not $x6830)) (not (= ?x1841 ?x6459)))))
  2.2675 +(let (($x6618 (= (or $x3695 (or $x6527 (= ?x1841 ?x6459))) (or $x3695 $x6527 (= ?x1841 ?x6459)))))
  2.2676 +(let ((@x6610 (mp ((_ quant-inst ?v0!15) (or $x3695 (or $x6527 (= ?x1841 ?x6459)))) (rewrite $x6618) (or $x3695 $x6527 (= ?x1841 ?x6459)))))
  2.2677 +(let ((@x6720 (mp (unit-resolution @x6610 (hypothesis $x3690) @x6656 $x6527) @x6719 (not $x6408))))
  2.2678 +(let ((@x6725 (unit-resolution (def-axiom (or (not $x6494) $x6408 (not $x6849))) @x6720 (unit-resolution @x5804 @x3468 $x6494) (not $x6849))))
  2.2679 +(let ((@x6488 (mp (unit-resolution (def-axiom (or $x6849 $x6867)) @x6725 $x6867) (monotonicity @x6624 (= $x6867 $x5324)) $x5324)))
  2.2680 +(let (($x6164 (or $x5808 $x6106)))
  2.2681 +(let ((@x5318 (mp ((_ quant-inst v_b_v_G_1$ ?v0!15) (or (not $x3475) $x6164)) (rewrite (= (or (not $x3475) $x6164) (or (not $x3475) $x5808 $x6106))) (or (not $x3475) $x5808 $x6106))))
  2.2682 +(let (($x3157 (>= ?x169 0)))
  2.2683 +(let ((?x4056 (+ ?x169 ?x1168)))
  2.2684 +(let (($x6181 (<= ?x4056 0)))
  2.2685 +(let (($x3907 (= v_b_v_G_1$ b_Source$)))
  2.2686 +(let ((?x3908 (?v1!7 v_b_v_G_1$)))
  2.2687 +(let ((?x3915 (pair$ ?x3908 v_b_v_G_1$)))
  2.2688 +(let ((?x3916 (b_G$ ?x3915)))
  2.2689 +(let ((?x3917 (* (- 1) ?x3916)))
  2.2690 +(let ((?x3909 (fun_app$a v_b_SP_G_1$ ?x3908)))
  2.2691 +(let ((?x3910 (* (- 1) ?x3909)))
  2.2692 +(let ((?x3918 (+ ?x254 ?x3910 ?x3917)))
  2.2693 +(let (($x3919 (= ?x3918 0)))
  2.2694 +(let (($x3913 (fun_app$ v_b_Visited_G_1$ ?x3908)))
  2.2695 +(let (($x3914 (not $x3913)))
  2.2696 +(let ((?x3911 (+ ?x254 ?x3910)))
  2.2697 +(let (($x3912 (<= ?x3911 0)))
  2.2698 +(let (($x3921 (or $x3912 $x3914 (not $x3919))))
  2.2699 +(let (($x4342 (>= ?x3911 0)))
  2.2700 +(let (($x6807 (not $x4342)))
  2.2701 +(let ((@x6790 (hypothesis $x4342)))
  2.2702 +(let (($x5838 (>= ?x3909 0)))
  2.2703 +(let ((?x6528 (pair$ v_b_v_G_1$ ?v0!15)))
  2.2704 +(let ((?x6529 (b_G$ ?x6528)))
  2.2705 +(let ((?x6364 (* (- 1) ?x1841)))
  2.2706 +(let ((?x5981 (+ ?x254 ?x6364 ?x6529)))
  2.2707 +(let (($x6866 (<= ?x5981 0)))
  2.2708 +(let (($x6554 (= ?x5981 0)))
  2.2709 +(let (($x5936 (>= (+ ?x254 (* (- 1) ?x6459) ?x6529) 0)))
  2.2710 +(let (($x6303 (<= (+ b_Infinity$ (* (- 1) ?x6529)) 0)))
  2.2711 +(let (($x3933 (or $x6303 $x5936)))
  2.2712 +(let (($x6288 (not $x3933)))
  2.2713 +(let (($x6486 (= ?x1841 ?x6459)))
  2.2714 +(let (($x6685 (or $x3678 $x6288 $x6486)))
  2.2715 +(let (($x6462 (or (not (or $x6303 (<= (+ ?x6459 ?x1168 (* (- 1) ?x6529)) 0))) $x6486)))
  2.2716 +(let (($x6686 (or $x3678 $x6462)))
  2.2717 +(let (($x5681 (<= (+ ?x6459 ?x1168 (* (- 1) ?x6529)) 0)))
  2.2718 +(let ((@x3990 (rewrite (= (+ ?x6459 ?x1168 (* (- 1) ?x6529)) (+ ?x1168 ?x6459 (* (- 1) ?x6529))))))
  2.2719 +(let ((@x4138 (monotonicity @x3990 (= $x5681 (<= (+ ?x1168 ?x6459 (* (- 1) ?x6529)) 0)))))
  2.2720 +(let ((@x3932 (trans @x4138 (rewrite (= (<= (+ ?x1168 ?x6459 (* (- 1) ?x6529)) 0) $x5936)) (= $x5681 $x5936))))
  2.2721 +(let ((@x6693 (monotonicity (monotonicity @x3932 (= (or $x6303 $x5681) $x3933)) (= (not (or $x6303 $x5681)) $x6288))))
  2.2722 +(let ((@x6509 (monotonicity (monotonicity @x6693 (= $x6462 (or $x6288 $x6486))) (= $x6686 (or $x3678 (or $x6288 $x6486))))))
  2.2723 +(let ((@x5868 (trans @x6509 (rewrite (= (or $x3678 (or $x6288 $x6486)) $x6685)) (= $x6686 $x6685))))
  2.2724 +(let ((@x6885 (unit-resolution (def-axiom (or $x3933 (not $x6303))) (hypothesis $x6288) (not $x6303))))
  2.2725 +(let ((@x6886 (unit-resolution (def-axiom (or $x3933 (not $x5936))) (hypothesis $x6288) (not $x5936))))
  2.2726 +(let (($x4983 (or $x6303 $x5936 $x6554)))
  2.2727 +(let (($x3903 (or $x3670 $x6303 $x5936 $x6554)))
  2.2728 +(let (($x5258 (or $x6303 $x5681 (= (+ ?x254 ?x6529 ?x6364) 0))))
  2.2729 +(let (($x4854 (or $x3670 $x5258)))
  2.2730 +(let ((@x4987 (monotonicity (rewrite (= (+ ?x254 ?x6529 ?x6364) ?x5981)) (= (= (+ ?x254 ?x6529 ?x6364) 0) $x6554))))
  2.2731 +(let ((@x5496 (monotonicity (monotonicity @x3932 @x4987 (= $x5258 $x4983)) (= $x4854 (or $x3670 $x4983)))))
  2.2732 +(let ((@x5069 (mp ((_ quant-inst ?v0!15) $x4854) (trans @x5496 (rewrite (= (or $x3670 $x4983) $x3903)) (= $x4854 $x3903)) $x3903)))
  2.2733 +(let ((@x6888 (unit-resolution (unit-resolution @x5069 @x4789 $x4983) @x6886 @x6885 (hypothesis (not $x6554)) false)))
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  2.2735 +(let ((@x6871 ((_ th-lemma arith farkas 1 1 1 1 1) @x6833 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x6554) $x6866)) @x6099 $x6866) (unit-resolution ((_ quant-inst (?v1!7 v_b_v_G_1$)) (or $x3556 $x5838)) @x4713 $x5838) @x6790 (unit-resolution (unit-resolution @x5318 @x3480 $x6164) @x6488 $x6106) false)))
  2.2736 +(let ((@x6225 (unit-resolution (lemma @x6871 (or $x3695 $x1842 $x6807)) (hypothesis $x3690) @x6833 $x6807)))
  2.2737 +(let ((@x3174 (def-axiom (or $x3921 (not $x3912)))))
  2.2738 +(let ((@x6645 (unit-resolution @x3174 (unit-resolution ((_ th-lemma arith farkas 1 1) (or $x4342 $x3912)) @x6225 $x3912) $x3921)))
  2.2739 +(let (($x3922 (not $x3921)))
  2.2740 +(let (($x4599 (or $x3581 $x3907 $x1208 $x3922)))
  2.2741 +(let ((@x4617 (mp ((_ quant-inst v_b_v_G_1$) (or $x3581 (or $x3907 $x1208 $x3922))) (rewrite (= (or $x3581 (or $x3907 $x1208 $x3922)) $x4599)) $x4599)))
  2.2742 +(let ((@x6649 (unit-resolution @x4617 @x4189 (unit-resolution (def-axiom (or $x3804 $x1209)) @x4802 $x1209) (or $x3907 $x3922))))
  2.2743 +(let ((@x5588 (symm (monotonicity (unit-resolution @x6649 @x6645 $x3907) (= ?x254 ?x169)) (= ?x169 ?x254))))
  2.2744 +(let ((@x5241 ((_ th-lemma arith farkas 1 1 1 1 1) @x6833 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x6554) $x6866)) @x6099 $x6866) (unit-resolution ((_ th-lemma arith triangle-eq) (or (not (= ?x169 ?x254)) $x6181)) @x5588 $x6181) (unit-resolution ((_ th-lemma arith triangle-eq) (or $x2947 $x3157)) @x4135 $x3157) (unit-resolution (unit-resolution @x5318 @x3480 $x6164) @x6488 $x6106) false)))
  2.2745 +(let ((@x8742 (unit-resolution (def-axiom (or $x3780 $x3774)) (unit-resolution @x9261 (lemma @x5791 $x1824) $x3783) $x3774)))
  2.2746 +(let (($x4076 (= ?x291 ?x169)))
  2.2747 +(let (($x4073 (<= (+ ?x169 ?x1168 (* (- 1) (b_G$ (pair$ v_b_v_G_1$ b_Source$)))) 0)))
  2.2748 +(let (($x4071 (<= (+ b_Infinity$ (* (- 1) (b_G$ (pair$ v_b_v_G_1$ b_Source$)))) 0)))
  2.2749 +(let (($x4074 (or $x4071 $x4073)))
  2.2750 +(let (($x3924 (>= ?x254 0)))
  2.2751 +(let (($x4636 (or $x3556 $x3924)))
  2.2752 +(let ((@x4637 ((_ quant-inst v_b_v_G_1$) $x4636)))
  2.2753 +(let (($x4075 (not $x4074)))
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  2.2755 +(let ((?x4061 (pair$ v_b_v_G_1$ b_Source$)))
  2.2756 +(let ((?x4062 (b_G$ ?x4061)))
  2.2757 +(let (($x5863 (>= ?x4062 0)))
  2.2758 +(let (($x5333 (= ?x4062 0)))
  2.2759 +(let (($x5329 (<= ?x4062 0)))
  2.2760 +(let (($x4173 (<= ?x291 0)))
  2.2761 +(let ((?x4078 (* (- 1) ?x291)))
  2.2762 +(let ((?x4144 (+ ?x169 ?x4078)))
  2.2763 +(let (($x4145 (>= ?x4144 0)))
  2.2764 +(let (($x4905 (or $x3686 $x4145)))
  2.2765 +(let ((@x5229 ((_ quant-inst b_Source$) $x4905)))
  2.2766 +(let (($x3158 (<= ?x169 0)))
  2.2767 +(let ((@x4838 (unit-resolution ((_ th-lemma arith triangle-eq) (or $x2947 $x3158)) @x4135 $x3158)))
  2.2768 +(let ((@x4827 (unit-resolution ((_ th-lemma arith assign-bounds -1 1) (or $x4173 (not $x3158) (not $x4145))) @x4838 (unit-resolution @x5229 @x4714 $x4145) $x4173)))
  2.2769 +(let ((?x4096 (+ ?x254 ?x4078 ?x4062)))
  2.2770 +(let (($x4116 (<= ?x4096 0)))
  2.2771 +(let (($x4099 (= ?x4096 0)))
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  2.2773 +(let (($x4105 (or $x3670 $x4071 $x4073 $x4099)))
  2.2774 +(let (($x4095 (or $x4071 $x4073 (= (+ ?x254 ?x4062 ?x4078) 0))))
  2.2775 +(let (($x4106 (or $x3670 $x4095)))
  2.2776 +(let ((@x4101 (monotonicity (rewrite (= (+ ?x254 ?x4062 ?x4078) ?x4096)) (= (= (+ ?x254 ?x4062 ?x4078) 0) $x4099))))
  2.2777 +(let ((@x4110 (monotonicity (monotonicity @x4101 (= $x4095 $x4102)) (= $x4106 (or $x3670 $x4102)))))
  2.2778 +(let ((@x4115 (mp ((_ quant-inst b_Source$) $x4106) (trans @x4110 (rewrite (= (or $x3670 $x4102) $x4105)) (= $x4106 $x4105)) $x4105)))
  2.2779 +(let ((@x5780 (unit-resolution (unit-resolution @x4115 (hypothesis $x3665) $x4102) (unit-resolution (def-axiom (or $x4074 (not $x4073))) @x5775 (not $x4073)) (unit-resolution (def-axiom (or $x4074 (not $x4071))) @x5775 (not $x4071)) (hypothesis (not $x4099)) false)))
  2.2780 +(let ((@x4831 (unit-resolution (lemma @x5780 (or $x4074 $x4099 $x3670)) @x4789 (or $x4074 $x4099))))
  2.2781 +(let ((@x4846 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x4099) $x4116)) (unit-resolution @x4831 @x5775 $x4099) $x4116)))
  2.2782 +(let ((@x5939 ((_ th-lemma arith farkas -1 1 -1 1) (hypothesis $x3924) (hypothesis $x4173) (hypothesis (not $x5329)) (hypothesis $x4116) false)))
  2.2783 +(let ((@x4867 (unit-resolution (lemma @x5939 (or $x5329 (not $x3924) (not $x4173) (not $x4116))) (unit-resolution @x4637 @x4713 $x3924) (or $x5329 (not $x4173) (not $x4116)))))
  2.2784 +(let (($x5274 (= (or (not $x3475) (or $x3907 (not $x5329))) (or (not $x3475) $x3907 (not $x5329)))))
  2.2785 +(let ((@x5275 (mp ((_ quant-inst v_b_v_G_1$ b_Source$) (or (not $x3475) (or $x3907 (not $x5329)))) (rewrite $x5274) (or (not $x3475) $x3907 (not $x5329)))))
  2.2786 +(let ((@x5099 (rewrite (= (or $x3045 (or (not $x3907) $x5333)) (or $x3045 (not $x3907) $x5333)))))
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  2.2788 +(let ((@x4868 (unit-resolution @x5081 @x3474 (unit-resolution @x5275 @x3480 (unit-resolution @x4867 @x4846 @x4827 $x5329) $x3907) $x5333)))
  2.2789 +(let ((@x4872 ((_ th-lemma arith farkas -1 1 1 1) @x4838 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x5333) $x5863)) @x4868 $x5863) (unit-resolution (def-axiom (or $x4074 (not $x4073))) @x5775 (not $x4073)) (unit-resolution @x4637 @x4713 $x3924) false)))
  2.2790 +(let (($x4077 (or $x4075 $x4076)))
  2.2791 +(let (($x5055 (or $x3678 $x4075 $x4076)))
  2.2792 +(let ((@x5303 (mp ((_ quant-inst b_Source$) (or $x3678 $x4077)) (rewrite (= (or $x3678 $x4077) $x5055)) $x5055)))
  2.2793 +(let ((@x8878 (unit-resolution (unit-resolution @x5303 @x4803 $x4077) (lemma @x4872 $x4074) $x4076)))
  2.2794 +(let ((@x9287 (unit-resolution (def-axiom (or $x3777 $x768 $x3771)) (mp @x8878 (monotonicity @x4135 (= $x4076 $x292)) $x292) (or $x3777 $x3771))))
  2.2795 +(let ((@x8755 (unit-resolution (def-axiom (or $x3768 $x3762)) (unit-resolution @x9287 @x8742 $x3771) $x3762)))
  2.2796 +(let ((@x8979 (unit-resolution (def-axiom (or $x3765 $x1843 $x3759)) @x8755 (unit-resolution (lemma @x5241 (or $x3695 $x1842)) @x9263 $x1842) $x3759)))
  2.2797 +(let ((@x9416 (unit-resolution (def-axiom (or $x3753 $x2760 $x3747)) (unit-resolution (def-axiom (or $x3756 $x3750)) @x8979 $x3750) $x3750)))
  2.2798 +(let ((@x9452 (unit-resolution @x9416 (lemma (unit-resolution @x5735 @x6683 @x6066 @x7364 @x7323 false) $x2755) $x3747)))
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  2.2800 +(let ((@x9455 (unit-resolution @x9454 (lemma @x7807 $x2801) $x3735)))
  2.2801 +(let ((@x9475 (unit-resolution (def-axiom (or $x3732 $x1910)) @x9455 $x1910)))
  2.2802 +(let ((@x9478 ((_ th-lemma arith farkas -1 1 1) (hypothesis (<= (+ b_Infinity$ ?x4438) 0)) @x9476 @x9475 false)))
  2.2803 +(let ((@x9241 (unit-resolution (lemma @x9478 (or $x9479 (not (<= (+ b_Infinity$ ?x4438) 0)))) @x9476 (not (<= (+ b_Infinity$ ?x4438) 0)))))
  2.2804 +(let (($x4660 (<= (+ b_Infinity$ ?x4438) 0)))
  2.2805 +(let (($x8499 (or $x3581 $x1904 $x4660 $x4675)))
  2.2806 +(let ((@x7305 (mp ((_ quant-inst ?v0!20) (or $x3581 (or $x1904 $x4660 $x4675))) (rewrite (= (or $x3581 (or $x1904 $x4660 $x4675)) $x8499)) $x8499)))
  2.2807 +(let ((@x9599 (unit-resolution @x7305 @x4189 (unit-resolution (def-axiom (or $x3732 $x1905)) @x9455 $x1905) (or $x4660 $x4675))))
  2.2808 +(let ((@x9582 (unit-resolution @x9599 @x9241 $x4675)))
  2.2809 +(let ((?x4717 (v_b_SP_G_2$ ?x4661)))
  2.2810 +(let ((?x4720 (* (- 1) ?x4717)))
  2.2811 +(let ((?x4721 (+ ?x4662 ?x4720)))
  2.2812 +(let (($x4728 (>= ?x4721 0)))
  2.2813 +(let ((@x9586 ((_ th-lemma arith farkas 1 1 -1 1) @x9476 (unit-resolution ((_ quant-inst (?v1!7 ?v0!20)) (or $x3686 $x4728)) @x4714 $x4728) (hypothesis (<= (+ ?x1906 ?x4720) 0)) (unit-resolution (def-axiom (or $x4674 (not $x4665))) @x9582 (not $x4665)) false)))
  2.2814 +(let ((@x8898 (unit-resolution (lemma @x9586 $x9588) @x9476 (not (<= (+ ?x1906 ?x4720) 0)))))
  2.2815 +(let ((?x7341 (+ ?x1906 ?x4670 ?x4720)))
  2.2816 +(let (($x7121 (= ?x7341 0)))
  2.2817 +(let (($x5719 (<= ?x7341 0)))
  2.2818 +(let (($x4844 (<= (+ b_Infinity$ ?x4670) 0)))
  2.2819 +(let (($x8387 (not $x4844)))
  2.2820 +(let (($x7025 (>= ?x4671 0)))
  2.2821 +(let ((@x8158 (unit-resolution ((_ th-lemma arith triangle-eq) (or $x4673 $x7025)) (unit-resolution (def-axiom (or $x4674 $x4672)) @x9582 $x4672) $x7025)))
  2.2822 +(let (($x4825 (>= ?x4662 0)))
  2.2823 +(let ((@x8897 (unit-resolution ((_ th-lemma arith assign-bounds -1 -1 -1 -1) (or $x8387 (not $x4825) (not $x7025) $x1909 $x9479)) @x9475 (or $x8387 (not $x4825) (not $x7025) $x9479))))
  2.2824 +(let ((@x8874 (unit-resolution @x8897 (unit-resolution ((_ quant-inst (?v1!7 ?v0!20)) (or $x3556 $x4825)) @x4713 $x4825) @x9476 @x8158 $x8387)))
  2.2825 +(let (($x4709 (fun_app$ v_b_Visited_G_2$ ?x4661)))
  2.2826 +(let ((@x6057 (monotonicity (symm (hypothesis $x261) (= ?x260 v_b_Visited_G_2$)) (= (fun_app$ ?x260 ?x4661) $x4709))))
  2.2827 +(let ((@x6061 (monotonicity (symm @x6057 (= $x4709 (fun_app$ ?x260 ?x4661))) (= (not $x4709) (not (fun_app$ ?x260 ?x4661))))))
  2.2828 +(let (($x6003 (fun_app$ ?x260 ?x4661)))
  2.2829 +(let (($x6010 (= ?x4661 v_b_v_G_1$)))
  2.2830 +(let (($x6013 (or $x6010 $x4666)))
  2.2831 +(let (($x6016 (= $x6003 $x6013)))
  2.2832 +(let (($x6019 (or $x4134 $x6016)))
  2.2833 +(let ((@x6018 (monotonicity (rewrite (= (ite $x6010 true $x4666) $x6013)) (= (= $x6003 (ite $x6010 true $x4666)) $x6016))))
  2.2834 +(let ((@x6023 (monotonicity @x6018 (= (or $x4134 (= $x6003 (ite $x6010 true $x4666))) $x6019))))
  2.2835 +(let ((@x6026 (trans @x6023 (rewrite (= $x6019 $x6019)) (= (or $x4134 (= $x6003 (ite $x6010 true $x4666))) $x6019))))
  2.2836 +(let ((@x6027 (mp ((_ quant-inst v_b_Visited_G_1$ v_b_v_G_1$ true (?v1!7 ?v0!20)) (or $x4134 (= $x6003 (ite $x6010 true $x4666)))) @x6026 $x6019)))
  2.2837 +(let ((@x6050 (unit-resolution (def-axiom (or (not $x6016) $x6003 (not $x6013))) (unit-resolution (def-axiom (or $x6013 $x4667)) (hypothesis $x4666) $x6013) (or (not $x6016) $x6003))))
  2.2838 +(let ((@x6063 (unit-resolution (unit-resolution @x6050 (unit-resolution @x6027 @x3468 $x6016) $x6003) (mp (hypothesis (not $x4709)) @x6061 (not $x6003)) false)))
  2.2839 +(let ((@x8957 (unit-resolution (lemma @x6063 (or $x4709 $x2930 $x4667)) (unit-resolution (def-axiom (or $x3804 $x261)) @x4802 $x261) (or $x4709 $x4667))))
  2.2840 +(let ((@x8892 (unit-resolution @x8957 (unit-resolution (def-axiom (or $x4674 $x4666)) @x9582 $x4666) $x4709)))
  2.2841 +(let (($x4710 (not $x4709)))
  2.2842 +(let (($x6183 (or $x3720 $x4710 $x4844 $x5719)))
  2.2843 +(let (($x4848 (>= (+ ?x4669 ?x4717 ?x1907) 0)))
  2.2844 +(let (($x4849 (or $x4710 $x4844 $x4848)))
  2.2845 +(let (($x7891 (or $x3720 $x4849)))
  2.2846 +(let ((@x7340 (monotonicity (rewrite (= (+ ?x4669 ?x4717 ?x1907) (+ ?x1907 ?x4669 ?x4717))) (= $x4848 (>= (+ ?x1907 ?x4669 ?x4717) 0)))))
  2.2847 +(let ((@x7415 (trans @x7340 (rewrite (= (>= (+ ?x1907 ?x4669 ?x4717) 0) $x5719)) (= $x4848 $x5719))))
  2.2848 +(let ((@x7922 (monotonicity (monotonicity @x7415 (= $x4849 (or $x4710 $x4844 $x5719))) (= $x7891 (or $x3720 (or $x4710 $x4844 $x5719))))))
  2.2849 +(let ((@x7119 (trans @x7922 (rewrite (= (or $x3720 (or $x4710 $x4844 $x5719)) $x6183)) (= $x7891 $x6183))))
  2.2850 +(let ((@x8954 (unit-resolution (mp ((_ quant-inst ?v0!20 (?v1!7 ?v0!20)) $x7891) @x7119 $x6183) (unit-resolution (def-axiom (or $x3732 $x3715)) @x9455 $x3715) @x8892 (or $x4844 $x5719))))
  2.2851 +(let (($x8133 (>= ?x7341 0)))
  2.2852 +(let ((@x9055 (unit-resolution ((_ th-lemma arith assign-bounds -1 -1 -1) (or $x8133 (not $x7025) $x9479 (not $x4728))) (unit-resolution ((_ quant-inst (?v1!7 ?v0!20)) (or $x3686 $x4728)) @x4714 $x4728) @x8158 @x9476 $x8133)))
  2.2853 +(let ((@x9049 (unit-resolution ((_ th-lemma arith triangle-eq) (or $x7121 (not $x5719) (not $x8133))) @x9055 (unit-resolution @x8954 @x8874 $x5719) $x7121)))
  2.2854 +(let (($x7918 (not $x7121)))
  2.2855 +(let ((?x4888 (+ ?x1906 ?x4720)))
  2.2856 +(let (($x7874 (<= ?x4888 0)))
  2.2857 +(let (($x8072 (or $x3729 $x7874 $x4710 $x7918)))
  2.2858 +(let (($x4877 (>= (+ ?x4717 ?x1907) 0)))
  2.2859 +(let (($x4881 (or $x4877 $x4710 (not (= (+ ?x4717 ?x1907 ?x4669) 0)))))
  2.2860 +(let (($x8040 (or $x3729 $x4881)))
  2.2861 +(let ((@x6258 (monotonicity (rewrite (= (+ ?x4717 ?x1907 ?x4669) (+ ?x1907 ?x4669 ?x4717))) (= (= (+ ?x4717 ?x1907 ?x4669) 0) (= (+ ?x1907 ?x4669 ?x4717) 0)))))
  2.2862 +(let ((@x7178 (trans @x6258 (rewrite (= (= (+ ?x1907 ?x4669 ?x4717) 0) $x7121)) (= (= (+ ?x4717 ?x1907 ?x4669) 0) $x7121))))
  2.2863 +(let ((@x7871 (monotonicity (rewrite (= (+ ?x4717 ?x1907) (+ ?x1907 ?x4717))) (= $x4877 (>= (+ ?x1907 ?x4717) 0)))))
  2.2864 +(let ((@x7892 (trans @x7871 (rewrite (= (>= (+ ?x1907 ?x4717) 0) $x7874)) (= $x4877 $x7874))))
  2.2865 +(let ((@x8041 (monotonicity @x7892 (monotonicity @x7178 (= (not (= (+ ?x4717 ?x1907 ?x4669) 0)) $x7918)) (= $x4881 (or $x7874 $x4710 $x7918)))))
  2.2866 +(let ((@x8107 (trans (monotonicity @x8041 (= $x8040 (or $x3729 (or $x7874 $x4710 $x7918)))) (rewrite (= (or $x3729 (or $x7874 $x4710 $x7918)) $x8072)) (= $x8040 $x8072))))
  2.2867 +(let ((@x9051 (unit-resolution (mp ((_ quant-inst (?v1!7 ?v0!20)) $x8040) @x8107 $x8072) (unit-resolution (def-axiom (or $x3732 $x3724)) @x9455 $x3724) @x8892 (or $x7874 $x7918))))
  2.2868 +(let ((@x10024 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not (= ?x1906 ?x4413)) $x6002)) (lemma (unit-resolution @x9051 @x9049 @x8898 false) $x9479) (not (= ?x1906 ?x4413)))))
  2.2869 +(let (($x4420 (= ?x1906 ?x4413)))
  2.2870 +(let (($x4423 (or $x4299 $x4420)))
  2.2871 +(let (($x8830 (or $x3695 $x4299 $x4420)))
  2.2872 +(let ((@x8691 (mp ((_ quant-inst ?v0!20) (or $x3695 $x4423)) (rewrite (= (or $x3695 $x4423) $x8830)) $x8830)))
  2.2873 +(let ((@x10120 (mp (unit-resolution (unit-resolution @x8691 @x9263 $x4423) @x10024 $x4299) @x10119 $x9037)))
  2.2874 +(let (($x4629 (fun_app$ v_b_Visited_G_1$ ?v0!20)))
  2.2875 +(let (($x5238 (= ?v0!20 v_b_v_G_1$)))
  2.2876 +(let (($x10274 (or $x5238 $x4629)))
  2.2877 +(let (($x10073 (= $x5237 $x10274)))
  2.2878 +(let (($x10506 (or $x4134 $x10073)))
  2.2879 +(let ((@x10500 (monotonicity (rewrite (= (ite $x5238 true $x4629) $x10274)) (= (= $x5237 (ite $x5238 true $x4629)) $x10073))))
  2.2880 +(let ((@x10183 (monotonicity @x10500 (= (or $x4134 (= $x5237 (ite $x5238 true $x4629))) $x10506))))
  2.2881 +(let ((@x10372 (trans @x10183 (rewrite (= $x10506 $x10506)) (= (or $x4134 (= $x5237 (ite $x5238 true $x4629))) $x10506))))
  2.2882 +(let ((@x10020 (mp ((_ quant-inst v_b_Visited_G_1$ v_b_v_G_1$ true ?v0!20) (or $x4134 (= $x5237 (ite $x5238 true $x4629)))) @x10372 $x10506)))
  2.2883 +(let ((?x4454 (pair$ v_b_v_G_1$ ?v0!20)))
  2.2884 +(let ((?x4455 (b_G$ ?x4454)))
  2.2885 +(let ((?x4507 (+ ?x254 ?x1907 ?x4455)))
  2.2886 +(let (($x4527 (<= ?x4507 0)))
  2.2887 +(let (($x8001 (= ?x4507 0)))
  2.2888 +(let ((?x9161 (+ ?x254 ?x4438 ?x4455)))
  2.2889 +(let (($x9165 (>= ?x9161 0)))
  2.2890 +(let ((?x4456 (* (- 1) ?x4455)))
  2.2891 +(let ((?x4457 (+ b_Infinity$ ?x4456)))
  2.2892 +(let (($x4458 (<= ?x4457 0)))
  2.2893 +(let (($x8810 (or $x4458 $x9165)))
  2.2894 +(let (($x8814 (not $x8810)))
  2.2895 +(let (($x8919 (or $x8814 $x4420)))
  2.2896 +(let (($x8679 (or $x3678 $x8814 $x4420)))
  2.2897 +(let (($x4463 (or (not (or $x4458 (<= (+ ?x4413 ?x1168 ?x4456) 0))) $x4420)))
  2.2898 +(let (($x9386 (or $x3678 $x4463)))
  2.2899 +(let ((@x9164 (monotonicity (rewrite (= (+ ?x4413 ?x1168 ?x4456) (+ ?x1168 ?x4413 ?x4456))) (= (<= (+ ?x4413 ?x1168 ?x4456) 0) (<= (+ ?x1168 ?x4413 ?x4456) 0)))))
  2.2900 +(let ((@x8891 (trans @x9164 (rewrite (= (<= (+ ?x1168 ?x4413 ?x4456) 0) $x9165)) (= (<= (+ ?x4413 ?x1168 ?x4456) 0) $x9165))))
  2.2901 +(let ((@x8813 (monotonicity @x8891 (= (or $x4458 (<= (+ ?x4413 ?x1168 ?x4456) 0)) $x8810))))
  2.2902 +(let ((@x8815 (monotonicity @x8813 (= (not (or $x4458 (<= (+ ?x4413 ?x1168 ?x4456) 0))) $x8814))))
  2.2903 +(let ((@x9295 (monotonicity (monotonicity @x8815 (= $x4463 $x8919)) (= $x9386 (or $x3678 $x8919)))))
  2.2904 +(let ((@x9441 (mp ((_ quant-inst ?v0!20) $x9386) (trans @x9295 (rewrite (= (or $x3678 $x8919) $x8679)) (= $x9386 $x8679)) $x8679)))
  2.2905 +(let ((@x9984 (unit-resolution (def-axiom (or $x8810 (not $x4458))) (hypothesis $x8814) (not $x4458))))
  2.2906 +(let ((@x9985 (unit-resolution (def-axiom (or $x8810 (not $x9165))) (hypothesis $x8814) (not $x9165))))
  2.2907 +(let (($x8926 (or $x4458 $x9165 $x8001)))
  2.2908 +(let (($x8928 (or $x3670 $x4458 $x9165 $x8001)))
  2.2909 +(let (($x4460 (<= (+ ?x4413 ?x1168 ?x4456) 0)))
  2.2910 +(let (($x4506 (or $x4458 $x4460 (= (+ ?x254 ?x4455 ?x1907) 0))))
  2.2911 +(let (($x8929 (or $x3670 $x4506)))
  2.2912 +(let ((@x8925 (monotonicity (rewrite (= (+ ?x254 ?x4455 ?x1907) ?x4507)) (= (= (+ ?x254 ?x4455 ?x1907) 0) $x8001))))
  2.2913 +(let ((@x8953 (monotonicity (monotonicity @x8891 @x8925 (= $x4506 $x8926)) (= $x8929 (or $x3670 $x8926)))))
  2.2914 +(let ((@x8682 (mp ((_ quant-inst ?v0!20) $x8929) (trans @x8953 (rewrite (= (or $x3670 $x8926) $x8928)) (= $x8929 $x8928)) $x8928)))
  2.2915 +(let ((@x9987 (unit-resolution (unit-resolution @x8682 @x4789 $x8926) @x9985 @x9984 (hypothesis (not $x8001)) false)))
  2.2916 +(let ((@x10276 (unit-resolution (lemma @x9987 (or $x8810 $x8001)) (unit-resolution (unit-resolution @x9441 @x4803 $x8919) @x10024 $x8814) $x8001)))
  2.2917 +(let ((?x4401 (+ ?x1906 ?x3064)))
  2.2918 +(let (($x6992 (<= ?x4401 0)))
  2.2919 +(let ((?x4566 (+ ?x1906 ?x3064 ?x4456)))
  2.2920 +(let (($x6987 (= ?x4566 0)))
  2.2921 +(let (($x4590 (>= ?x4566 0)))
  2.2922 +(let ((@x9966 (unit-resolution ((_ th-lemma arith assign-bounds 1 -1) (or (not $x4527) $x4590 (not $x3906))) @x6160 (or (not $x4527) $x4590))))
  2.2923 +(let (($x4589 (<= ?x4566 0)))
  2.2924 +(let (($x4181 (>= ?x3063 0)))
  2.2925 +(let (($x6279 (or $x3703 $x4181)))
  2.2926 +(let ((@x6374 ((_ quant-inst v_b_v_G_1$) $x6279)))
  2.2927 +(let ((@x9257 (unit-resolution @x6374 (unit-resolution (def-axiom (or $x3756 $x3698)) @x8979 $x3698) $x4181)))
  2.2928 +(let (($x4146 (fun_app$ v_b_Visited_G_2$ v_b_v_G_1$)))
  2.2929 +(let (($x3097 (fun_app$ ?x260 v_b_v_G_1$)))
  2.2930 +(let (($x3456 (forall ((?v0 B_Vertex_bool_fun$) (?v1 B_Vertex$) (?v2 Bool) )(! (= (fun_app$ (fun_upd$ ?v0 ?v1 ?v2) ?v1) ?v2) :pattern ( (fun_upd$ ?v0 ?v1 ?v2) ) :qid k!33))
  2.2931 +))
  2.2932 +(let (($x55 (forall ((?v0 B_Vertex_bool_fun$) (?v1 B_Vertex$) (?v2 Bool) )(! (= (fun_app$ (fun_upd$ ?v0 ?v1 ?v2) ?v1) ?v2) :qid k!33))
  2.2933 +))
  2.2934 +(let (($x52 (= (fun_app$ (fun_upd$ ?2 ?1 ?0) ?1) ?0)))
  2.2935 +(let (($x50 (forall ((?v0 B_Vertex_bool_fun$) (?v1 B_Vertex$) (?v2 Bool) )(! (= (fun_app$ (fun_upd$ ?v0 ?v1 ?v2) ?v1) ?v2) :qid k!33))
  2.2936 +))
  2.2937 +(let ((@x54 (rewrite (= (= (fun_app$ (fun_upd$ ?2 ?1 ?0) ?1) ?0) $x52))))
  2.2938 +(let ((@x1427 (mp~ (mp (asserted $x50) (quant-intro @x54 (= $x50 $x55)) $x55) (nnf-pos (refl (~ $x52 $x52)) (~ $x55 $x55)) $x55)))
  2.2939 +(let ((@x3461 (mp @x1427 (quant-intro (refl (= $x52 $x52)) (= $x55 $x3456)) $x3456)))
  2.2940 +(let (($x4383 (or (not $x3456) $x3097)))
  2.2941 +(let ((@x4480 (monotonicity (rewrite (= (= $x3097 true) $x3097)) (= (or (not $x3456) (= $x3097 true)) $x4383))))
  2.2942 +(let ((@x4483 (trans @x4480 (rewrite (= $x4383 $x4383)) (= (or (not $x3456) (= $x3097 true)) $x4383))))
  2.2943 +(let ((@x4484 (mp ((_ quant-inst v_b_Visited_G_1$ v_b_v_G_1$ true) (or (not $x3456) (= $x3097 true))) @x4483 $x4383)))
  2.2944 +(let ((@x9972 (mp (unit-resolution @x4484 @x3461 $x3097) (monotonicity @x6739 (= $x3097 $x4146)) $x4146)))
  2.2945 +(let ((@x5439 (unit-resolution ((_ th-lemma arith farkas 1 1) (or $x4590 $x4589)) (hypothesis (not $x4589)) $x4590)))
  2.2946 +(let (($x4147 (not $x4146)))
  2.2947 +(let (($x5371 (or $x3720 $x4147 $x4458 $x4589)))
  2.2948 +(let ((?x5354 (+ ?x4455 ?x3063 ?x1907)))
  2.2949 +(let (($x5355 (>= ?x5354 0)))
  2.2950 +(let (($x5358 (or $x4147 $x4458 $x5355)))
  2.2951 +(let (($x5372 (or $x3720 $x5358)))
  2.2952 +(let ((@x5363 (monotonicity (rewrite (= ?x5354 (+ ?x1907 ?x3063 ?x4455))) (= $x5355 (>= (+ ?x1907 ?x3063 ?x4455) 0)))))
  2.2953 +(let ((@x5367 (trans @x5363 (rewrite (= (>= (+ ?x1907 ?x3063 ?x4455) 0) $x4589)) (= $x5355 $x4589))))
  2.2954 +(let ((@x5376 (monotonicity (monotonicity @x5367 (= $x5358 (or $x4147 $x4458 $x4589))) (= $x5372 (or $x3720 (or $x4147 $x4458 $x4589))))))
  2.2955 +(let ((@x5380 (trans @x5376 (rewrite (= (or $x3720 (or $x4147 $x4458 $x4589)) $x5371)) (= $x5372 $x5371))))
  2.2956 +(let ((@x5381 (mp ((_ quant-inst ?v0!20 v_b_v_G_1$) $x5372) @x5380 $x5371)))
  2.2957 +(let ((@x5443 (unit-resolution @x5381 (hypothesis $x3715) (hypothesis $x4146) (hypothesis (not $x4589)) $x4458)))
  2.2958 +(let ((@x5447 (lemma ((_ th-lemma arith farkas 1 1 1 1) @x5443 (hypothesis $x4181) @x5439 (hypothesis $x1910) false) (or $x4589 (not $x4181) $x1909 $x3720 $x4147))))
  2.2959 +(let ((@x9976 (unit-resolution (unit-resolution @x5447 @x9972 (or $x4589 (not $x4181) $x1909 $x3720)) @x9257 (or $x4589 $x1909 $x3720))))
  2.2960 +(let ((@x9977 (unit-resolution @x9976 (unit-resolution (def-axiom (or $x3732 $x3715)) @x9455 $x3715) @x9475 $x4589)))
  2.2961 +(let ((@x9991 (unit-resolution ((_ th-lemma arith triangle-eq) (or $x6987 (not $x4589) (not $x4590))) @x9977 (or $x6987 (not $x4590)))))
  2.2962 +(let ((@x9992 (unit-resolution @x9991 (unit-resolution @x9966 (hypothesis $x4527) $x4590) $x6987)))
  2.2963 +(let (($x7023 (not $x6987)))
  2.2964 +(let (($x6921 (or $x3729 $x6992 $x4147 $x7023)))
  2.2965 +(let (($x4536 (>= (+ ?x3063 ?x1907) 0)))
  2.2966 +(let (($x4548 (or $x4536 $x4147 (not (= (+ ?x3063 ?x1907 ?x4455) 0)))))
  2.2967 +(let (($x8524 (or $x3729 $x4548)))
  2.2968 +(let ((@x7245 (monotonicity (rewrite (= (+ ?x3063 ?x1907 ?x4455) (+ ?x1907 ?x3063 ?x4455))) (= (= (+ ?x3063 ?x1907 ?x4455) 0) (= (+ ?x1907 ?x3063 ?x4455) 0)))))
  2.2969 +(let ((@x7022 (trans @x7245 (rewrite (= (= (+ ?x1907 ?x3063 ?x4455) 0) $x6987)) (= (= (+ ?x3063 ?x1907 ?x4455) 0) $x6987))))
  2.2970 +(let ((@x7049 (monotonicity (rewrite (= (+ ?x3063 ?x1907) (+ ?x1907 ?x3063))) (= $x4536 (>= (+ ?x1907 ?x3063) 0)))))
  2.2971 +(let ((@x8373 (trans @x7049 (rewrite (= (>= (+ ?x1907 ?x3063) 0) $x6992)) (= $x4536 $x6992))))
  2.2972 +(let ((@x7936 (monotonicity @x8373 (monotonicity @x7022 (= (not (= (+ ?x3063 ?x1907 ?x4455) 0)) $x7023)) (= $x4548 (or $x6992 $x4147 $x7023)))))
  2.2973 +(let ((@x8581 (trans (monotonicity @x7936 (= $x8524 (or $x3729 (or $x6992 $x4147 $x7023)))) (rewrite (= (or $x3729 (or $x6992 $x4147 $x7023)) $x6921)) (= $x8524 $x6921))))
  2.2974 +(let ((@x8053 (mp ((_ quant-inst v_b_v_G_1$) $x8524) @x8581 $x6921)))
  2.2975 +(let ((@x9995 (unit-resolution @x8053 (unit-resolution (def-axiom (or $x3732 $x3724)) @x9455 $x3724) @x9972 (or $x6992 $x7023))))
  2.2976 +(let (($x5406 (<= ?x4455 0)))
  2.2977 +(let (($x5407 (not $x5406)))
  2.2978 +(let (($x5405 (= v_b_v_G_1$ ?v0!20)))
  2.2979 +(let (($x5409 (not $x5405)))
  2.2980 +(let ((@x10003 (monotonicity (symm (commutativity (= $x5405 $x5238)) (= $x5238 $x5405)) (= (not $x5238) $x5409))))
  2.2981 +(let (($x5408 (or $x5405 $x5407)))
  2.2982 +(let (($x3099 (not $x3475)))
  2.2983 +(let (($x9955 (or $x3099 $x5405 $x5407)))
  2.2984 +(let ((@x9962 (mp ((_ quant-inst v_b_v_G_1$ ?v0!20) (or $x3099 $x5408)) (rewrite (= (or $x3099 $x5408) $x9955)) $x9955)))
  2.2985 +(let ((@x10006 (unit-resolution (unit-resolution @x9962 @x3480 $x5408) (mp (hypothesis (not $x5238)) @x10003 $x5409) $x5407)))
  2.2986 +(let ((@x10007 ((_ th-lemma arith farkas -1 -1 1 1) @x6160 @x10006 (hypothesis $x4527) (unit-resolution @x9995 @x9992 $x6992) false)))
  2.2987 +(let ((@x10279 (unit-resolution (lemma @x10007 (or (not $x4527) $x5238)) (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x8001) $x4527)) @x10276 $x4527) $x5238)))
  2.2988 +(let ((@x10164 (unit-resolution (def-axiom (or (not $x10073) $x5237 (not $x10274))) (unit-resolution (def-axiom (or $x10274 (not $x5238))) @x10279 $x10274) (or (not $x10073) $x5237))))
  2.2989 +(unit-resolution (unit-resolution @x10164 (unit-resolution @x10020 @x3468 $x10073) $x5237) @x10120 false))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))
  2.2990 +
  2.2991 +8ec9d30fc9fdbc0ea292e0fdf148a6230c16dbca 2924 0
  2.2992 +unsat
  2.2993 +((set-logic <null>)
  2.2994 +(declare-fun ?v0!15 () Int)
  2.2995 +(declare-fun ?v0!14 () Int)
  2.2996 +(declare-fun ?v0!13 () Int)
  2.2997 +(proof
  2.2998 +(let ((?x10076 (b_S_array$ b_T_T_u1$ v_b_P_H_len$)))
  2.2999 +(let ((?x22595 (b_S_ptr$ ?x10076 v_b_P_H_arr$)))
  2.3000 +(let ((?x24598 (b_S_idx$ ?x22595 v_b_L_H_p_G_0$ b_T_T_u1$)))
  2.3001 +(let ((?x10272 (b_S_typemap$ v_b_S_s$)))
  2.3002 +(let ((?x24302 (b_S_select_o_tm$ ?x10272 ?x24598)))
  2.3003 +(let ((?x24605 (b_S_ts_n_emb$ ?x24302)))
  2.3004 +(let (($x24606 (= ?x24605 ?x22595)))
  2.3005 +(let (($x24611 (b_S_typed$ v_b_S_s$ ?x24598)))
  2.3006 +(let (($x24614 (not $x24611)))
  2.3007 +(let (($x24608 (b_S_ts_n_is_n_volatile$ ?x24302)))
  2.3008 +(let (($x24607 (not $x24606)))
  2.3009 +(let (($x24615 (or $x24607 $x24608 (not (b_S_ts_n_is_n_array_n_elt$ ?x24302)) $x24614)))
  2.3010 +(let (($x24616 (not $x24615)))
  2.3011 +(let (($x11901 (>= v_b_L_H_p_G_0$ 0)))
  2.3012 +(let (($x20030 (forall ((?v0 Int) )(! (let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3013 +(let (($x10238 (= ?x10163 v_b_S_result_G_0$)))
  2.3014 +(let (($x11800 (>= (+ ?v0 (* (- 1) v_b_P_H_len$)) 0)))
  2.3015 +(let (($x12168 (<= ?v0 4294967295)))
  2.3016 +(let (($x16553 (not $x12168)))
  2.3017 +(let (($x2815 (>= ?v0 0)))
  2.3018 +(let (($x3763 (not $x2815)))
  2.3019 +(or $x3763 $x16553 $x11800 (not $x10238))))))))) :pattern ( (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$) ) :qid k!704))
  2.3020 +))
  2.3021 +(let (($x20035 (not $x20030)))
  2.3022 +(let (($x20022 (forall ((?v0 Int) )(! (let ((?x11816 (* (- 1) v_b_S_result_G_0$)))
  2.3023 +(let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3024 +(let (($x11818 (<= (+ ?x10163 ?x11816) 0)))
  2.3025 +(let (($x11800 (>= (+ ?v0 (* (- 1) v_b_P_H_len$)) 0)))
  2.3026 +(let (($x12168 (<= ?v0 4294967295)))
  2.3027 +(let (($x16553 (not $x12168)))
  2.3028 +(let (($x2815 (>= ?v0 0)))
  2.3029 +(let (($x3763 (not $x2815)))
  2.3030 +(or $x3763 $x16553 $x11800 $x11818))))))))) :pattern ( (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$) ) :qid k!704))
  2.3031 +))
  2.3032 +(let (($x20027 (not $x20022)))
  2.3033 +(let (($x20038 (or $x20027 $x20035)))
  2.3034 +(let (($x20041 (not $x20038)))
  2.3035 +(let ((?x10078 (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$)))
  2.3036 +(let ((?x15743 (b_S_idx$ ?x10078 ?v0!15 b_T_T_u1$)))
  2.3037 +(let ((?x15744 (b_S_read_n_u1$ v_b_S_s$ ?x15743)))
  2.3038 +(let ((?x16029 (* (- 1) ?x15744)))
  2.3039 +(let (($x16031 (>= (+ v_b_S_result_G_0$ ?x16029) 0)))
  2.3040 +(let (($x16009 (<= (+ v_b_P_H_len$ (* (- 1) ?v0!15)) 0)))
  2.3041 +(let (($x15737 (<= ?v0!15 4294967295)))
  2.3042 +(let (($x19560 (not $x15737)))
  2.3043 +(let (($x15736 (>= ?v0!15 0)))
  2.3044 +(let (($x19559 (not $x15736)))
  2.3045 +(let (($x19575 (or $x19559 $x19560 $x16009 $x16031)))
  2.3046 +(let (($x19580 (not $x19575)))
  2.3047 +(let (($x20044 (or $x19580 $x20041)))
  2.3048 +(let (($x20047 (not $x20044)))
  2.3049 +(let (($x10222 (= v_b_S_result_G_0$ v_b_L_H_max_G_1$)))
  2.3050 +(let (($x19640 (not $x10222)))
  2.3051 +(let (($x10220 (= v_b_SL_H_witness_G_2$ v_b_SL_H_witness_G_0$)))
  2.3052 +(let (($x19639 (not $x10220)))
  2.3053 +(let (($x10218 (= v_b_L_H_p_G_2$ v_b_L_H_p_G_0$)))
  2.3054 +(let (($x19638 (not $x10218)))
  2.3055 +(let (($x10216 (= v_b_L_H_max_G_4$ v_b_L_H_max_G_1$)))
  2.3056 +(let (($x19637 (not $x10216)))
  2.3057 +(let (($x11432 (>= v_b_SL_H_witness_G_0$ 0)))
  2.3058 +(let (($x19501 (not $x11432)))
  2.3059 +(let (($x11429 (>= v_b_L_H_p_G_0$ 1)))
  2.3060 +(let (($x19474 (not $x11429)))
  2.3061 +(let (($x15729 (not b_S_position_n_marker$)))
  2.3062 +(let (($x20050 (or $x15729 $x19474 $x19501 $x19637 $x19638 $x19639 $x19640 $x20047)))
  2.3063 +(let (($x20053 (not $x20050)))
  2.3064 +(let (($x20056 (or $x15729 $x20053)))
  2.3065 +(let (($x20059 (not $x20056)))
  2.3066 +(let ((?x11484 (* (- 1) v_b_L_H_p_G_0$)))
  2.3067 +(let ((?x11485 (+ v_b_P_H_len$ ?x11484)))
  2.3068 +(let (($x11486 (<= ?x11485 0)))
  2.3069 +(let (($x11487 (not $x11486)))
  2.3070 +(let (($x20062 (or $x11487 $x19474 $x19501 $x20059)))
  2.3071 +(let (($x20065 (not $x20062)))
  2.3072 +(let ((?x10372 (b_S_idx$ ?x10078 v_b_SL_H_witness_G_1$ b_T_T_u1$)))
  2.3073 +(let ((?x10373 (b_S_read_n_u1$ v_b_S_s$ ?x10372)))
  2.3074 +(let (($x10374 (= ?x10373 v_b_L_H_max_G_3$)))
  2.3075 +(let (($x19411 (not $x10374)))
  2.3076 +(let (($x11647 (<= (+ v_b_P_H_len$ (* (- 1) v_b_SL_H_witness_G_1$)) 0)))
  2.3077 +(let (($x19412 (or $x11647 $x19411)))
  2.3078 +(let (($x19413 (not $x19412)))
  2.3079 +(let (($x19906 (forall ((?v0 Int) )(! (let ((?x11631 (* (- 1) v_b_L_H_max_G_3$)))
  2.3080 +(let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3081 +(let (($x11633 (<= (+ ?x10163 ?x11631) 0)))
  2.3082 +(let (($x11615 (>= (+ ?v0 (* (- 1) v_b_L_H_p_G_1$)) 0)))
  2.3083 +(let (($x12168 (<= ?v0 4294967295)))
  2.3084 +(let (($x16553 (not $x12168)))
  2.3085 +(let (($x2815 (>= ?v0 0)))
  2.3086 +(let (($x3763 (not $x2815)))
  2.3087 +(or $x3763 $x16553 $x11615 $x11633))))))))) :pattern ( (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$) ) :qid k!704))
  2.3088 +))
  2.3089 +(let (($x19911 (not $x19906)))
  2.3090 +(let (($x19914 (or $x19911 $x19413)))
  2.3091 +(let (($x19917 (not $x19914)))
  2.3092 +(let ((?x15633 (b_S_idx$ ?x10078 ?v0!14 b_T_T_u1$)))
  2.3093 +(let ((?x15634 (b_S_read_n_u1$ v_b_S_s$ ?x15633)))
  2.3094 +(let ((?x15891 (* (- 1) ?x15634)))
  2.3095 +(let (($x15893 (>= (+ v_b_L_H_max_G_3$ ?x15891) 0)))
  2.3096 +(let (($x15871 (<= (+ v_b_L_H_p_G_1$ (* (- 1) ?v0!14)) 0)))
  2.3097 +(let (($x15627 (<= ?v0!14 4294967295)))
  2.3098 +(let (($x19366 (not $x15627)))
  2.3099 +(let (($x15626 (>= ?v0!14 0)))
  2.3100 +(let (($x19365 (not $x15626)))
  2.3101 +(let (($x19381 (or $x19365 $x19366 $x15871 $x15893)))
  2.3102 +(let (($x19386 (not $x19381)))
  2.3103 +(let (($x19920 (or $x19386 $x19917)))
  2.3104 +(let (($x19923 (not $x19920)))
  2.3105 +(let (($x11608 (>= (+ v_b_P_H_len$ (* (- 1) v_b_L_H_p_G_1$)) 0)))
  2.3106 +(let (($x11612 (not $x11608)))
  2.3107 +(let (($x19926 (or $x11612 $x19923)))
  2.3108 +(let (($x19929 (not $x19926)))
  2.3109 +(let (($x19932 (or $x11612 $x19929)))
  2.3110 +(let (($x19935 (not $x19932)))
  2.3111 +(let (($x11536 (>= v_b_SL_H_witness_G_1$ 0)))
  2.3112 +(let (($x19455 (not $x11536)))
  2.3113 +(let (($x11578 (>= v_b_L_H_p_G_1$ 2)))
  2.3114 +(let (($x19454 (not $x11578)))
  2.3115 +(let (($x10358 (b_S_local_n_value_n_is$ v_b_S_s$ b_H_tok_S_1_T_16_o_24$ b_H_loc_o_p$ v_b_L_H_p_G_1$ b_T_T_u4$)))
  2.3116 +(let (($x19453 (not $x10358)))
  2.3117 +(let ((?x11581 (* (- 1) v_b_L_H_p_G_1$)))
  2.3118 +(let ((?x11582 (+ v_b_L_H_p_G_0$ ?x11581)))
  2.3119 +(let (($x11580 (= ?x11582 (- 1))))
  2.3120 +(let (($x19452 (not $x11580)))
  2.3121 +(let (($x13353 (<= v_b_L_H_p_G_0$ 4294967294)))
  2.3122 +(let (($x15614 (not $x13353)))
  2.3123 +(let (($x11570 (>= v_b_L_H_p_G_0$ (- 1))))
  2.3124 +(let (($x15611 (not $x11570)))
  2.3125 +(let (($x19938 (or $x15611 $x15614 $x19452 $x19453 $x19454 $x19455 $x19935)))
  2.3126 +(let (($x19941 (not $x19938)))
  2.3127 +(let (($x19944 (or $x15611 $x15614 $x19941)))
  2.3128 +(let (($x19947 (not $x19944)))
  2.3129 +(let (($x10392 (= v_b_SL_H_witness_G_1$ v_b_SL_H_witness_G_0$)))
  2.3130 +(let (($x19513 (not $x10392)))
  2.3131 +(let (($x10391 (= v_b_L_H_max_G_3$ v_b_L_H_max_G_1$)))
  2.3132 +(let (($x19512 (not $x10391)))
  2.3133 +(let ((?x10320 (b_S_idx$ ?x10078 v_b_L_H_p_G_0$ b_T_T_u1$)))
  2.3134 +(let ((?x10327 (b_S_read_n_u1$ v_b_S_s$ ?x10320)))
  2.3135 +(let ((?x11517 (* (- 1) ?x10327)))
  2.3136 +(let (($x11516 (>= (+ v_b_L_H_max_G_1$ ?x11517) 0)))
  2.3137 +(let (($x11515 (not $x11516)))
  2.3138 +(let (($x19980 (or $x11515 $x19501 $x19512 $x19513 $x19474 $x19455 $x19947)))
  2.3139 +(let (($x19983 (not $x19980)))
  2.3140 +(let (($x10340 (= v_b_SL_H_witness_G_1$ v_b_L_H_p_G_0$)))
  2.3141 +(let (($x19473 (not $x10340)))
  2.3142 +(let (($x10338 (= v_b_L_H_max_G_3$ v_b_L_H_max_G_2$)))
  2.3143 +(let (($x19472 (not $x10338)))
  2.3144 +(let (($x10335 (b_S_local_n_value_n_is$ v_b_S_s$ b_H_tok_S_1_T_24_o_47$ b_H_loc_o_witness$ v_b_L_H_p_G_0$ b_T_T_u4$)))
  2.3145 +(let (($x19471 (not $x10335)))
  2.3146 +(let (($x10334 (b_S_local_n_value_n_is$ v_b_S_s$ b_H_tok_S_1_T_23_o_7$ b_H_loc_o_max$ v_b_L_H_max_G_2$ b_T_T_u1$)))
  2.3147 +(let (($x19470 (not $x10334)))
  2.3148 +(let (($x10333 (= v_b_L_H_max_G_2$ ?x10327)))
  2.3149 +(let (($x19469 (not $x10333)))
  2.3150 +(let (($x10324 (b_S_thread_n_local$ v_b_S_s$ ?x10320)))
  2.3151 +(let (($x15599 (not $x10324)))
  2.3152 +(let (($x10321 (b_S_is$ ?x10320 b_T_T_u1$)))
  2.3153 +(let (($x15590 (not $x10321)))
  2.3154 +(let (($x19950 (or $x15590 $x15599 $x19469 $x19470 $x19471 $x19472 $x19473 $x19474 $x19455 $x19947)))
  2.3155 +(let (($x19953 (not $x19950)))
  2.3156 +(let (($x19956 (or $x15590 $x15599 $x19953)))
  2.3157 +(let (($x19959 (not $x19956)))
  2.3158 +(let (($x10322 (b_S_typed$ v_b_S_s$ ?x10320)))
  2.3159 +(let (($x15593 (not $x10322)))
  2.3160 +(let (($x19962 (or $x15590 $x15593 $x19959)))
  2.3161 +(let (($x19965 (not $x19962)))
  2.3162 +(let (($x19968 (or $x15590 $x15593 $x19965)))
  2.3163 +(let (($x19971 (not $x19968)))
  2.3164 +(let (($x19974 (or $x11516 $x19474 $x19501 $x19971)))
  2.3165 +(let (($x19977 (not $x19974)))
  2.3166 +(let (($x19986 (or $x19977 $x19983)))
  2.3167 +(let (($x19989 (not $x19986)))
  2.3168 +(let (($x19992 (or $x15590 $x15599 $x19474 $x19501 $x19989)))
  2.3169 +(let (($x19995 (not $x19992)))
  2.3170 +(let (($x19998 (or $x15590 $x15599 $x19995)))
  2.3171 +(let (($x20001 (not $x19998)))
  2.3172 +(let (($x20004 (or $x15590 $x15593 $x20001)))
  2.3173 +(let (($x20007 (not $x20004)))
  2.3174 +(let (($x20010 (or $x15590 $x15593 $x20007)))
  2.3175 +(let (($x20013 (not $x20010)))
  2.3176 +(let (($x20016 (or $x11486 $x19474 $x19501 $x20013)))
  2.3177 +(let (($x20019 (not $x20016)))
  2.3178 +(let (($x20068 (or $x20019 $x20065)))
  2.3179 +(let (($x20071 (not $x20068)))
  2.3180 +(let ((?x2238 (b_S_ptr_n_to$ b_T_T_u1$)))
  2.3181 +(let (($x10296 (b_S_local_n_value_n_is_n_ptr$ v_b_S_s$ b_H_tok_S_1_T_16_o_3$ b_H_loc_o_arr$ ?x10078 ?x2238)))
  2.3182 +(let (($x19683 (not $x10296)))
  2.3183 +(let ((?x10105 (b_S_ptr_n_to_n_int$ ?x10078)))
  2.3184 +(let (($x10295 (b_S_local_n_value_n_is$ v_b_S_s$ b_H_tok_S_1_T_16_o_3$ b_H_loc_o_arr$ ?x10105 ?x2238)))
  2.3185 +(let (($x19682 (not $x10295)))
  2.3186 +(let (($x10294 (b_S_local_n_value_n_is$ v_b_S_s$ b_H_tok_S_1_T_16_o_3$ b_H_loc_o_len$ v_b_P_H_len$ b_T_T_u4$)))
  2.3187 +(let (($x19681 (not $x10294)))
  2.3188 +(let (($x10293 (b_S_local_n_value_n_is$ v_b_S_s$ b_H_tok_S_1_T_16_o_3$ b_H_loc_o_max$ v_b_L_H_max_G_1$ b_T_T_u1$)))
  2.3189 +(let (($x19680 (not $x10293)))
  2.3190 +(let (($x10292 (b_S_local_n_value_n_is$ v_b_S_s$ b_H_tok_S_1_T_16_o_3$ b_H_loc_o_witness$ v_b_SL_H_witness_G_0$ b_T_T_u4$)))
  2.3191 +(let (($x19679 (not $x10292)))
  2.3192 +(let (($x10291 (b_S_local_n_value_n_is$ v_b_S_s$ b_H_tok_S_1_T_16_o_3$ b_H_loc_o_p$ v_b_L_H_p_G_0$ b_T_T_u4$)))
  2.3193 +(let (($x19678 (not $x10291)))
  2.3194 +(let (($x10097 (b_S_full_n_stop$ v_b_S_s$)))
  2.3195 +(let (($x19677 (not $x10097)))
  2.3196 +(let (($x10204 (b_S_good_n_state_n_ext$ b_H_tok_S_1_T_16_o_3$ v_b_S_s$)))
  2.3197 +(let (($x19676 (not $x10204)))
  2.3198 +(let (($x10284 (b_S_call_n_transition$ v_b_S_s$ v_b_S_s$)))
  2.3199 +(let (($x19675 (not $x10284)))
  2.3200 +(let ((?x10190 (b_S_idx$ ?x10078 v_b_SL_H_witness_G_0$ b_T_T_u1$)))
  2.3201 +(let ((?x10191 (b_S_read_n_u1$ v_b_S_s$ ?x10190)))
  2.3202 +(let (($x10192 (= ?x10191 v_b_L_H_max_G_1$)))
  2.3203 +(let (($x19674 (not $x10192)))
  2.3204 +(let (($x11867 (<= (+ v_b_P_H_len$ (* (- 1) v_b_SL_H_witness_G_0$)) 0)))
  2.3205 +(let (($x19898 (forall ((?v0 Int) )(! (let ((?x11887 (* (- 1) v_b_L_H_max_G_1$)))
  2.3206 +(let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3207 +(let (($x11889 (<= (+ ?x10163 ?x11887) 0)))
  2.3208 +(let (($x11871 (>= (+ ?v0 (* (- 1) v_b_L_H_p_G_0$)) 0)))
  2.3209 +(let (($x12168 (<= ?v0 4294967295)))
  2.3210 +(let (($x16553 (not $x12168)))
  2.3211 +(let (($x2815 (>= ?v0 0)))
  2.3212 +(let (($x3763 (not $x2815)))
  2.3213 +(or $x3763 $x16553 $x11871 $x11889))))))))) :pattern ( (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$) ) :qid k!704))
  2.3214 +))
  2.3215 +(let (($x19903 (not $x19898)))
  2.3216 +(let (($x11898 (>= ?x11485 0)))
  2.3217 +(let (($x19672 (not $x11898)))
  2.3218 +(let (($x13326 (<= v_b_L_H_p_G_0$ 4294967295)))
  2.3219 +(let (($x19671 (not $x13326)))
  2.3220 +(let (($x19670 (not $x11901)))
  2.3221 +(let (($x13315 (<= v_b_SL_H_witness_G_0$ 4294967295)))
  2.3222 +(let (($x19669 (not $x13315)))
  2.3223 +(let (($x13304 (<= v_b_L_H_max_G_1$ 255)))
  2.3224 +(let (($x19668 (not $x13304)))
  2.3225 +(let (($x11911 (>= v_b_L_H_max_G_1$ 0)))
  2.3226 +(let (($x19667 (not $x11911)))
  2.3227 +(let ((?x10137 (b_S_idx$ ?x10078 0 b_T_T_u1$)))
  2.3228 +(let ((?x10144 (b_S_read_n_u1$ v_b_S_s$ ?x10137)))
  2.3229 +(let (($x10167 (= ?x10144 v_b_L_H_max_G_0$)))
  2.3230 +(let (($x15548 (not $x10167)))
  2.3231 +(let (($x11259 (<= v_b_P_H_len$ 0)))
  2.3232 +(let (($x20074 (or $x11259 $x15548 $x19667 $x19668 $x19669 $x19670 $x19671 $x19672 $x19903 $x11867 $x19674 $x19675 $x19676 $x19677 $x19678 $x19679 $x19680 $x19681 $x19682 $x19683 $x19474 $x19501 $x20071)))
  2.3233 +(let (($x20077 (not $x20074)))
  2.3234 +(let (($x10145 (= v_b_L_H_max_G_0$ ?x10144)))
  2.3235 +(let (($x20080 (or $x11259 $x15548 $x20077)))
  2.3236 +(let (($x20083 (not $x20080)))
  2.3237 +(let (($x19890 (forall ((?v0 Int) )(! (let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3238 +(let (($x11404 (>= (+ v_b_L_H_max_G_0$ (* (- 1) ?x10163)) 0)))
  2.3239 +(let (($x11388 (>= ?v0 1)))
  2.3240 +(let (($x12168 (<= ?v0 4294967295)))
  2.3241 +(let (($x16553 (not $x12168)))
  2.3242 +(let (($x2815 (>= ?v0 0)))
  2.3243 +(let (($x3763 (not $x2815)))
  2.3244 +(or $x3763 $x16553 $x11388 $x11404)))))))) :pattern ( (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$) ) :qid k!704))
  2.3245 +))
  2.3246 +(let (($x19895 (not $x19890)))
  2.3247 +(let (($x20086 (or $x19895 $x20083)))
  2.3248 +(let (($x20089 (not $x20086)))
  2.3249 +(let ((?x15529 (b_S_idx$ ?x10078 ?v0!13 b_T_T_u1$)))
  2.3250 +(let ((?x15530 (b_S_read_n_u1$ v_b_S_s$ ?x15529)))
  2.3251 +(let ((?x15531 (* (- 1) ?x15530)))
  2.3252 +(let (($x15533 (>= (+ v_b_L_H_max_G_0$ ?x15531) 0)))
  2.3253 +(let (($x15525 (>= ?v0!13 1)))
  2.3254 +(let (($x15524 (<= ?v0!13 4294967295)))
  2.3255 +(let (($x19298 (not $x15524)))
  2.3256 +(let (($x15523 (>= ?v0!13 0)))
  2.3257 +(let (($x19297 (not $x15523)))
  2.3258 +(let (($x19313 (or $x19297 $x19298 $x15525 $x15533)))
  2.3259 +(let (($x19318 (not $x19313)))
  2.3260 +(let (($x20092 (or $x19318 $x20089)))
  2.3261 +(let (($x20095 (not $x20092)))
  2.3262 +(let (($x11382 (>= v_b_P_H_len$ 1)))
  2.3263 +(let (($x11385 (not $x11382)))
  2.3264 +(let (($x20098 (or $x11385 $x20095)))
  2.3265 +(let (($x20101 (not $x20098)))
  2.3266 +(let (($x20104 (or $x11385 $x20101)))
  2.3267 +(let (($x20107 (not $x20104)))
  2.3268 +(let (($x10148 (b_S_local_n_value_n_is$ v_b_S_s$ b_H_tok_S_1_T_16_o_8$ b_H_loc_o_p$ 1 b_T_T_u4$)))
  2.3269 +(let (($x19727 (not $x10148)))
  2.3270 +(let (($x10147 (b_S_local_n_value_n_is$ v_b_S_s$ b_H_tok_S_1_T_14_o_3$ b_H_loc_o_witness$ 0 b_T_T_u4$)))
  2.3271 +(let (($x19726 (not $x10147)))
  2.3272 +(let (($x10146 (b_S_local_n_value_n_is$ v_b_S_s$ b_H_tok_S_1_T_12_o_3$ b_H_loc_o_max$ v_b_L_H_max_G_0$ b_T_T_u1$)))
  2.3273 +(let (($x19725 (not $x10146)))
  2.3274 +(let (($x19724 (not $x10145)))
  2.3275 +(let (($x10141 (b_S_thread_n_local$ v_b_S_s$ ?x10137)))
  2.3276 +(let (($x15511 (not $x10141)))
  2.3277 +(let (($x10138 (b_S_is$ ?x10137 b_T_T_u1$)))
  2.3278 +(let (($x15502 (not $x10138)))
  2.3279 +(let (($x20110 (or $x15502 $x15511 $x19724 $x19725 $x19726 $x19727 $x20107)))
  2.3280 +(let (($x20113 (not $x20110)))
  2.3281 +(let (($x20116 (or $x15502 $x15511 $x20113)))
  2.3282 +(let (($x20119 (not $x20116)))
  2.3283 +(let (($x10139 (b_S_typed$ v_b_S_s$ ?x10137)))
  2.3284 +(let (($x15505 (not $x10139)))
  2.3285 +(let (($x20122 (or $x15502 $x15505 $x20119)))
  2.3286 +(let (($x20125 (not $x20122)))
  2.3287 +(let ((?x22478 (b_S_select_o_tm$ ?x10272 ?x10137)))
  2.3288 +(let (($x22602 (b_S_ts_n_is_n_volatile$ ?x22478)))
  2.3289 +(let (($x22603 (or $x15505 $x22602)))
  2.3290 +(let (($x22604 (not $x22603)))
  2.3291 +(let ((?x10079 (b_S_ref$ ?x10078)))
  2.3292 +(let ((?x10080 (b_S_ptr$ ?x10076 ?x10079)))
  2.3293 +(let ((?x21014 (b_S_ref$ ?x10080)))
  2.3294 +(let ((?x21983 (b_S_ptr$ ?x10076 ?x21014)))
  2.3295 +(let ((?x22343 (b_S_domain$ v_b_S_s$ ?x21983)))
  2.3296 +(let (($x22596 (b_S_set_n_in$ ?x22595 ?x22343)))
  2.3297 +(let (($x21179 (= ?x10079 v_b_P_H_arr$)))
  2.3298 +(let (($x19835 (forall ((?v0 B_S_ctype$) (?v1 Int) )(! (= (b_S_ref$ (b_S_ptr$ ?v0 ?v1)) ?v1) :pattern ( (b_S_ptr$ ?v0 ?v1) ) :qid k!627))
  2.3299 +))
  2.3300 +(let (($x9655 (forall ((?v0 B_S_ctype$) (?v1 Int) )(! (= (b_S_ref$ (b_S_ptr$ ?v0 ?v1)) ?v1) :qid k!627))
  2.3301 +))
  2.3302 +(let (($x9654 (= (b_S_ref$ (b_S_ptr$ ?1 ?0)) ?0)))
  2.3303 +(let ((@x15356 (mp~ (asserted $x9655) (nnf-pos (refl (~ $x9654 $x9654)) (~ $x9655 $x9655)) $x9655)))
  2.3304 +(let ((@x19840 (mp @x15356 (quant-intro (refl (= $x9654 $x9654)) (= $x9655 $x19835)) $x19835)))
  2.3305 +(let (($x21152 (not $x19835)))
  2.3306 +(let (($x21184 (or $x21152 $x21179)))
  2.3307 +(let ((@x21185 ((_ quant-inst b_T_T_u1$ v_b_P_H_arr$) $x21184)))
  2.3308 +(let ((@x23445 (unit-resolution @x21185 @x19840 $x21179)))
  2.3309 +(let ((@x23680 (monotonicity (symm @x23445 (= v_b_P_H_arr$ ?x10079)) (= ?x22595 ?x10080))))
  2.3310 +(let (($x21990 (= ?x10080 ?x21983)))
  2.3311 +(let (($x10084 (b_S_is$ ?x10080 ?x10076)))
  2.3312 +(let (($x11245 (>= (+ b_S_max_o_u4$ (* (- 1) v_b_P_H_len$)) 0)))
  2.3313 +(let (($x11243 (>= v_b_P_H_len$ 0)))
  2.3314 +(let (($x10439 (forall ((?v0 B_S_ptr$) )(! (let (($x10113 (b_S_in_n_writes_n_at$ v_b_H_wrTime_S_1_T_6_o_1$ ?v0)))
  2.3315 +(not $x10113)) :pattern ( (b_S_in_n_writes_n_at$ v_b_H_wrTime_S_1_T_6_o_1$ ?v0) ) :qid k!704))
  2.3316 +))
  2.3317 +(let ((?x10111 (b_S_current_n_timestamp$ v_b_S_s$)))
  2.3318 +(let (($x10112 (= v_b_H_wrTime_S_1_T_6_o_1$ ?x10111)))
  2.3319 +(let (($x10109 (b_S_local_n_value_n_is$ v_b_S_s$ b_H_tok_S_1_T_6_o_1$ b_H_loc_o_len$ v_b_P_H_len$ b_T_T_u4$)))
  2.3320 +(let (($x10107 (b_S_local_n_value_n_is_n_ptr$ v_b_S_s$ b_H_tok_S_1_T_6_o_1$ b_H_loc_o_arr$ ?x10078 ?x2238)))
  2.3321 +(let (($x10106 (b_S_local_n_value_n_is$ v_b_S_s$ b_H_tok_S_1_T_6_o_1$ b_H_loc_o_arr$ ?x10105 ?x2238)))
  2.3322 +(let (($x11256 (forall ((?v0 B_S_pure_n_function$) )(! (let (($x11251 (>= (+ (b_S_frame_n_level$ ?v0) (* (- 1) b_S_current_n_frame_n_level$)) 0)))
  2.3323 +(not $x11251)) :pattern ( (b_S_frame_n_level$ ?v0) ) :qid k!704))
  2.3324 +))
  2.3325 +(let (($x10096 (b_S_good_n_state_n_ext$ b_H_tok_S_1_T_6_o_1$ v_b_S_s$)))
  2.3326 +(let (($x10095 (b_S_function_n_entry$ v_b_S_s$)))
  2.3327 +(let (($x10089 (b_S_is_n_non_n_primitive$ ?x10076)))
  2.3328 +(let ((?x10086 (b_S_kind_n_of$ ?x10076)))
  2.3329 +(let (($x10087 (= ?x10086 b_S_kind_n_primitive$)))
  2.3330 +(let (($x10088 (not $x10087)))
  2.3331 +(let (($x10085 (b_S_typed$ v_b_S_s$ ?x10080)))
  2.3332 +(let ((?x10082 (b_S_owner$ v_b_S_s$ ?x10080)))
  2.3333 +(let (($x10083 (= ?x10082 b_S_me$)))
  2.3334 +(let (($x10081 (b_S_closed$ v_b_S_s$ ?x10080)))
  2.3335 +(let (($x11260 (not $x11259)))
  2.3336 +(let (($x11263 (>= v_b_P_H_len$ 1099511627776)))
  2.3337 +(let (($x11264 (not $x11263)))
  2.3338 +(let (($x11270 (>= (+ b_S_max_o_u4$ (* (- 1) v_b_SL_H_witness$)) 0)))
  2.3339 +(let (($x11268 (>= v_b_SL_H_witness$ 0)))
  2.3340 +(let (($x11278 (>= (+ b_S_max_o_u4$ (* (- 1) v_b_L_H_p$)) 0)))
  2.3341 +(let (($x11276 (>= v_b_L_H_p$ 0)))
  2.3342 +(let (($x11286 (>= (+ b_S_max_o_u1$ (* (- 1) v_b_L_H_max$)) 0)))
  2.3343 +(let (($x11284 (>= v_b_L_H_max$ 0)))
  2.3344 +(let (($x11342 (and $x11284 $x11286 $x11276 $x11278 $x11268 $x11270 $x11264 $x11260 $x10081 $x10083 $x10084 $x10085 $x10088 $x10089 $x10095 $x10096 $x10097 $x11256 $x10106 $x10107 $x10109 $x10112 $x10439 $x11243 $x11245)))
  2.3345 +(let (($x11844 (exists ((?v0 Int) )(! (let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3346 +(let (($x10238 (= ?x10163 v_b_S_result_G_0$)))
  2.3347 +(let (($x11800 (>= (+ ?v0 (* (- 1) v_b_P_H_len$)) 0)))
  2.3348 +(let (($x11802 (not $x11800)))
  2.3349 +(let ((?x3113 (* (- 1) b_S_max_o_u4$)))
  2.3350 +(let ((?x3114 (+ ?v0 ?x3113)))
  2.3351 +(let (($x3115 (<= ?x3114 0)))
  2.3352 +(let (($x2815 (>= ?v0 0)))
  2.3353 +(and $x2815 $x3115 $x11802 $x10238))))))))) :qid k!704))
  2.3354 +))
  2.3355 +(let (($x11824 (forall ((?v0 Int) )(! (let ((?x11816 (* (- 1) v_b_S_result_G_0$)))
  2.3356 +(let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3357 +(let (($x11818 (<= (+ ?x10163 ?x11816) 0)))
  2.3358 +(let (($x11800 (>= (+ ?v0 (* (- 1) v_b_P_H_len$)) 0)))
  2.3359 +(let (($x11802 (not $x11800)))
  2.3360 +(let ((?x3113 (* (- 1) b_S_max_o_u4$)))
  2.3361 +(let ((?x3114 (+ ?v0 ?x3113)))
  2.3362 +(let (($x3115 (<= ?x3114 0)))
  2.3363 +(let (($x2815 (>= ?v0 0)))
  2.3364 +(let (($x11808 (and $x2815 $x3115 $x11802)))
  2.3365 +(let (($x11813 (not $x11808)))
  2.3366 +(or $x11813 $x11818)))))))))))) :qid k!704))
  2.3367 +))
  2.3368 +(let (($x11827 (not $x11824)))
  2.3369 +(let (($x11847 (or $x11827 $x11844)))
  2.3370 +(let (($x11850 (and $x11824 $x11847)))
  2.3371 +(let (($x11792 (and b_S_position_n_marker$ $x11429 $x11432 $x10216 $x10218 $x10220 $x10222)))
  2.3372 +(let (($x11797 (not $x11792)))
  2.3373 +(let (($x11853 (or $x11797 $x11850)))
  2.3374 +(let (($x11856 (and b_S_position_n_marker$ $x11853)))
  2.3375 +(let (($x11772 (and $x11486 $x11429 $x11432)))
  2.3376 +(let (($x11777 (not $x11772)))
  2.3377 +(let (($x11859 (or $x11777 $x11856)))
  2.3378 +(let (($x11648 (not $x11647)))
  2.3379 +(let (($x11651 (and $x11648 $x10374)))
  2.3380 +(let (($x11639 (forall ((?v0 Int) )(! (let ((?x11631 (* (- 1) v_b_L_H_max_G_3$)))
  2.3381 +(let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3382 +(let (($x11633 (<= (+ ?x10163 ?x11631) 0)))
  2.3383 +(let (($x11615 (>= (+ ?v0 (* (- 1) v_b_L_H_p_G_1$)) 0)))
  2.3384 +(let (($x11617 (not $x11615)))
  2.3385 +(let ((?x3113 (* (- 1) b_S_max_o_u4$)))
  2.3386 +(let ((?x3114 (+ ?v0 ?x3113)))
  2.3387 +(let (($x3115 (<= ?x3114 0)))
  2.3388 +(let (($x2815 (>= ?v0 0)))
  2.3389 +(let (($x11623 (and $x2815 $x3115 $x11617)))
  2.3390 +(let (($x11628 (not $x11623)))
  2.3391 +(or $x11628 $x11633)))))))))))) :qid k!704))
  2.3392 +))
  2.3393 +(let (($x11642 (not $x11639)))
  2.3394 +(let (($x11654 (or $x11642 $x11651)))
  2.3395 +(let (($x11657 (and $x11639 $x11654)))
  2.3396 +(let (($x11660 (or $x11612 $x11657)))
  2.3397 +(let (($x11663 (and $x11608 $x11660)))
  2.3398 +(let ((?x11574 (+ b_S_max_o_u4$ ?x11484)))
  2.3399 +(let (($x11573 (>= ?x11574 1)))
  2.3400 +(let (($x11600 (and $x11570 $x11573 $x11580 $x10358 $x11578 $x11536)))
  2.3401 +(let (($x11605 (not $x11600)))
  2.3402 +(let (($x11666 (or $x11605 $x11663)))
  2.3403 +(let (($x11672 (and $x11570 $x11573 $x11666)))
  2.3404 +(let (($x11725 (and $x11516 $x11432 $x10391 $x10392 $x11429 $x11536)))
  2.3405 +(let (($x11730 (not $x11725)))
  2.3406 +(let (($x11733 (or $x11730 $x11672)))
  2.3407 +(let (($x11562 (and $x10321 $x10324 $x10333 $x10334 $x10335 $x10338 $x10340 $x11429 $x11536)))
  2.3408 +(let (($x11567 (not $x11562)))
  2.3409 +(let (($x11677 (or $x11567 $x11672)))
  2.3410 +(let (($x11683 (and $x10321 $x10324 $x11677)))
  2.3411 +(let (($x10323 (and $x10321 $x10322)))
  2.3412 +(let (($x11001 (not $x10323)))
  2.3413 +(let (($x11688 (or $x11001 $x11683)))
  2.3414 +(let (($x11694 (and $x10321 $x10322 $x11688)))
  2.3415 +(let (($x11527 (and $x11515 $x11429 $x11432)))
  2.3416 +(let (($x11532 (not $x11527)))
  2.3417 +(let (($x11699 (or $x11532 $x11694)))
  2.3418 +(let (($x11736 (and $x11699 $x11733)))
  2.3419 +(let (($x11507 (and $x10321 $x10324 $x11429 $x11432)))
  2.3420 +(let (($x11512 (not $x11507)))
  2.3421 +(let (($x11739 (or $x11512 $x11736)))
  2.3422 +(let (($x11745 (and $x10321 $x10324 $x11739)))
  2.3423 +(let (($x11750 (or $x11001 $x11745)))
  2.3424 +(let (($x11756 (and $x10321 $x10322 $x11750)))
  2.3425 +(let (($x11496 (and $x11487 $x11429 $x11432)))
  2.3426 +(let (($x11501 (not $x11496)))
  2.3427 +(let (($x11761 (or $x11501 $x11756)))
  2.3428 +(let (($x11862 (and $x11761 $x11859)))
  2.3429 +(let (($x11476 (and $x10284 $x10204 $x10097 $x10291 $x10292 $x10293 $x10294 $x10295 $x10296 $x11429 $x11432)))
  2.3430 +(let (($x11481 (not $x11476)))
  2.3431 +(let (($x11868 (not $x11867)))
  2.3432 +(let (($x11895 (forall ((?v0 Int) )(! (let ((?x11887 (* (- 1) v_b_L_H_max_G_1$)))
  2.3433 +(let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3434 +(let (($x11889 (<= (+ ?x10163 ?x11887) 0)))
  2.3435 +(let (($x11871 (>= (+ ?v0 (* (- 1) v_b_L_H_p_G_0$)) 0)))
  2.3436 +(let (($x11873 (not $x11871)))
  2.3437 +(let ((?x3113 (* (- 1) b_S_max_o_u4$)))
  2.3438 +(let ((?x3114 (+ ?v0 ?x3113)))
  2.3439 +(let (($x3115 (<= ?x3114 0)))
  2.3440 +(let (($x2815 (>= ?v0 0)))
  2.3441 +(let (($x11879 (and $x2815 $x3115 $x11873)))
  2.3442 +(let (($x11884 (not $x11879)))
  2.3443 +(or $x11884 $x11889)))))))))))) :qid k!704))
  2.3444 +))
  2.3445 +(let (($x11904 (>= ?x11574 0)))
  2.3446 +(let (($x11907 (>= (+ b_S_max_o_u4$ (* (- 1) v_b_SL_H_witness_G_0$)) 0)))
  2.3447 +(let (($x11914 (>= (+ b_S_max_o_u1$ (* (- 1) v_b_L_H_max_G_1$)) 0)))
  2.3448 +(let (($x11957 (and $x11260 $x10167 $x11911 $x11914 $x11907 $x11901 $x11904 $x11898 $x11895 $x11868 $x10192 $x11429 $x11432)))
  2.3449 +(let (($x11962 (not $x11957)))
  2.3450 +(let (($x11971 (or $x11962 $x11481 $x11862)))
  2.3451 +(let (($x11979 (and $x11260 $x10167 $x11971)))
  2.3452 +(let (($x11411 (forall ((?v0 Int) )(! (let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3453 +(let (($x11404 (>= (+ v_b_L_H_max_G_0$ (* (- 1) ?x10163)) 0)))
  2.3454 +(let (($x11388 (>= ?v0 1)))
  2.3455 +(let (($x11389 (not $x11388)))
  2.3456 +(let ((?x3113 (* (- 1) b_S_max_o_u4$)))
  2.3457 +(let ((?x3114 (+ ?v0 ?x3113)))
  2.3458 +(let (($x3115 (<= ?x3114 0)))
  2.3459 +(let (($x2815 (>= ?v0 0)))
  2.3460 +(let (($x11395 (and $x2815 $x3115 $x11389)))
  2.3461 +(let (($x11400 (not $x11395)))
  2.3462 +(or $x11400 $x11404))))))))))) :qid k!704))
  2.3463 +))
  2.3464 +(let (($x11414 (not $x11411)))
  2.3465 +(let (($x11984 (or $x11414 $x11979)))
  2.3466 +(let (($x11987 (and $x11411 $x11984)))
  2.3467 +(let (($x11990 (or $x11385 $x11987)))
  2.3468 +(let (($x11993 (and $x11382 $x11990)))
  2.3469 +(let (($x11374 (and $x10138 $x10141 $x10145 $x10146 $x10147 $x10148)))
  2.3470 +(let (($x11379 (not $x11374)))
  2.3471 +(let (($x11996 (or $x11379 $x11993)))
  2.3472 +(let (($x12002 (and $x10138 $x10141 $x11996)))
  2.3473 +(let (($x10140 (and $x10138 $x10139)))
  2.3474 +(let (($x11209 (not $x10140)))
  2.3475 +(let (($x12007 (or $x11209 $x12002)))
  2.3476 +(let (($x12013 (and $x10138 $x10139 $x12007)))
  2.3477 +(let (($x10136 (b_S_in_n_domain_n_lab$ v_b_S_s$ ?x10080 ?x10080 b_l_H_public$)))
  2.3478 +(let (($x11221 (not $x10136)))
  2.3479 +(let (($x12018 (or $x11221 $x12013)))
  2.3480 +(let (($x12021 (and $x10136 $x12018)))
  2.3481 +(let (($x12027 (not (or (not $x11342) $x12021))))
  2.3482 +(let (($x10242 (exists ((?v0 Int) )(! (let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3483 +(let (($x10238 (= ?x10163 v_b_S_result_G_0$)))
  2.3484 +(let (($x10233 (< ?v0 v_b_P_H_len$)))
  2.3485 +(let (($x3097 (<= ?v0 b_S_max_o_u4$)))
  2.3486 +(let (($x2766 (<= 0 ?v0)))
  2.3487 +(and $x2766 (and $x3097 (and $x10233 $x10238)))))))) :qid k!704))
  2.3488 +))
  2.3489 +(let (($x10244 (and $x10242 (=> $x10242 true))))
  2.3490 +(let (($x10237 (forall ((?v0 Int) )(! (let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3491 +(let (($x10235 (<= ?x10163 v_b_S_result_G_0$)))
  2.3492 +(let (($x10233 (< ?v0 v_b_P_H_len$)))
  2.3493 +(let (($x3097 (<= ?v0 b_S_max_o_u4$)))
  2.3494 +(let (($x2766 (<= 0 ?v0)))
  2.3495 +(let (($x3098 (and $x2766 $x3097)))
  2.3496 +(let (($x10234 (and $x3098 $x10233)))
  2.3497 +(=> $x10234 $x10235)))))))) :qid k!704))
  2.3498 +))
  2.3499 +(let (($x10245 (=> $x10237 $x10244)))
  2.3500 +(let (($x10227 (and true (and $x10216 (and $x10218 (and $x10220 (and $x10222 true)))))))
  2.3501 +(let (($x10174 (<= 0 v_b_SL_H_witness_G_0$)))
  2.3502 +(let (($x10181 (<= 1 v_b_L_H_p_G_0$)))
  2.3503 +(let (($x10182 (and $x10181 $x10174)))
  2.3504 +(let (($x10230 (and true (and $x10182 (and $x10182 $x10227)))))
  2.3505 +(let (($x10247 (=> (and b_S_position_n_marker$ (and $x10182 $x10230)) (and $x10237 $x10245))))
  2.3506 +(let (($x10248 (and b_S_position_n_marker$ $x10247)))
  2.3507 +(let (($x10206 (and true $x10182)))
  2.3508 +(let (($x10207 (and $x10182 $x10206)))
  2.3509 +(let (($x10411 (and $x10182 $x10207)))
  2.3510 +(let (($x10412 (and true $x10411)))
  2.3511 +(let (($x10413 (and $x10182 $x10412)))
  2.3512 +(let (($x10410 (<= v_b_P_H_len$ v_b_L_H_p_G_0$)))
  2.3513 +(let (($x10416 (and true (and $x10182 (and $x10410 $x10413)))))
  2.3514 +(let (($x10417 (=> $x10416 $x10248)))
  2.3515 +(let (($x10377 (=> (and (and (< v_b_SL_H_witness_G_1$ v_b_P_H_len$) $x10374) false) true)))
  2.3516 +(let (($x10375 (and (< v_b_SL_H_witness_G_1$ v_b_P_H_len$) $x10374)))
  2.3517 +(let (($x10378 (and $x10375 $x10377)))
  2.3518 +(let (($x10370 (forall ((?v0 Int) )(! (let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3519 +(let (($x10368 (<= ?x10163 v_b_L_H_max_G_3$)))
  2.3520 +(let (($x3097 (<= ?v0 b_S_max_o_u4$)))
  2.3521 +(let (($x2766 (<= 0 ?v0)))
  2.3522 +(let (($x3098 (and $x2766 $x3097)))
  2.3523 +(let (($x10367 (and $x3098 (< ?v0 v_b_L_H_p_G_1$))))
  2.3524 +(=> $x10367 $x10368))))))) :qid k!704))
  2.3525 +))
  2.3526 +(let (($x10379 (=> $x10370 $x10378)))
  2.3527 +(let (($x10365 (<= v_b_L_H_p_G_1$ v_b_P_H_len$)))
  2.3528 +(let (($x10381 (=> $x10365 (and $x10370 $x10379))))
  2.3529 +(let (($x10341 (<= 0 v_b_SL_H_witness_G_1$)))
  2.3530 +(let (($x10360 (and (<= 2 v_b_L_H_p_G_1$) $x10341)))
  2.3531 +(let (($x10363 (and (= v_b_L_H_p_G_1$ (+ v_b_L_H_p_G_0$ 1)) (and $x10358 (and $x10360 true)))))
  2.3532 +(let (($x10355 (and (<= 0 (+ v_b_L_H_p_G_0$ 1)) (<= (+ v_b_L_H_p_G_0$ 1) b_S_max_o_u4$))))
  2.3533 +(let (($x10383 (=> (and $x10355 $x10363) (and $x10365 $x10381))))
  2.3534 +(let (($x10384 (and $x10355 $x10383)))
  2.3535 +(let (($x10395 (and true (and $x10391 (and $x10392 (and true (and $x10181 $x10341)))))))
  2.3536 +(let (($x10398 (and true (and $x10182 (and $x10182 $x10395)))))
  2.3537 +(let (($x10390 (<= ?x10327 v_b_L_H_max_G_1$)))
  2.3538 +(let (($x10402 (and true (and $x10182 (and $x10390 (and $x10182 $x10398))))))
  2.3539 +(let (($x10403 (=> $x10402 $x10384)))
  2.3540 +(let (($x10346 (and true (and $x10338 (and $x10340 (and true (and $x10181 $x10341)))))))
  2.3541 +(let (($x10325 (and $x10321 $x10324)))
  2.3542 +(let (($x10351 (and $x10325 (and $x10333 (and $x10334 (and $x10335 (and (and $x10181 $x10181) $x10346)))))))
  2.3543 +(let (($x10385 (=> $x10351 $x10384)))
  2.3544 +(let (($x10387 (=> $x10323 (and $x10325 $x10385))))
  2.3545 +(let (($x10331 (and true (and $x10182 (and (< v_b_L_H_max_G_1$ ?x10327) $x10207)))))
  2.3546 +(let (($x10389 (=> $x10331 (and $x10323 $x10387))))
  2.3547 +(let (($x10326 (and $x10325 $x10182)))
  2.3548 +(let (($x10405 (=> $x10326 (and $x10389 $x10403))))
  2.3549 +(let (($x10407 (=> $x10323 (and $x10325 $x10405))))
  2.3550 +(let (($x10319 (and true (and $x10182 (and (< v_b_L_H_p_G_0$ v_b_P_H_len$) $x10207)))))
  2.3551 +(let (($x10409 (=> $x10319 (and $x10323 $x10407))))
  2.3552 +(let (($x10300 (and (= ?x10272 ?x10272) (= (b_S_statusmap$ v_b_S_s$) (b_S_statusmap$ v_b_S_s$)))))
  2.3553 +(let (($x10301 (and $x10300 $x10182)))
  2.3554 +(let (($x10297 (and $x10295 $x10296)))
  2.3555 +(let (($x10205 (and $x10204 $x10097)))
  2.3556 +(let (($x10307 (and $x10205 (and $x10291 (and $x10292 (and $x10293 (and $x10294 (and $x10297 $x10301))))))))
  2.3557 +(let (($x10283 (forall ((?v0 B_S_ptr$) )(! (let ((?x10280 (b_S_timestamp$ v_b_S_s$ ?v0)))
  2.3558 +(<= ?x10280 ?x10280)) :pattern ( (b_S_timestamp$ v_b_S_s$ ?v0) ) :qid k!704))
  2.3559 +))
  2.3560 +(let (($x10286 (and (<= ?x10111 ?x10111) (and $x10283 $x10284))))
  2.3561 +(let (($x10278 (forall ((?v0 B_S_ptr$) )(! (let (($x10260 (b_S_thread_n_local$ v_b_S_s$ ?v0)))
  2.3562 +(let ((?x10272 (b_S_typemap$ v_b_S_s$)))
  2.3563 +(let ((?x10273 (b_S_select_o_tm$ ?x10272 ?v0)))
  2.3564 +(let (($x10275 (and (= ?x10273 ?x10273) $x10260)))
  2.3565 +(=> $x10260 $x10275))))) :pattern ( (b_S_select_o_tm$ (b_S_typemap$ v_b_S_s$) ?v0) ) :qid k!704))
  2.3566 +))
  2.3567 +(let (($x10287 (and $x10278 $x10286)))
  2.3568 +(let (($x10271 (forall ((?v0 B_S_ptr$) )(! (let (($x10260 (b_S_thread_n_local$ v_b_S_s$ ?v0)))
  2.3569 +(let ((?x10256 (b_S_statusmap$ v_b_S_s$)))
  2.3570 +(let ((?x10257 (b_S_select_o_sm$ ?x10256 ?v0)))
  2.3571 +(let (($x10269 (and (= ?x10257 ?x10257) $x10260)))
  2.3572 +(=> $x10260 $x10269))))) :pattern ( (b_S_select_o_sm$ (b_S_statusmap$ v_b_S_s$) ?v0) ) :qid k!704))
  2.3573 +))
  2.3574 +(let (($x10288 (and $x10271 $x10287)))
  2.3575 +(let (($x10267 (forall ((?v0 B_S_ptr$) )(! (let (($x10260 (b_S_thread_n_local$ v_b_S_s$ ?v0)))
  2.3576 +(let ((?x10261 (b_S_memory$ v_b_S_s$)))
  2.3577 +(let ((?x10262 (b_S_select_o_mem$ ?x10261 ?v0)))
  2.3578 +(let (($x10264 (and (= ?x10262 ?x10262) $x10260)))
  2.3579 +(=> $x10260 $x10264))))) :pattern ( (b_S_select_o_mem$ (b_S_memory$ v_b_S_s$) ?v0) ) :qid k!704))
  2.3580 +))
  2.3581 +(let (($x10289 (and $x10267 $x10288)))
  2.3582 +(let (($x10259 (forall ((?v0 B_S_ptr$) )(! (let (($x10253 (= (b_S_kind_n_of$ (b_S_typ$ (b_S_owner$ v_b_S_s$ ?v0))) b_S_kind_n_thread$)))
  2.3583 +(=> (not $x10253) (not $x10253))) :pattern ( (b_S_select_o_sm$ (b_S_statusmap$ v_b_S_s$) ?v0) ) :qid k!704))
  2.3584 +))
  2.3585 +(let (($x10290 (and $x10259 $x10289)))
  2.3586 +(let (($x10311 (and true (and $x10182 (and $x10290 (and $x10286 $x10307))))))
  2.3587 +(let (($x10313 (and true (and $x10182 $x10311))))
  2.3588 +(let (($x10315 (and true (and $x10182 $x10313))))
  2.3589 +(let (($x10419 (=> $x10315 (and $x10409 $x10417))))
  2.3590 +(let (($x10203 (not true)))
  2.3591 +(let (($x10212 (and $x10203 (and $x10182 (and true (and $x10182 (and $x10205 $x10207)))))))
  2.3592 +(let (($x10213 (and $x10182 $x10212)))
  2.3593 +(let (($x10214 (and true $x10213)))
  2.3594 +(let (($x10249 (=> $x10214 $x10248)))
  2.3595 +(let (($x10420 (and $x10249 $x10419)))
  2.3596 +(let (($x10194 (and (and (< v_b_SL_H_witness_G_0$ v_b_P_H_len$) $x10192) $x10182)))
  2.3597 +(let (($x10188 (forall ((?v0 Int) )(! (let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3598 +(let (($x10186 (<= ?x10163 v_b_L_H_max_G_1$)))
  2.3599 +(let (($x3097 (<= ?v0 b_S_max_o_u4$)))
  2.3600 +(let (($x2766 (<= 0 ?v0)))
  2.3601 +(let (($x3098 (and $x2766 $x3097)))
  2.3602 +(let (($x10185 (and $x3098 (< ?v0 v_b_L_H_p_G_0$))))
  2.3603 +(=> $x10185 $x10186))))))) :qid k!704))
  2.3604 +))
  2.3605 +(let (($x10183 (<= v_b_L_H_p_G_0$ v_b_P_H_len$)))
  2.3606 +(let (($x10180 (and (<= 0 v_b_L_H_p_G_0$) (<= v_b_L_H_p_G_0$ b_S_max_o_u4$))))
  2.3607 +(let (($x10176 (and $x10174 (<= v_b_SL_H_witness_G_0$ b_S_max_o_u4$))))
  2.3608 +(let (($x10172 (and (<= 0 v_b_L_H_max_G_1$) (<= v_b_L_H_max_G_1$ b_S_max_o_u1$))))
  2.3609 +(let (($x10200 (and $x10172 (and $x10176 (and $x10180 (and $x10182 (and $x10183 (and $x10188 $x10194))))))))
  2.3610 +(let (($x10201 (and true $x10200)))
  2.3611 +(let (($x10074 (< 0 v_b_P_H_len$)))
  2.3612 +(let (($x10168 (and $x10074 $x10167)))
  2.3613 +(let (($x10421 (=> (and $x10168 $x10201) $x10420)))
  2.3614 +(let (($x10166 (forall ((?v0 Int) )(! (let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3615 +(let (($x10164 (<= ?x10163 v_b_L_H_max_G_0$)))
  2.3616 +(let (($x3097 (<= ?v0 b_S_max_o_u4$)))
  2.3617 +(let (($x2766 (<= 0 ?v0)))
  2.3618 +(let (($x3098 (and $x2766 $x3097)))
  2.3619 +(let (($x10161 (and $x3098 (< ?v0 1))))
  2.3620 +(=> $x10161 $x10164))))))) :qid k!704))
  2.3621 +))
  2.3622 +(let (($x10423 (=> $x10166 (and $x10168 $x10421))))
  2.3623 +(let (($x10159 (<= 1 v_b_P_H_len$)))
  2.3624 +(let (($x10425 (=> $x10159 (and $x10166 $x10423))))
  2.3625 +(let (($x10149 (<= 1 1)))
  2.3626 +(let (($x10154 (and $x10148 (and $x10149 (and $x10149 (and (<= 0 0) (<= 0 0)))))))
  2.3627 +(let (($x10142 (and $x10138 $x10141)))
  2.3628 +(let (($x10427 (=> (and $x10142 (and $x10145 (and $x10146 (and $x10147 $x10154)))) (and $x10159 $x10425))))
  2.3629 +(let (($x10429 (=> $x10140 (and $x10142 $x10427))))
  2.3630 +(let (($x10431 (=> $x10136 (and $x10140 $x10429))))
  2.3631 +(let (($x10119 (and (<= 0 v_b_P_H_len$) (<= v_b_P_H_len$ b_S_max_o_u4$))))
  2.3632 +(let (($x10116 (forall ((?v0 B_S_ptr$) )(! (let (($x10113 (b_S_in_n_writes_n_at$ v_b_H_wrTime_S_1_T_6_o_1$ ?v0)))
  2.3633 +(= $x10113 false)) :pattern ( (b_S_in_n_writes_n_at$ v_b_H_wrTime_S_1_T_6_o_1$ ?v0) ) :qid k!704))
  2.3634 +))
  2.3635 +(let (($x10108 (and $x10106 $x10107)))
  2.3636 +(let (($x10104 (forall ((?v0 B_S_pure_n_function$) )(! (let ((?x10100 (b_S_frame_n_level$ ?v0)))
  2.3637 +(< ?x10100 b_S_current_n_frame_n_level$)) :pattern ( (b_S_frame_n_level$ ?v0) ) :qid k!704))
  2.3638 +))
  2.3639 +(let (($x10098 (and $x10096 $x10097)))
  2.3640 +(let (($x10125 (and $x10098 (and $x10104 (and $x10108 (and $x10109 (and $x10112 (and $x10116 $x10119))))))))
  2.3641 +(let (($x10127 (and true (and $x10095 $x10125))))
  2.3642 +(let (($x10094 (and $x10081 (and $x10083 (and $x10084 (and $x10085 (and $x10088 $x10089)))))))
  2.3643 +(let (($x10073 (< v_b_P_H_len$ 1099511627776)))
  2.3644 +(let (($x10071 (and (<= 0 v_b_SL_H_witness$) (<= v_b_SL_H_witness$ b_S_max_o_u4$))))
  2.3645 +(let (($x10067 (and (<= 0 v_b_L_H_p$) (<= v_b_L_H_p$ b_S_max_o_u4$))))
  2.3646 +(let (($x10063 (and (<= 0 v_b_L_H_max$) (<= v_b_L_H_max$ b_S_max_o_u1$))))
  2.3647 +(let (($x10133 (and $x10063 (and $x10067 (and $x10071 (and $x10073 (and $x10074 (and $x10094 $x10127))))))))
  2.3648 +(let (($x10134 (and true $x10133)))
  2.3649 +(let (($x10433 (=> $x10134 (and $x10136 $x10431))))
  2.3650 +(let (($x10434 (not $x10433)))
  2.3651 +(let (($x10649 (forall ((?v0 Int) )(! (let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3652 +(let (($x10235 (<= ?x10163 v_b_S_result_G_0$)))
  2.3653 +(let (($x10233 (< ?v0 v_b_P_H_len$)))
  2.3654 +(let (($x3097 (<= ?v0 b_S_max_o_u4$)))
  2.3655 +(let (($x2766 (<= 0 ?v0)))
  2.3656 +(let (($x3098 (and $x2766 $x3097)))
  2.3657 +(let (($x10234 (and $x3098 $x10233)))
  2.3658 +(or (not $x10234) $x10235)))))))) :qid k!704))
  2.3659 +))
  2.3660 +(let (($x10665 (or (not $x10649) $x10242)))
  2.3661 +(let (($x10670 (and $x10649 $x10665)))
  2.3662 +(let (($x10616 (and $x10216 (and $x10218 (and $x10220 $x10222)))))
  2.3663 +(let (($x10626 (and $x10182 $x10616)))
  2.3664 +(let (($x10629 (and $x10182 $x10626)))
  2.3665 +(let (($x10639 (and $x10182 $x10629)))
  2.3666 +(let (($x10642 (and b_S_position_n_marker$ $x10639)))
  2.3667 +(let (($x10677 (or (not $x10642) $x10670)))
  2.3668 +(let (($x10682 (and b_S_position_n_marker$ $x10677)))
  2.3669 +(let (($x11134 (or (not (and $x10182 (and $x10410 $x10182))) $x10682)))
  2.3670 +(let (($x10931 (forall ((?v0 Int) )(! (let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3671 +(let (($x10368 (<= ?x10163 v_b_L_H_max_G_3$)))
  2.3672 +(let (($x3097 (<= ?v0 b_S_max_o_u4$)))
  2.3673 +(let (($x2766 (<= 0 ?v0)))
  2.3674 +(let (($x3098 (and $x2766 $x3097)))
  2.3675 +(let (($x10367 (and $x3098 (< ?v0 v_b_L_H_p_G_1$))))
  2.3676 +(or (not $x10367) $x10368))))))) :qid k!704))
  2.3677 +))
  2.3678 +(let (($x10954 (or (not $x10931) $x10375)))
  2.3679 +(let (($x10959 (and $x10931 $x10954)))
  2.3680 +(let (($x10966 (or (not $x10365) $x10959)))
  2.3681 +(let (($x10971 (and $x10365 $x10966)))
  2.3682 +(let (($x10918 (and $x10358 $x10360)))
  2.3683 +(let ((?x10901 (+ 1 v_b_L_H_p_G_0$)))
  2.3684 +(let (($x10913 (= v_b_L_H_p_G_1$ ?x10901)))
  2.3685 +(let (($x10921 (and $x10913 $x10918)))
  2.3686 +(let (($x10907 (<= ?x10901 b_S_max_o_u4$)))
  2.3687 +(let (($x10904 (<= 0 ?x10901)))
  2.3688 +(let (($x10910 (and $x10904 $x10907)))
  2.3689 +(let (($x10924 (and $x10910 $x10921)))
  2.3690 +(let (($x10978 (or (not $x10924) $x10971)))
  2.3691 +(let (($x10983 (and $x10910 $x10978)))
  2.3692 +(let (($x10342 (and $x10181 $x10341)))
  2.3693 +(let (($x11019 (and $x10392 $x10342)))
  2.3694 +(let (($x11022 (and $x10391 $x11019)))
  2.3695 +(let (($x11032 (and $x10182 $x11022)))
  2.3696 +(let (($x11035 (and $x10182 $x11032)))
  2.3697 +(let (($x11045 (and $x10182 $x11035)))
  2.3698 +(let (($x11048 (and $x10390 $x11045)))
  2.3699 +(let (($x11051 (and $x10182 $x11048)))
  2.3700 +(let (($x11065 (or (not $x11051) $x10983)))
  2.3701 +(let (($x10873 (and $x10340 $x10342)))
  2.3702 +(let (($x10876 (and $x10338 $x10873)))
  2.3703 +(let (($x10886 (and $x10181 $x10876)))
  2.3704 +(let (($x10889 (and $x10335 $x10886)))
  2.3705 +(let (($x10892 (and $x10334 $x10889)))
  2.3706 +(let (($x10895 (and $x10333 $x10892)))
  2.3707 +(let (($x10898 (and $x10325 $x10895)))
  2.3708 +(let (($x10990 (or (not $x10898) $x10983)))
  2.3709 +(let (($x10995 (and $x10325 $x10990)))
  2.3710 +(let (($x11002 (or $x11001 $x10995)))
  2.3711 +(let (($x11007 (and $x10323 $x11002)))
  2.3712 +(let (($x11014 (or (not (and $x10182 (and (< v_b_L_H_max_G_1$ ?x10327) $x10182))) $x11007)))
  2.3713 +(let (($x11070 (and $x11014 $x11065)))
  2.3714 +(let (($x11077 (or (not $x10326) $x11070)))
  2.3715 +(let (($x11082 (and $x10325 $x11077)))
  2.3716 +(let (($x11088 (or $x11001 $x11082)))
  2.3717 +(let (($x11093 (and $x10323 $x11088)))
  2.3718 +(let (($x11100 (or (not (and $x10182 (and (< v_b_L_H_p_G_0$ v_b_P_H_len$) $x10182))) $x11093)))
  2.3719 +(let (($x11139 (and $x11100 $x11134)))
  2.3720 +(let (($x10789 (and $x10297 $x10182)))
  2.3721 +(let (($x10792 (and $x10294 $x10789)))
  2.3722 +(let (($x10795 (and $x10293 $x10792)))
  2.3723 +(let (($x10798 (and $x10292 $x10795)))
  2.3724 +(let (($x10801 (and $x10291 $x10798)))
  2.3725 +(let (($x10804 (and $x10205 $x10801)))
  2.3726 +(let (($x10807 (and $x10286 $x10804)))
  2.3727 +(let (($x10810 (and $x10286 $x10807)))
  2.3728 +(let (($x10813 (and $x10182 $x10810)))
  2.3729 +(let (($x10823 (and $x10182 $x10813)))
  2.3730 +(let (($x10833 (and $x10182 $x10823)))
  2.3731 +(let (($x11146 (or (not $x10833) $x11139)))
  2.3732 +(let (($x10529 (forall ((?v0 Int) )(! (let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3733 +(let (($x10186 (<= ?x10163 v_b_L_H_max_G_1$)))
  2.3734 +(let (($x3097 (<= ?v0 b_S_max_o_u4$)))
  2.3735 +(let (($x2766 (<= 0 ?v0)))
  2.3736 +(let (($x3098 (and $x2766 $x3097)))
  2.3737 +(let (($x10185 (and $x3098 (< ?v0 v_b_L_H_p_G_0$))))
  2.3738 +(or (not $x10185) $x10186))))))) :qid k!704))
  2.3739 +))
  2.3740 +(let (($x10532 (and $x10529 $x10194)))
  2.3741 +(let (($x10535 (and $x10183 $x10532)))
  2.3742 +(let (($x10538 (and $x10182 $x10535)))
  2.3743 +(let (($x10541 (and $x10180 $x10538)))
  2.3744 +(let (($x10544 (and $x10176 $x10541)))
  2.3745 +(let (($x10547 (and $x10172 $x10544)))
  2.3746 +(let (($x10557 (and $x10168 $x10547)))
  2.3747 +(let (($x11162 (or (not $x10557) $x11146)))
  2.3748 +(let (($x11167 (and $x10168 $x11162)))
  2.3749 +(let (($x10522 (forall ((?v0 Int) )(! (let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.3750 +(let (($x10164 (<= ?x10163 v_b_L_H_max_G_0$)))
  2.3751 +(let (($x3097 (<= ?v0 b_S_max_o_u4$)))
  2.3752 +(let (($x2766 (<= 0 ?v0)))
  2.3753 +(let (($x3098 (and $x2766 $x3097)))
  2.3754 +(let (($x10161 (and $x3098 (< ?v0 1))))
  2.3755 +(or (not $x10161) $x10164))))))) :qid k!704))
  2.3756 +))
  2.3757 +(let (($x11174 (or (not $x10522) $x11167)))
  2.3758 +(let (($x11179 (and $x10522 $x11174)))
  2.3759 +(let (($x11186 (or (not $x10159) $x11179)))
  2.3760 +(let (($x11191 (and $x10159 $x11186)))
  2.3761 +(let (($x10150 (<= 0 0)))
  2.3762 +(let (($x10497 (and $x10149 $x10150)))
  2.3763 +(let (($x10500 (and $x10149 $x10497)))
  2.3764 +(let (($x10503 (and $x10148 $x10500)))
  2.3765 +(let (($x10506 (and $x10147 $x10503)))
  2.3766 +(let (($x10509 (and $x10146 $x10506)))
  2.3767 +(let (($x10512 (and $x10145 $x10509)))
  2.3768 +(let (($x10515 (and $x10142 $x10512)))
  2.3769 +(let (($x11198 (or (not $x10515) $x11191)))
  2.3770 +(let (($x11203 (and $x10142 $x11198)))
  2.3771 +(let (($x11210 (or $x11209 $x11203)))
  2.3772 +(let (($x11215 (and $x10140 $x11210)))
  2.3773 +(let (($x11222 (or $x11221 $x11215)))
  2.3774 +(let (($x11227 (and $x10136 $x11222)))
  2.3775 +(let (($x10442 (and $x10439 $x10119)))
  2.3776 +(let (($x10445 (and $x10112 $x10442)))
  2.3777 +(let (($x10448 (and $x10109 $x10445)))
  2.3778 +(let (($x10451 (and $x10108 $x10448)))
  2.3779 +(let (($x10454 (and $x10104 $x10451)))
  2.3780 +(let (($x10457 (and $x10098 $x10454)))
  2.3781 +(let (($x10460 (and $x10095 $x10457)))
  2.3782 +(let (($x10470 (and $x10094 $x10460)))
  2.3783 +(let (($x10473 (and $x10074 $x10470)))
  2.3784 +(let (($x10476 (and $x10073 $x10473)))
  2.3785 +(let (($x10479 (and $x10071 $x10476)))
  2.3786 +(let (($x10482 (and $x10067 $x10479)))
  2.3787 +(let (($x10485 (and $x10063 $x10482)))
  2.3788 +(let (($x11234 (or (not $x10485) $x11227)))
  2.3789 +(let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ ?x10078 ?0 b_T_T_u1$))))
  2.3790 +(let (($x10238 (= ?x10163 v_b_S_result_G_0$)))
  2.3791 +(let (($x11800 (>= (+ ?0 (* (- 1) v_b_P_H_len$)) 0)))
  2.3792 +(let (($x11802 (not $x11800)))
  2.3793 +(let ((?x3113 (* (- 1) b_S_max_o_u4$)))
  2.3794 +(let ((?x3114 (+ ?0 ?x3113)))
  2.3795 +(let (($x3115 (<= ?x3114 0)))
  2.3796 +(let (($x2815 (>= ?0 0)))
  2.3797 +(let (($x11839 (and $x2815 $x3115 $x11802 $x10238)))
  2.3798 +(let (($x2766 (<= 0 ?0)))
  2.3799 +(let (($x10241 (and $x2766 (and (<= ?0 b_S_max_o_u4$) (and (< ?0 v_b_P_H_len$) $x10238)))))
  2.3800 +(let (($x11834 (= (and (<= ?0 b_S_max_o_u4$) (and (< ?0 v_b_P_H_len$) $x10238)) (and $x3115 (and $x11802 $x10238)))))
  2.3801 +(let ((@x11832 (monotonicity (rewrite (= (< ?0 v_b_P_H_len$) $x11802)) (= (and (< ?0 v_b_P_H_len$) $x10238) (and $x11802 $x10238)))))
  2.3802 +(let ((@x2814 (rewrite (= $x2766 $x2815))))
  2.3803 +(let ((@x11838 (monotonicity @x2814 (monotonicity (rewrite (= (<= ?0 b_S_max_o_u4$) $x3115)) @x11832 $x11834) (= $x10241 (and $x2815 (and $x3115 (and $x11802 $x10238)))))))
  2.3804 +(let ((@x11843 (trans @x11838 (rewrite (= (and $x2815 (and $x3115 (and $x11802 $x10238))) $x11839)) (= $x10241 $x11839))))
  2.3805 +(let (($x11818 (<= (+ ?x10163 (* (- 1) v_b_S_result_G_0$)) 0)))
  2.3806 +(let (($x11808 (and $x2815 $x3115 $x11802)))
  2.3807 +(let (($x11813 (not $x11808)))
  2.3808 +(let (($x11821 (or $x11813 $x11818)))
  2.3809 +(let (($x10235 (<= ?x10163 v_b_S_result_G_0$)))
  2.3810 +(let (($x10233 (< ?0 v_b_P_H_len$)))
  2.3811 +(let (($x3097 (<= ?0 b_S_max_o_u4$)))
  2.3812 +(let (($x3098 (and $x2766 $x3097)))
  2.3813 +(let (($x10234 (and $x3098 $x10233)))
  2.3814 +(let (($x10646 (or (not $x10234) $x10235)))
  2.3815 +(let ((@x3124 (monotonicity @x2814 (rewrite (= $x3097 $x3115)) (= $x3098 (and $x2815 $x3115)))))
  2.3816 +(let ((@x11807 (monotonicity @x3124 (rewrite (= $x10233 $x11802)) (= $x10234 (and (and $x2815 $x3115) $x11802)))))
  2.3817 +(let ((@x11812 (trans @x11807 (rewrite (= (and (and $x2815 $x3115) $x11802) $x11808)) (= $x10234 $x11808))))
  2.3818 +(let ((@x11823 (monotonicity (monotonicity @x11812 (= (not $x10234) $x11813)) (rewrite (= $x10235 $x11818)) (= $x10646 $x11821))))
  2.3819 +(let ((@x11829 (monotonicity (quant-intro @x11823 (= $x10649 $x11824)) (= (not $x10649) $x11827))))
  2.3820 +(let ((@x11852 (monotonicity (quant-intro @x11823 (= $x10649 $x11824)) (monotonicity @x11829 (quant-intro @x11843 (= $x10242 $x11844)) (= $x10665 $x11847)) (= $x10670 $x11850))))
  2.3821 +(let (($x11434 (and $x11429 $x11432)))
  2.3822 +(let (($x11793 (= (and b_S_position_n_marker$ (and $x11434 (and $x11434 (and $x11434 $x10616)))) $x11792)))
  2.3823 +(let (($x11790 (= $x10642 (and b_S_position_n_marker$ (and $x11434 (and $x11434 (and $x11434 $x10616)))))))
  2.3824 +(let ((@x11430 (rewrite (= $x10181 $x11429))))
  2.3825 +(let ((@x11436 (monotonicity @x11430 (rewrite (= $x10174 $x11432)) (= $x10182 $x11434))))
  2.3826 +(let ((@x11785 (monotonicity @x11436 (monotonicity @x11436 (= $x10626 (and $x11434 $x10616))) (= $x10629 (and $x11434 (and $x11434 $x10616))))))
  2.3827 +(let ((@x11788 (monotonicity @x11436 @x11785 (= $x10639 (and $x11434 (and $x11434 (and $x11434 $x10616)))))))
  2.3828 +(let ((@x11799 (monotonicity (trans (monotonicity @x11788 $x11790) (rewrite $x11793) (= $x10642 $x11792)) (= (not $x10642) $x11797))))
  2.3829 +(let ((@x11858 (monotonicity (monotonicity @x11799 @x11852 (= $x10677 $x11853)) (= $x10682 $x11856))))
  2.3830 +(let ((@x11768 (monotonicity (rewrite (= $x10410 $x11486)) @x11436 (= (and $x10410 $x10182) (and $x11486 $x11434)))))
  2.3831 +(let ((@x11771 (monotonicity @x11436 @x11768 (= (and $x10182 (and $x10410 $x10182)) (and $x11434 (and $x11486 $x11434))))))
  2.3832 +(let ((@x11776 (trans @x11771 (rewrite (= (and $x11434 (and $x11486 $x11434)) $x11772)) (= (and $x10182 (and $x10410 $x10182)) $x11772))))
  2.3833 +(let ((@x11861 (monotonicity (monotonicity @x11776 (= (not (and $x10182 (and $x10410 $x10182))) $x11777)) @x11858 (= $x11134 $x11859))))
  2.3834 +(let ((@x11653 (monotonicity (rewrite (= (< v_b_SL_H_witness_G_1$ v_b_P_H_len$) $x11648)) (= $x10375 $x11651))))
  2.3835 +(let (($x11633 (<= (+ ?x10163 (* (- 1) v_b_L_H_max_G_3$)) 0)))
  2.3836 +(let (($x11615 (>= (+ ?0 ?x11581) 0)))
  2.3837 +(let (($x11617 (not $x11615)))
  2.3838 +(let (($x11623 (and $x2815 $x3115 $x11617)))
  2.3839 +(let (($x11628 (not $x11623)))
  2.3840 +(let (($x11636 (or $x11628 $x11633)))
  2.3841 +(let (($x10368 (<= ?x10163 v_b_L_H_max_G_3$)))
  2.3842 +(let (($x10928 (or (not (and $x3098 (< ?0 v_b_L_H_p_G_1$))) $x10368)))
  2.3843 +(let ((@x11622 (monotonicity @x3124 (rewrite (= (< ?0 v_b_L_H_p_G_1$) $x11617)) (= (and $x3098 (< ?0 v_b_L_H_p_G_1$)) (and (and $x2815 $x3115) $x11617)))))
  2.3844 +(let ((@x11627 (trans @x11622 (rewrite (= (and (and $x2815 $x3115) $x11617) $x11623)) (= (and $x3098 (< ?0 v_b_L_H_p_G_1$)) $x11623))))
  2.3845 +(let ((@x11630 (monotonicity @x11627 (= (not (and $x3098 (< ?0 v_b_L_H_p_G_1$))) $x11628))))
  2.3846 +(let ((@x11641 (quant-intro (monotonicity @x11630 (rewrite (= $x10368 $x11633)) (= $x10928 $x11636)) (= $x10931 $x11639))))
  2.3847 +(let ((@x11656 (monotonicity (monotonicity @x11641 (= (not $x10931) $x11642)) @x11653 (= $x10954 $x11654))))
  2.3848 +(let ((@x11662 (monotonicity (monotonicity (rewrite (= $x10365 $x11608)) (= (not $x10365) $x11612)) (monotonicity @x11641 @x11656 (= $x10959 $x11657)) (= $x10966 $x11660))))
  2.3849 +(let (($x11601 (= (and (and $x11570 $x11573) (and $x11580 (and $x10358 (and $x11578 $x11536)))) $x11600)))
  2.3850 +(let (($x11598 (= $x10924 (and (and $x11570 $x11573) (and $x11580 (and $x10358 (and $x11578 $x11536)))))))
  2.3851 +(let ((@x11587 (monotonicity (rewrite (= (<= 2 v_b_L_H_p_G_1$) $x11578)) (rewrite (= $x10341 $x11536)) (= $x10360 (and $x11578 $x11536)))))
  2.3852 +(let ((@x11593 (monotonicity (rewrite (= $x10913 $x11580)) (monotonicity @x11587 (= $x10918 (and $x10358 (and $x11578 $x11536)))) (= $x10921 (and $x11580 (and $x10358 (and $x11578 $x11536)))))))
  2.3853 +(let ((@x11596 (monotonicity (rewrite (= $x10904 $x11570)) (rewrite (= $x10907 $x11573)) (= $x10910 (and $x11570 $x11573)))))
  2.3854 +(let ((@x11607 (monotonicity (trans (monotonicity @x11596 @x11593 $x11598) (rewrite $x11601) (= $x10924 $x11600)) (= (not $x10924) $x11605))))
  2.3855 +(let ((@x11668 (monotonicity @x11607 (monotonicity (rewrite (= $x10365 $x11608)) @x11662 (= $x10971 $x11663)) (= $x10978 $x11666))))
  2.3856 +(let ((@x11676 (trans (monotonicity @x11596 @x11668 (= $x10983 (and (and $x11570 $x11573) $x11666))) (rewrite (= (and (and $x11570 $x11573) $x11666) $x11672)) (= $x10983 $x11672))))
  2.3857 +(let (($x11716 (and $x11434 (and $x11434 (and $x11434 (and $x10391 (and $x10392 (and $x11429 $x11536))))))))
  2.3858 +(let (($x11714 (= $x11035 (and $x11434 (and $x11434 (and $x10391 (and $x10392 (and $x11429 $x11536))))))))
  2.3859 +(let ((@x11540 (monotonicity @x11430 (rewrite (= $x10341 $x11536)) (= $x10342 (and $x11429 $x11536)))))
  2.3860 +(let ((@x11709 (monotonicity (monotonicity @x11540 (= $x11019 (and $x10392 (and $x11429 $x11536)))) (= $x11022 (and $x10391 (and $x10392 (and $x11429 $x11536)))))))
  2.3861 +(let ((@x11712 (monotonicity @x11436 @x11709 (= $x11032 (and $x11434 (and $x10391 (and $x10392 (and $x11429 $x11536))))))))
  2.3862 +(let ((@x11721 (monotonicity (rewrite (= $x10390 $x11516)) (monotonicity @x11436 (monotonicity @x11436 @x11712 $x11714) (= $x11045 $x11716)) (= $x11048 (and $x11516 $x11716)))))
  2.3863 +(let ((@x11729 (trans (monotonicity @x11436 @x11721 (= $x11051 (and $x11434 (and $x11516 $x11716)))) (rewrite (= (and $x11434 (and $x11516 $x11716)) $x11725)) (= $x11051 $x11725))))
  2.3864 +(let ((@x11735 (monotonicity (monotonicity @x11729 (= (not $x11051) $x11730)) @x11676 (= $x11065 $x11733))))
  2.3865 +(let (($x11553 (and $x10334 (and $x10335 (and $x11429 (and $x10338 (and $x10340 (and $x11429 $x11536))))))))
  2.3866 +(let (($x11551 (= $x10889 (and $x10335 (and $x11429 (and $x10338 (and $x10340 (and $x11429 $x11536))))))))
  2.3867 +(let ((@x11546 (monotonicity (monotonicity @x11540 (= $x10873 (and $x10340 (and $x11429 $x11536)))) (= $x10876 (and $x10338 (and $x10340 (and $x11429 $x11536)))))))
  2.3868 +(let ((@x11549 (monotonicity @x11430 @x11546 (= $x10886 (and $x11429 (and $x10338 (and $x10340 (and $x11429 $x11536))))))))
  2.3869 +(let ((@x11558 (monotonicity (monotonicity (monotonicity @x11549 $x11551) (= $x10892 $x11553)) (= $x10895 (and $x10333 $x11553)))))
  2.3870 +(let ((@x11566 (trans (monotonicity @x11558 (= $x10898 (and $x10325 (and $x10333 $x11553)))) (rewrite (= (and $x10325 (and $x10333 $x11553)) $x11562)) (= $x10898 $x11562))))
  2.3871 +(let ((@x11679 (monotonicity (monotonicity @x11566 (= (not $x10898) $x11567)) @x11676 (= $x10990 $x11677))))
  2.3872 +(let ((@x11687 (trans (monotonicity @x11679 (= $x10995 (and $x10325 $x11677))) (rewrite (= (and $x10325 $x11677) $x11683)) (= $x10995 $x11683))))
  2.3873 +(let ((@x11693 (monotonicity (monotonicity @x11687 (= $x11002 $x11688)) (= $x11007 (and $x10323 $x11688)))))
  2.3874 +(let (($x10328 (< v_b_L_H_max_G_1$ ?x10327)))
  2.3875 +(let (($x10856 (and $x10328 $x10182)))
  2.3876 +(let (($x10859 (and $x10182 $x10856)))
  2.3877 +(let ((@x11523 (monotonicity (rewrite (= $x10328 $x11515)) @x11436 (= $x10856 (and $x11515 $x11434)))))
  2.3878 +(let ((@x11531 (trans (monotonicity @x11436 @x11523 (= $x10859 (and $x11434 (and $x11515 $x11434)))) (rewrite (= (and $x11434 (and $x11515 $x11434)) $x11527)) (= $x10859 $x11527))))
  2.3879 +(let ((@x11701 (monotonicity (monotonicity @x11531 (= (not $x10859) $x11532)) (trans @x11693 (rewrite (= (and $x10323 $x11688) $x11694)) (= $x11007 $x11694)) (= $x11014 $x11699))))
  2.3880 +(let ((@x11511 (trans (monotonicity @x11436 (= $x10326 (and $x10325 $x11434))) (rewrite (= (and $x10325 $x11434) $x11507)) (= $x10326 $x11507))))
  2.3881 +(let ((@x11741 (monotonicity (monotonicity @x11511 (= (not $x10326) $x11512)) (monotonicity @x11701 @x11735 (= $x11070 $x11736)) (= $x11077 $x11739))))
  2.3882 +(let ((@x11749 (trans (monotonicity @x11741 (= $x11082 (and $x10325 $x11739))) (rewrite (= (and $x10325 $x11739) $x11745)) (= $x11082 $x11745))))
  2.3883 +(let ((@x11755 (monotonicity (monotonicity @x11749 (= $x11088 $x11750)) (= $x11093 (and $x10323 $x11750)))))
  2.3884 +(let (($x11502 (= (not (and $x10182 (and (< v_b_L_H_p_G_0$ v_b_P_H_len$) $x10182))) $x11501)))
  2.3885 +(let (($x10316 (< v_b_L_H_p_G_0$ v_b_P_H_len$)))
  2.3886 +(let (($x10843 (and $x10316 $x10182)))
  2.3887 +(let (($x10846 (and $x10182 $x10843)))
  2.3888 +(let ((@x11492 (monotonicity (rewrite (= $x10316 $x11487)) @x11436 (= $x10843 (and $x11487 $x11434)))))
  2.3889 +(let ((@x11500 (trans (monotonicity @x11436 @x11492 (= $x10846 (and $x11434 (and $x11487 $x11434)))) (rewrite (= (and $x11434 (and $x11487 $x11434)) $x11496)) (= $x10846 $x11496))))
  2.3890 +(let ((@x11763 (monotonicity (monotonicity @x11500 $x11502) (trans @x11755 (rewrite (= (and $x10323 $x11750) $x11756)) (= $x11093 $x11756)) (= $x11100 $x11761))))
  2.3891 +(let (($x11452 (and $x10205 (and $x10291 (and $x10292 (and $x10293 (and $x10294 (and $x10297 $x11434))))))))
  2.3892 +(let (($x11458 (and true (and true $x10284))))
  2.3893 +(let (($x11477 (= (and $x11434 (and $x11434 (and $x11434 (and $x11458 (and $x11458 $x11452))))) $x11476)))
  2.3894 +(let (($x11474 (= $x10833 (and $x11434 (and $x11434 (and $x11434 (and $x11458 (and $x11458 $x11452))))))))
  2.3895 +(let (($x11450 (= $x10801 (and $x10291 (and $x10292 (and $x10293 (and $x10294 (and $x10297 $x11434))))))))
  2.3896 +(let ((@x11442 (monotonicity (monotonicity @x11436 (= $x10789 (and $x10297 $x11434))) (= $x10792 (and $x10294 (and $x10297 $x11434))))))
  2.3897 +(let ((@x11448 (monotonicity (monotonicity @x11442 (= $x10795 (and $x10293 (and $x10294 (and $x10297 $x11434))))) (= $x10798 (and $x10292 (and $x10293 (and $x10294 (and $x10297 $x11434))))))))
  2.3898 +(let (($x11419 (forall ((?v0 B_S_ptr$) )(! true :pattern ( (b_S_timestamp$ v_b_S_s$ ?v0) ) :qid k!704))
  2.3899 +))
  2.3900 +(let (($x11417 (= (<= (b_S_timestamp$ v_b_S_s$ ?0) (b_S_timestamp$ v_b_S_s$ ?0)) true)))
  2.3901 +(let ((@x11425 (trans (quant-intro (rewrite $x11417) (= $x10283 $x11419)) (elim-unused (= $x11419 true)) (= $x10283 true))))
  2.3902 +(let ((@x11460 (monotonicity (rewrite (= (<= ?x10111 ?x10111) true)) (monotonicity @x11425 (= (and $x10283 $x10284) (and true $x10284))) (= $x10286 $x11458))))
  2.3903 +(let ((@x11463 (monotonicity @x11460 (monotonicity (monotonicity @x11448 $x11450) (= $x10804 $x11452)) (= $x10807 (and $x11458 $x11452)))))
  2.3904 +(let ((@x11469 (monotonicity @x11436 (monotonicity @x11460 @x11463 (= $x10810 (and $x11458 (and $x11458 $x11452)))) (= $x10813 (and $x11434 (and $x11458 (and $x11458 $x11452)))))))
  2.3905 +(let ((@x11472 (monotonicity @x11436 @x11469 (= $x10823 (and $x11434 (and $x11434 (and $x11458 (and $x11458 $x11452))))))))
  2.3906 +(let ((@x11483 (monotonicity (trans (monotonicity @x11436 @x11472 $x11474) (rewrite $x11477) (= $x10833 $x11476)) (= (not $x10833) $x11481))))
  2.3907 +(let ((@x11967 (monotonicity @x11483 (monotonicity @x11763 @x11861 (= $x11139 $x11862)) (= $x11146 (or $x11481 $x11862)))))
  2.3908 +(let (($x11936 (and (and $x11901 $x11904) (and $x11434 (and $x11898 (and $x11895 (and (and $x11868 $x10192) $x11434)))))))
  2.3909 +(let (($x11951 (and $x11260 $x10167)))
  2.3910 +(let (($x11958 (= (and $x11951 (and (and $x11911 $x11914) (and (and $x11432 $x11907) $x11936))) $x11957)))
  2.3911 +(let (($x11955 (= $x10557 (and $x11951 (and (and $x11911 $x11914) (and (and $x11432 $x11907) $x11936))))))
  2.3912 +(let (($x11931 (= $x10538 (and $x11434 (and $x11898 (and $x11895 (and (and $x11868 $x10192) $x11434)))))))
  2.3913 +(let (($x11919 (= (and (< v_b_SL_H_witness_G_0$ v_b_P_H_len$) $x10192) (and $x11868 $x10192))))
  2.3914 +(let ((@x11920 (monotonicity (rewrite (= (< v_b_SL_H_witness_G_0$ v_b_P_H_len$) $x11868)) $x11919)))
  2.3915 +(let (($x11889 (<= (+ ?x10163 (* (- 1) v_b_L_H_max_G_1$)) 0)))
  2.3916 +(let (($x11871 (>= (+ ?0 ?x11484) 0)))
  2.3917 +(let (($x11873 (not $x11871)))
  2.3918 +(let (($x11879 (and $x2815 $x3115 $x11873)))
  2.3919 +(let (($x11884 (not $x11879)))
  2.3920 +(let (($x11892 (or $x11884 $x11889)))
  2.3921 +(let (($x10186 (<= ?x10163 v_b_L_H_max_G_1$)))
  2.3922 +(let (($x10526 (or (not (and $x3098 (< ?0 v_b_L_H_p_G_0$))) $x10186)))
  2.3923 +(let ((@x11878 (monotonicity @x3124 (rewrite (= (< ?0 v_b_L_H_p_G_0$) $x11873)) (= (and $x3098 (< ?0 v_b_L_H_p_G_0$)) (and (and $x2815 $x3115) $x11873)))))
  2.3924 +(let ((@x11883 (trans @x11878 (rewrite (= (and (and $x2815 $x3115) $x11873) $x11879)) (= (and $x3098 (< ?0 v_b_L_H_p_G_0$)) $x11879))))
  2.3925 +(let ((@x11886 (monotonicity @x11883 (= (not (and $x3098 (< ?0 v_b_L_H_p_G_0$))) $x11884))))
  2.3926 +(let ((@x11897 (quant-intro (monotonicity @x11886 (rewrite (= $x10186 $x11889)) (= $x10526 $x11892)) (= $x10529 $x11895))))
  2.3927 +(let ((@x11926 (monotonicity @x11897 (monotonicity @x11920 @x11436 (= $x10194 (and (and $x11868 $x10192) $x11434))) (= $x10532 (and $x11895 (and (and $x11868 $x10192) $x11434))))))
  2.3928 +(let ((@x11929 (monotonicity (rewrite (= $x10183 $x11898)) @x11926 (= $x10535 (and $x11898 (and $x11895 (and (and $x11868 $x10192) $x11434)))))))
  2.3929 +(let ((@x11935 (monotonicity (rewrite (= (<= 0 v_b_L_H_p_G_0$) $x11901)) (rewrite (= (<= v_b_L_H_p_G_0$ b_S_max_o_u4$) $x11904)) (= $x10180 (and $x11901 $x11904)))))
  2.3930 +(let ((@x11941 (monotonicity (rewrite (= $x10174 $x11432)) (rewrite (= (<= v_b_SL_H_witness_G_0$ b_S_max_o_u4$) $x11907)) (= $x10176 (and $x11432 $x11907)))))
  2.3931 +(let ((@x11944 (monotonicity @x11941 (monotonicity @x11935 (monotonicity @x11436 @x11929 $x11931) (= $x10541 $x11936)) (= $x10544 (and (and $x11432 $x11907) $x11936)))))
  2.3932 +(let ((@x11947 (monotonicity (rewrite (= (<= 0 v_b_L_H_max_G_1$) $x11911)) (rewrite (= (<= v_b_L_H_max_G_1$ b_S_max_o_u1$) $x11914)) (= $x10172 (and $x11911 $x11914)))))
  2.3933 +(let ((@x11950 (monotonicity @x11947 @x11944 (= $x10547 (and (and $x11911 $x11914) (and (and $x11432 $x11907) $x11936))))))
  2.3934 +(let ((@x11956 (monotonicity (monotonicity (rewrite (= $x10074 $x11260)) (= $x10168 $x11951)) @x11950 $x11955)))
  2.3935 +(let ((@x11964 (monotonicity (trans @x11956 (rewrite $x11958) (= $x10557 $x11957)) (= (not $x10557) $x11962))))
  2.3936 +(let ((@x11975 (trans (monotonicity @x11964 @x11967 (= $x11162 (or $x11962 (or $x11481 $x11862)))) (rewrite (= (or $x11962 (or $x11481 $x11862)) $x11971)) (= $x11162 $x11971))))
  2.3937 +(let ((@x11978 (monotonicity (monotonicity (rewrite (= $x10074 $x11260)) (= $x10168 $x11951)) @x11975 (= $x11167 (and $x11951 $x11971)))))
  2.3938 +(let (($x11404 (>= (+ v_b_L_H_max_G_0$ (* (- 1) ?x10163)) 0)))
  2.3939 +(let (($x11388 (>= ?0 1)))
  2.3940 +(let (($x11389 (not $x11388)))
  2.3941 +(let (($x11395 (and $x2815 $x3115 $x11389)))
  2.3942 +(let (($x11400 (not $x11395)))
  2.3943 +(let (($x11408 (or $x11400 $x11404)))
  2.3944 +(let (($x10164 (<= ?x10163 v_b_L_H_max_G_0$)))
  2.3945 +(let (($x10519 (or (not (and $x3098 (< ?0 1))) $x10164)))
  2.3946 +(let ((@x11394 (monotonicity @x3124 (rewrite (= (< ?0 1) $x11389)) (= (and $x3098 (< ?0 1)) (and (and $x2815 $x3115) $x11389)))))
  2.3947 +(let ((@x11399 (trans @x11394 (rewrite (= (and (and $x2815 $x3115) $x11389) $x11395)) (= (and $x3098 (< ?0 1)) $x11395))))
  2.3948 +(let ((@x11410 (monotonicity (monotonicity @x11399 (= (not (and $x3098 (< ?0 1))) $x11400)) (rewrite (= $x10164 $x11404)) (= $x10519 $x11408))))
  2.3949 +(let ((@x11416 (monotonicity (quant-intro @x11410 (= $x10522 $x11411)) (= (not $x10522) $x11414))))
  2.3950 +(let ((@x11986 (monotonicity @x11416 (trans @x11978 (rewrite (= (and $x11951 $x11971) $x11979)) (= $x11167 $x11979)) (= $x11174 $x11984))))
  2.3951 +(let ((@x11992 (monotonicity (monotonicity (rewrite (= $x10159 $x11382)) (= (not $x10159) $x11385)) (monotonicity (quant-intro @x11410 (= $x10522 $x11411)) @x11986 (= $x11179 $x11987)) (= $x11186 $x11990))))
  2.3952 +(let (($x11368 (and $x10145 (and $x10146 (and $x10147 (and $x10148 (and true (and true true))))))))
  2.3953 +(let (($x11366 (= $x10509 (and $x10146 (and $x10147 (and $x10148 (and true (and true true))))))))
  2.3954 +(let ((@x11355 (monotonicity (rewrite (= $x10149 true)) (rewrite (= $x10150 true)) (= $x10497 (and true true)))))
  2.3955 +(let ((@x11358 (monotonicity (rewrite (= $x10149 true)) @x11355 (= $x10500 (and true (and true true))))))
  2.3956 +(let ((@x11361 (monotonicity @x11358 (= $x10503 (and $x10148 (and true (and true true)))))))
  2.3957 +(let ((@x11364 (monotonicity @x11361 (= $x10506 (and $x10147 (and $x10148 (and true (and true true))))))))
  2.3958 +(let ((@x11373 (monotonicity (monotonicity (monotonicity @x11364 $x11366) (= $x10512 $x11368)) (= $x10515 (and $x10142 $x11368)))))
  2.3959 +(let ((@x11381 (monotonicity (trans @x11373 (rewrite (= (and $x10142 $x11368) $x11374)) (= $x10515 $x11374)) (= (not $x10515) $x11379))))
  2.3960 +(let ((@x11998 (monotonicity @x11381 (monotonicity (rewrite (= $x10159 $x11382)) @x11992 (= $x11191 $x11993)) (= $x11198 $x11996))))
  2.3961 +(let ((@x12006 (trans (monotonicity @x11998 (= $x11203 (and $x10142 $x11996))) (rewrite (= (and $x10142 $x11996) $x12002)) (= $x11203 $x12002))))
  2.3962 +(let ((@x12012 (monotonicity (monotonicity @x12006 (= $x11210 $x12007)) (= $x11215 (and $x10140 $x12007)))))
  2.3963 +(let ((@x12020 (monotonicity (trans @x12012 (rewrite (= (and $x10140 $x12007) $x12013)) (= $x11215 $x12013)) (= $x11222 $x12018))))
  2.3964 +(let (($x11306 (and $x11256 (and $x10108 (and $x10109 (and $x10112 (and $x10439 (and $x11243 $x11245))))))))
  2.3965 +(let (($x11327 (and (and $x11268 $x11270) (and $x11264 (and $x11260 (and $x10094 (and $x10095 (and $x10098 $x11306))))))))
  2.3966 +(let ((@x11344 (rewrite (= (and (and $x11284 $x11286) (and (and $x11276 $x11278) $x11327)) $x11342))))
  2.3967 +(let (($x11322 (= $x10476 (and $x11264 (and $x11260 (and $x10094 (and $x10095 (and $x10098 $x11306))))))))
  2.3968 +(let (($x11304 (= $x10451 (and $x10108 (and $x10109 (and $x10112 (and $x10439 (and $x11243 $x11245))))))))
  2.3969 +(let ((@x11293 (monotonicity (rewrite (= (<= 0 v_b_P_H_len$) $x11243)) (rewrite (= (<= v_b_P_H_len$ b_S_max_o_u4$) $x11245)) (= $x10119 (and $x11243 $x11245)))))
  2.3970 +(let ((@x11299 (monotonicity (monotonicity @x11293 (= $x10442 (and $x10439 (and $x11243 $x11245)))) (= $x10445 (and $x10112 (and $x10439 (and $x11243 $x11245)))))))
  2.3971 +(let ((@x11302 (monotonicity @x11299 (= $x10448 (and $x10109 (and $x10112 (and $x10439 (and $x11243 $x11245))))))))
  2.3972 +(let (($x11251 (>= (+ (b_S_frame_n_level$ ?0) (* (- 1) b_S_current_n_frame_n_level$)) 0)))
  2.3973 +(let (($x11250 (not $x11251)))
  2.3974 +(let ((@x11255 (rewrite (= (< (b_S_frame_n_level$ ?0) b_S_current_n_frame_n_level$) $x11250))))
  2.3975 +(let ((@x11308 (monotonicity (quant-intro @x11255 (= $x10104 $x11256)) (monotonicity @x11302 $x11304) (= $x10454 $x11306))))
  2.3976 +(let ((@x11314 (monotonicity (monotonicity @x11308 (= $x10457 (and $x10098 $x11306))) (= $x10460 (and $x10095 (and $x10098 $x11306))))))
  2.3977 +(let ((@x11320 (monotonicity (rewrite (= $x10074 $x11260)) (monotonicity @x11314 (= $x10470 (and $x10094 (and $x10095 (and $x10098 $x11306))))) (= $x10473 (and $x11260 (and $x10094 (and $x10095 (and $x10098 $x11306))))))))
  2.3978 +(let ((@x11326 (monotonicity (rewrite (= (<= 0 v_b_SL_H_witness$) $x11268)) (rewrite (= (<= v_b_SL_H_witness$ b_S_max_o_u4$) $x11270)) (= $x10071 (and $x11268 $x11270)))))
  2.3979 +(let ((@x11329 (monotonicity @x11326 (monotonicity (rewrite (= $x10073 $x11264)) @x11320 $x11322) (= $x10479 $x11327))))
  2.3980 +(let ((@x11332 (monotonicity (rewrite (= (<= 0 v_b_L_H_p$) $x11276)) (rewrite (= (<= v_b_L_H_p$ b_S_max_o_u4$) $x11278)) (= $x10067 (and $x11276 $x11278)))))
  2.3981 +(let ((@x11338 (monotonicity (rewrite (= (<= 0 v_b_L_H_max$) $x11284)) (rewrite (= (<= v_b_L_H_max$ b_S_max_o_u1$) $x11286)) (= $x10063 (and $x11284 $x11286)))))
  2.3982 +(let ((@x11341 (monotonicity @x11338 (monotonicity @x11332 @x11329 (= $x10482 (and (and $x11276 $x11278) $x11327))) (= $x10485 (and (and $x11284 $x11286) (and (and $x11276 $x11278) $x11327))))))
  2.3983 +(let ((@x11349 (monotonicity (trans @x11341 @x11344 (= $x10485 $x11342)) (= (not $x10485) (not $x11342)))))
  2.3984 +(let ((@x12026 (monotonicity @x11349 (monotonicity @x12020 (= $x11227 $x12021)) (= $x11234 (or (not $x11342) $x12021)))))
  2.3985 +(let ((@x10656 (monotonicity (rewrite (= (=> $x10242 true) true)) (= $x10244 (and $x10242 true)))))
  2.3986 +(let ((@x10663 (monotonicity (quant-intro (rewrite (= (=> $x10234 $x10235) $x10646)) (= $x10237 $x10649)) (trans @x10656 (rewrite (= (and $x10242 true) $x10242)) (= $x10244 $x10242)) (= $x10245 (=> $x10649 $x10242)))))
  2.3987 +(let ((@x10672 (monotonicity (quant-intro (rewrite (= (=> $x10234 $x10235) $x10646)) (= $x10237 $x10649)) (trans @x10663 (rewrite (= (=> $x10649 $x10242) $x10665)) (= $x10245 $x10665)) (= (and $x10237 $x10245) $x10670))))
  2.3988 +(let (($x10614 (= (and $x10218 (and $x10220 (and $x10222 true))) (and $x10218 (and $x10220 $x10222)))))
  2.3989 +(let ((@x10612 (monotonicity (rewrite (= (and $x10222 true) $x10222)) (= (and $x10220 (and $x10222 true)) (and $x10220 $x10222)))))
  2.3990 +(let ((@x10618 (monotonicity (monotonicity @x10612 $x10614) (= (and $x10216 (and $x10218 (and $x10220 (and $x10222 true)))) $x10616))))
  2.3991 +(let ((@x10625 (trans (monotonicity @x10618 (= $x10227 (and true $x10616))) (rewrite (= (and true $x10616) $x10616)) (= $x10227 $x10616))))
  2.3992 +(let ((@x10631 (monotonicity (monotonicity @x10625 (= (and $x10182 $x10227) $x10626)) (= (and $x10182 (and $x10182 $x10227)) $x10629))))
  2.3993 +(let ((@x10638 (trans (monotonicity @x10631 (= $x10230 (and true $x10629))) (rewrite (= (and true $x10629) $x10629)) (= $x10230 $x10629))))
  2.3994 +(let ((@x10644 (monotonicity (monotonicity @x10638 (= (and $x10182 $x10230) $x10639)) (= (and b_S_position_n_marker$ (and $x10182 $x10230)) $x10642))))
  2.3995 +(let ((@x10681 (trans (monotonicity @x10644 @x10672 (= $x10247 (=> $x10642 $x10670))) (rewrite (= (=> $x10642 $x10670) $x10677)) (= $x10247 $x10677))))
  2.3996 +(let (($x11117 (and $x10410 $x10182)))
  2.3997 +(let (($x11120 (and $x10182 $x11117)))
  2.3998 +(let ((@x10568 (rewrite (= (and $x10182 $x10182) $x10182))))
  2.3999 +(let ((@x10563 (rewrite (= $x10206 $x10182))))
  2.4000 +(let ((@x10570 (trans (monotonicity @x10563 (= $x10207 (and $x10182 $x10182))) @x10568 (= $x10207 $x10182))))
  2.4001 +(let ((@x11108 (trans (monotonicity @x10570 (= $x10411 (and $x10182 $x10182))) @x10568 (= $x10411 $x10182))))
  2.4002 +(let ((@x11114 (monotonicity (trans (monotonicity @x11108 (= $x10412 $x10206)) @x10563 (= $x10412 $x10182)) (= $x10413 (and $x10182 $x10182)))))
  2.4003 +(let ((@x11119 (monotonicity (trans @x11114 @x10568 (= $x10413 $x10182)) (= (and $x10410 $x10413) $x11117))))
  2.4004 +(let ((@x11125 (monotonicity (monotonicity @x11119 (= (and $x10182 (and $x10410 $x10413)) $x11120)) (= $x10416 (and true $x11120)))))
  2.4005 +(let ((@x11132 (monotonicity (trans @x11125 (rewrite (= (and true $x11120) $x11120)) (= $x10416 $x11120)) (monotonicity @x10681 (= $x10248 $x10682)) (= $x10417 (=> $x11120 $x10682)))))
  2.4006 +(let ((@x10938 (monotonicity (rewrite (= (and $x10375 false) false)) (= $x10377 (=> false true)))))
  2.4007 +(let ((@x10942 (trans @x10938 (rewrite (= (=> false true) true)) (= $x10377 true))))
  2.4008 +(let ((@x10949 (trans (monotonicity @x10942 (= $x10378 (and $x10375 true))) (rewrite (= (and $x10375 true) $x10375)) (= $x10378 $x10375))))
  2.4009 +(let ((@x10933 (quant-intro (rewrite (= (=> (and $x3098 (< ?0 v_b_L_H_p_G_1$)) $x10368) $x10928)) (= $x10370 $x10931))))
  2.4010 +(let ((@x10958 (trans (monotonicity @x10933 @x10949 (= $x10379 (=> $x10931 $x10375))) (rewrite (= (=> $x10931 $x10375) $x10954)) (= $x10379 $x10954))))
  2.4011 +(let ((@x10964 (monotonicity (monotonicity @x10933 @x10958 (= (and $x10370 $x10379) $x10959)) (= $x10381 (=> $x10365 $x10959)))))
  2.4012 +(let ((@x10973 (monotonicity (trans @x10964 (rewrite (= (=> $x10365 $x10959) $x10966)) (= $x10381 $x10966)) (= (and $x10365 $x10381) $x10971))))
  2.4013 +(let ((@x10920 (monotonicity (rewrite (= (and $x10360 true) $x10360)) (= (and $x10358 (and $x10360 true)) $x10918))))
  2.4014 +(let ((@x10903 (rewrite (= (+ v_b_L_H_p_G_0$ 1) ?x10901))))
  2.4015 +(let ((@x10915 (monotonicity @x10903 (= (= v_b_L_H_p_G_1$ (+ v_b_L_H_p_G_0$ 1)) $x10913))))
  2.4016 +(let ((@x10909 (monotonicity @x10903 (= (<= (+ v_b_L_H_p_G_0$ 1) b_S_max_o_u4$) $x10907))))
  2.4017 +(let ((@x10912 (monotonicity (monotonicity @x10903 (= (<= 0 (+ v_b_L_H_p_G_0$ 1)) $x10904)) @x10909 (= $x10355 $x10910))))
  2.4018 +(let ((@x10926 (monotonicity @x10912 (monotonicity @x10915 @x10920 (= $x10363 $x10921)) (= (and $x10355 $x10363) $x10924))))
  2.4019 +(let ((@x10982 (trans (monotonicity @x10926 @x10973 (= $x10383 (=> $x10924 $x10971))) (rewrite (= (=> $x10924 $x10971) $x10978)) (= $x10383 $x10978))))
  2.4020 +(let ((@x11021 (monotonicity (rewrite (= (and true $x10342) $x10342)) (= (and $x10392 (and true $x10342)) $x11019))))
  2.4021 +(let ((@x11024 (monotonicity @x11021 (= (and $x10391 (and $x10392 (and true $x10342))) $x11022))))
  2.4022 +(let ((@x11031 (trans (monotonicity @x11024 (= $x10395 (and true $x11022))) (rewrite (= (and true $x11022) $x11022)) (= $x10395 $x11022))))
  2.4023 +(let ((@x11037 (monotonicity (monotonicity @x11031 (= (and $x10182 $x10395) $x11032)) (= (and $x10182 (and $x10182 $x10395)) $x11035))))
  2.4024 +(let ((@x11044 (trans (monotonicity @x11037 (= $x10398 (and true $x11035))) (rewrite (= (and true $x11035) $x11035)) (= $x10398 $x11035))))
  2.4025 +(let ((@x11050 (monotonicity (monotonicity @x11044 (= (and $x10182 $x10398) $x11045)) (= (and $x10390 (and $x10182 $x10398)) $x11048))))
  2.4026 +(let ((@x11056 (monotonicity (monotonicity @x11050 (= (and $x10182 (and $x10390 (and $x10182 $x10398))) $x11051)) (= $x10402 (and true $x11051)))))
  2.4027 +(let ((@x11063 (monotonicity (trans @x11056 (rewrite (= (and true $x11051) $x11051)) (= $x10402 $x11051)) (monotonicity @x10912 @x10982 (= $x10384 $x10983)) (= $x10403 (=> $x11051 $x10983)))))
  2.4028 +(let (($x10896 (= (and $x10333 (and $x10334 (and $x10335 (and (and $x10181 $x10181) $x10346)))) $x10895)))
  2.4029 +(let ((@x10875 (monotonicity (rewrite (= (and true $x10342) $x10342)) (= (and $x10340 (and true $x10342)) $x10873))))
  2.4030 +(let ((@x10878 (monotonicity @x10875 (= (and $x10338 (and $x10340 (and true $x10342))) $x10876))))
  2.4031 +(let ((@x10885 (trans (monotonicity @x10878 (= $x10346 (and true $x10876))) (rewrite (= (and true $x10876) $x10876)) (= $x10346 $x10876))))
  2.4032 +(let ((@x10888 (monotonicity (rewrite (= (and $x10181 $x10181) $x10181)) @x10885 (= (and (and $x10181 $x10181) $x10346) $x10886))))
  2.4033 +(let ((@x10894 (monotonicity (monotonicity @x10888 (= (and $x10335 (and (and $x10181 $x10181) $x10346)) $x10889)) (= (and $x10334 (and $x10335 (and (and $x10181 $x10181) $x10346))) $x10892))))
  2.4034 +(let ((@x10988 (monotonicity (monotonicity (monotonicity @x10894 $x10896) (= $x10351 $x10898)) (monotonicity @x10912 @x10982 (= $x10384 $x10983)) (= $x10385 (=> $x10898 $x10983)))))
  2.4035 +(let ((@x10997 (monotonicity (trans @x10988 (rewrite (= (=> $x10898 $x10983) $x10990)) (= $x10385 $x10990)) (= (and $x10325 $x10385) $x10995))))
  2.4036 +(let ((@x11006 (trans (monotonicity @x10997 (= $x10387 (=> $x10323 $x10995))) (rewrite (= (=> $x10323 $x10995) $x11002)) (= $x10387 $x11002))))
  2.4037 +(let ((@x10861 (monotonicity (monotonicity @x10570 (= (and $x10328 $x10207) $x10856)) (= (and $x10182 (and $x10328 $x10207)) $x10859))))
  2.4038 +(let ((@x10868 (trans (monotonicity @x10861 (= $x10331 (and true $x10859))) (rewrite (= (and true $x10859) $x10859)) (= $x10331 $x10859))))
  2.4039 +(let ((@x11012 (monotonicity @x10868 (monotonicity @x11006 (= (and $x10323 $x10387) $x11007)) (= $x10389 (=> $x10859 $x11007)))))
  2.4040 +(let ((@x11072 (monotonicity (trans @x11012 (rewrite (= (=> $x10859 $x11007) $x11014)) (= $x10389 $x11014)) (trans @x11063 (rewrite (= (=> $x11051 $x10983) $x11065)) (= $x10403 $x11065)) (= (and $x10389 $x10403) $x11070))))
  2.4041 +(let ((@x11081 (trans (monotonicity @x11072 (= $x10405 (=> $x10326 $x11070))) (rewrite (= (=> $x10326 $x11070) $x11077)) (= $x10405 $x11077))))
  2.4042 +(let ((@x11087 (monotonicity (monotonicity @x11081 (= (and $x10325 $x10405) $x11082)) (= $x10407 (=> $x10323 $x11082)))))
  2.4043 +(let ((@x11095 (monotonicity (trans @x11087 (rewrite (= (=> $x10323 $x11082) $x11088)) (= $x10407 $x11088)) (= (and $x10323 $x10407) $x11093))))
  2.4044 +(let ((@x10848 (monotonicity (monotonicity @x10570 (= (and $x10316 $x10207) $x10843)) (= (and $x10182 (and $x10316 $x10207)) $x10846))))
  2.4045 +(let ((@x10855 (trans (monotonicity @x10848 (= $x10319 (and true $x10846))) (rewrite (= (and true $x10846) $x10846)) (= $x10319 $x10846))))
  2.4046 +(let ((@x11104 (trans (monotonicity @x10855 @x11095 (= $x10409 (=> $x10846 $x11093))) (rewrite (= (=> $x10846 $x11093) $x11100)) (= $x10409 $x11100))))
  2.4047 +(let ((@x11141 (monotonicity @x11104 (trans @x11132 (rewrite (= (=> $x11120 $x10682) $x11134)) (= $x10417 $x11134)) (= (and $x10409 $x10417) $x11139))))
  2.4048 +(let (($x10802 (= (and $x10291 (and $x10292 (and $x10293 (and $x10294 (and $x10297 $x10301))))) $x10801)))
  2.4049 +(let ((@x10777 (rewrite (= (= (b_S_statusmap$ v_b_S_s$) (b_S_statusmap$ v_b_S_s$)) true))))
  2.4050 +(let ((@x10780 (monotonicity (rewrite (= (= ?x10272 ?x10272) true)) @x10777 (= $x10300 (and true true)))))
  2.4051 +(let ((@x10784 (trans @x10780 (rewrite (= (and true true) true)) (= $x10300 true))))
  2.4052 +(let ((@x10791 (monotonicity (trans (monotonicity @x10784 (= $x10301 $x10206)) @x10563 (= $x10301 $x10182)) (= (and $x10297 $x10301) $x10789))))
  2.4053 +(let ((@x10797 (monotonicity (monotonicity @x10791 (= (and $x10294 (and $x10297 $x10301)) $x10792)) (= (and $x10293 (and $x10294 (and $x10297 $x10301))) $x10795))))
  2.4054 +(let ((@x10800 (monotonicity @x10797 (= (and $x10292 (and $x10293 (and $x10294 (and $x10297 $x10301)))) $x10798))))
  2.4055 +(let ((@x10809 (monotonicity (monotonicity (monotonicity @x10800 $x10802) (= $x10307 $x10804)) (= (and $x10286 $x10307) $x10807))))
  2.4056 +(let ((@x10759 (rewrite (= (and true $x10286) $x10286))))
  2.4057 +(let (($x10748 (forall ((?v0 B_S_ptr$) )(! true :pattern ( (b_S_select_o_tm$ (b_S_typemap$ v_b_S_s$) ?v0) ) :qid k!704))
  2.4058 +))
  2.4059 +(let (($x10260 (b_S_thread_n_local$ v_b_S_s$ ?0)))
  2.4060 +(let (($x10275 (and (= (b_S_select_o_tm$ ?x10272 ?0) (b_S_select_o_tm$ ?x10272 ?0)) $x10260)))
  2.4061 +(let (($x10276 (=> $x10260 $x10275)))
  2.4062 +(let ((@x10714 (rewrite (= (=> $x10260 $x10260) true))))
  2.4063 +(let ((@x10707 (rewrite (= (and true $x10260) $x10260))))
  2.4064 +(let (($x10738 (= (= (b_S_select_o_tm$ ?x10272 ?0) (b_S_select_o_tm$ ?x10272 ?0)) true)))
  2.4065 +(let ((@x10743 (trans (monotonicity (rewrite $x10738) (= $x10275 (and true $x10260))) @x10707 (= $x10275 $x10260))))
  2.4066 +(let ((@x10747 (trans (monotonicity @x10743 (= $x10276 (=> $x10260 $x10260))) @x10714 (= $x10276 true))))
  2.4067 +(let ((@x10754 (trans (quant-intro @x10747 (= $x10278 $x10748)) (elim-unused (= $x10748 true)) (= $x10278 true))))
  2.4068 +(let ((@x10761 (trans (monotonicity @x10754 (= $x10287 (and true $x10286))) @x10759 (= $x10287 $x10286))))
  2.4069 +(let (($x10694 (forall ((?v0 B_S_ptr$) )(! true :pattern ( (b_S_select_o_sm$ (b_S_statusmap$ v_b_S_s$) ?v0) ) :qid k!704))
  2.4070 +))
  2.4071 +(let ((?x10256 (b_S_statusmap$ v_b_S_s$)))
  2.4072 +(let ((?x10257 (b_S_select_o_sm$ ?x10256 ?0)))
  2.4073 +(let (($x10269 (and (= ?x10257 ?x10257) $x10260)))
  2.4074 +(let (($x10270 (=> $x10260 $x10269)))
  2.4075 +(let ((@x10727 (monotonicity (rewrite (= (= ?x10257 ?x10257) true)) (= $x10269 (and true $x10260)))))
  2.4076 +(let ((@x10731 (monotonicity (trans @x10727 @x10707 (= $x10269 $x10260)) (= $x10270 (=> $x10260 $x10260)))))
  2.4077 +(let ((@x10737 (trans (quant-intro (trans @x10731 @x10714 (= $x10270 true)) (= $x10271 $x10694)) (elim-unused (= $x10694 true)) (= $x10271 true))))
  2.4078 +(let ((@x10765 (trans (monotonicity @x10737 @x10761 (= $x10288 (and true $x10286))) @x10759 (= $x10288 $x10286))))
  2.4079 +(let (($x10717 (forall ((?v0 B_S_ptr$) )(! true :pattern ( (b_S_select_o_mem$ (b_S_memory$ v_b_S_s$) ?v0) ) :qid k!704))
  2.4080 +))
  2.4081 +(let ((?x10261 (b_S_memory$ v_b_S_s$)))
  2.4082 +(let ((?x10262 (b_S_select_o_mem$ ?x10261 ?0)))
  2.4083 +(let (($x10264 (and (= ?x10262 ?x10262) $x10260)))
  2.4084 +(let (($x10265 (=> $x10260 $x10264)))
  2.4085 +(let ((@x10705 (monotonicity (rewrite (= (= ?x10262 ?x10262) true)) (= $x10264 (and true $x10260)))))
  2.4086 +(let ((@x10712 (monotonicity (trans @x10705 @x10707 (= $x10264 $x10260)) (= $x10265 (=> $x10260 $x10260)))))
  2.4087 +(let ((@x10723 (trans (quant-intro (trans @x10712 @x10714 (= $x10265 true)) (= $x10267 $x10717)) (elim-unused (= $x10717 true)) (= $x10267 true))))
  2.4088 +(let ((@x10769 (trans (monotonicity @x10723 @x10765 (= $x10289 (and true $x10286))) @x10759 (= $x10289 $x10286))))
  2.4089 +(let (($x10253 (= (b_S_kind_n_of$ (b_S_typ$ (b_S_owner$ v_b_S_s$ ?0))) b_S_kind_n_thread$)))
  2.4090 +(let ((@x10696 (quant-intro (rewrite (= (=> (not $x10253) (not $x10253)) true)) (= $x10259 $x10694))))
  2.4091 +(let ((@x10771 (monotonicity (trans @x10696 (elim-unused (= $x10694 true)) (= $x10259 true)) @x10769 (= $x10290 (and true $x10286)))))
  2.4092 +(let ((@x10812 (monotonicity (trans @x10771 @x10759 (= $x10290 $x10286)) @x10809 (= (and $x10290 (and $x10286 $x10307)) $x10810))))
  2.4093 +(let ((@x10818 (monotonicity (monotonicity @x10812 (= (and $x10182 (and $x10290 (and $x10286 $x10307))) $x10813)) (= $x10311 (and true $x10813)))))
  2.4094 +(let ((@x10825 (monotonicity (trans @x10818 (rewrite (= (and true $x10813) $x10813)) (= $x10311 $x10813)) (= (and $x10182 $x10311) $x10823))))
  2.4095 +(let ((@x10832 (trans (monotonicity @x10825 (= $x10313 (and true $x10823))) (rewrite (= (and true $x10823) $x10823)) (= $x10313 $x10823))))
  2.4096 +(let ((@x10838 (monotonicity (monotonicity @x10832 (= (and $x10182 $x10313) $x10833)) (= $x10315 (and true $x10833)))))
  2.4097 +(let ((@x11144 (monotonicity (trans @x10838 (rewrite (= (and true $x10833) $x10833)) (= $x10315 $x10833)) @x11141 (= $x10419 (=> $x10833 $x11139)))))
  2.4098 +(let ((@x10591 (rewrite (= (and false (and $x10182 (and $x10182 (and $x10205 $x10182)))) false))))
  2.4099 +(let (($x10585 (= (and $x10182 (and true (and $x10182 (and $x10205 $x10207)))) (and $x10182 (and $x10182 (and $x10205 $x10182))))))
  2.4100 +(let (($x10574 (and $x10182 (and $x10205 $x10182))))
  2.4101 +(let (($x10210 (and true (and $x10182 (and $x10205 $x10207)))))
  2.4102 +(let ((@x10576 (monotonicity (monotonicity @x10570 (= (and $x10205 $x10207) (and $x10205 $x10182))) (= (and $x10182 (and $x10205 $x10207)) $x10574))))
  2.4103 +(let ((@x10583 (trans (monotonicity @x10576 (= $x10210 (and true $x10574))) (rewrite (= (and true $x10574) $x10574)) (= $x10210 $x10574))))
  2.4104 +(let ((@x10589 (monotonicity (rewrite (= $x10203 false)) (monotonicity @x10583 $x10585) (= $x10212 (and false (and $x10182 $x10574))))))
  2.4105 +(let ((@x10596 (monotonicity (trans @x10589 @x10591 (= $x10212 false)) (= $x10213 (and $x10182 false)))))
  2.4106 +(let ((@x10600 (trans @x10596 (rewrite (= (and $x10182 false) false)) (= $x10213 false))))
  2.4107 +(let ((@x10607 (trans (monotonicity @x10600 (= $x10214 (and true false))) (rewrite (= (and true false) false)) (= $x10214 false))))
  2.4108 +(let ((@x10687 (monotonicity @x10607 (monotonicity @x10681 (= $x10248 $x10682)) (= $x10249 (=> false $x10682)))))
  2.4109 +(let ((@x10691 (trans @x10687 (rewrite (= (=> false $x10682) true)) (= $x10249 true))))
  2.4110 +(let ((@x11153 (monotonicity @x10691 (trans @x11144 (rewrite (= (=> $x10833 $x11139) $x11146)) (= $x10419 $x11146)) (= $x10420 (and true $x11146)))))
  2.4111 +(let (($x10545 (= (and $x10176 (and $x10180 (and $x10182 (and $x10183 (and $x10188 $x10194))))) $x10544)))
  2.4112 +(let ((@x10531 (quant-intro (rewrite (= (=> (and $x3098 (< ?0 v_b_L_H_p_G_0$)) $x10186) $x10526)) (= $x10188 $x10529))))
  2.4113 +(let ((@x10537 (monotonicity (monotonicity @x10531 (= (and $x10188 $x10194) $x10532)) (= (and $x10183 (and $x10188 $x10194)) $x10535))))
  2.4114 +(let ((@x10543 (monotonicity (monotonicity @x10537 (= (and $x10182 (and $x10183 (and $x10188 $x10194))) $x10538)) (= (and $x10180 (and $x10182 (and $x10183 (and $x10188 $x10194)))) $x10541))))
  2.4115 +(let ((@x10552 (monotonicity (monotonicity (monotonicity @x10543 $x10545) (= $x10200 $x10547)) (= $x10201 (and true $x10547)))))
  2.4116 +(let ((@x10559 (monotonicity (trans @x10552 (rewrite (= (and true $x10547) $x10547)) (= $x10201 $x10547)) (= (and $x10168 $x10201) $x10557))))
  2.4117 +(let ((@x11160 (monotonicity @x10559 (trans @x11153 (rewrite (= (and true $x11146) $x11146)) (= $x10420 $x11146)) (= $x10421 (=> $x10557 $x11146)))))
  2.4118 +(let ((@x11169 (monotonicity (trans @x11160 (rewrite (= (=> $x10557 $x11146) $x11162)) (= $x10421 $x11162)) (= (and $x10168 $x10421) $x11167))))
  2.4119 +(let ((@x10524 (quant-intro (rewrite (= (=> (and $x3098 (< ?0 1)) $x10164) $x10519)) (= $x10166 $x10522))))
  2.4120 +(let ((@x11178 (trans (monotonicity @x10524 @x11169 (= $x10423 (=> $x10522 $x11167))) (rewrite (= (=> $x10522 $x11167) $x11174)) (= $x10423 $x11174))))
  2.4121 +(let ((@x11184 (monotonicity (monotonicity @x10524 @x11178 (= (and $x10166 $x10423) $x11179)) (= $x10425 (=> $x10159 $x11179)))))
  2.4122 +(let ((@x11193 (monotonicity (trans @x11184 (rewrite (= (=> $x10159 $x11179) $x11186)) (= $x10425 $x11186)) (= (and $x10159 $x10425) $x11191))))
  2.4123 +(let ((@x10499 (monotonicity (rewrite (= (and $x10150 $x10150) $x10150)) (= (and $x10149 (and $x10150 $x10150)) $x10497))))
  2.4124 +(let ((@x10505 (monotonicity (monotonicity @x10499 (= (and $x10149 (and $x10149 (and $x10150 $x10150))) $x10500)) (= $x10154 $x10503))))
  2.4125 +(let ((@x10511 (monotonicity (monotonicity @x10505 (= (and $x10147 $x10154) $x10506)) (= (and $x10146 (and $x10147 $x10154)) $x10509))))
  2.4126 +(let ((@x10517 (monotonicity (monotonicity @x10511 (= (and $x10145 (and $x10146 (and $x10147 $x10154))) $x10512)) (= (and $x10142 (and $x10145 (and $x10146 (and $x10147 $x10154)))) $x10515))))
  2.4127 +(let ((@x11202 (trans (monotonicity @x10517 @x11193 (= $x10427 (=> $x10515 $x11191))) (rewrite (= (=> $x10515 $x11191) $x11198)) (= $x10427 $x11198))))
  2.4128 +(let ((@x11208 (monotonicity (monotonicity @x11202 (= (and $x10142 $x10427) $x11203)) (= $x10429 (=> $x10140 $x11203)))))
  2.4129 +(let ((@x11217 (monotonicity (trans @x11208 (rewrite (= (=> $x10140 $x11203) $x11210)) (= $x10429 $x11210)) (= (and $x10140 $x10429) $x11215))))
  2.4130 +(let ((@x11226 (trans (monotonicity @x11217 (= $x10431 (=> $x10136 $x11215))) (rewrite (= (=> $x10136 $x11215) $x11222)) (= $x10431 $x11222))))
  2.4131 +(let (($x10483 (= (and $x10067 (and $x10071 (and $x10073 (and $x10074 (and $x10094 $x10127))))) $x10482)))
  2.4132 +(let (($x10455 (= (and $x10104 (and $x10108 (and $x10109 (and $x10112 (and $x10116 $x10119))))) $x10454)))
  2.4133 +(let (($x10113 (b_S_in_n_writes_n_at$ v_b_H_wrTime_S_1_T_6_o_1$ ?0)))
  2.4134 +(let (($x10436 (not $x10113)))
  2.4135 +(let ((@x10444 (monotonicity (quant-intro (rewrite (= (= $x10113 false) $x10436)) (= $x10116 $x10439)) (= (and $x10116 $x10119) $x10442))))
  2.4136 +(let ((@x10450 (monotonicity (monotonicity @x10444 (= (and $x10112 (and $x10116 $x10119)) $x10445)) (= (and $x10109 (and $x10112 (and $x10116 $x10119))) $x10448))))
  2.4137 +(let ((@x10453 (monotonicity @x10450 (= (and $x10108 (and $x10109 (and $x10112 (and $x10116 $x10119)))) $x10451))))
  2.4138 +(let ((@x10462 (monotonicity (monotonicity (monotonicity @x10453 $x10455) (= $x10125 $x10457)) (= (and $x10095 $x10125) $x10460))))
  2.4139 +(let ((@x10469 (trans (monotonicity @x10462 (= $x10127 (and true $x10460))) (rewrite (= (and true $x10460) $x10460)) (= $x10127 $x10460))))
  2.4140 +(let ((@x10475 (monotonicity (monotonicity @x10469 (= (and $x10094 $x10127) $x10470)) (= (and $x10074 (and $x10094 $x10127)) $x10473))))
  2.4141 +(let ((@x10481 (monotonicity (monotonicity @x10475 (= (and $x10073 (and $x10074 (and $x10094 $x10127))) $x10476)) (= (and $x10071 (and $x10073 (and $x10074 (and $x10094 $x10127)))) $x10479))))
  2.4142 +(let ((@x10490 (monotonicity (monotonicity (monotonicity @x10481 $x10483) (= $x10133 $x10485)) (= $x10134 (and true $x10485)))))
  2.4143 +(let ((@x11232 (monotonicity (trans @x10490 (rewrite (= (and true $x10485) $x10485)) (= $x10134 $x10485)) (monotonicity @x11226 (= (and $x10136 $x10431) $x11227)) (= $x10433 (=> $x10485 $x11227)))))
  2.4144 +(let ((@x11241 (monotonicity (trans @x11232 (rewrite (= (=> $x10485 $x11227) $x11234)) (= $x10433 $x11234)) (= $x10434 (not $x11234)))))
  2.4145 +(let ((@x12031 (trans @x11241 (monotonicity @x12026 (= (not $x11234) $x12027)) (= $x10434 $x12027))))
  2.4146 +(let ((@x12033 (not-or-elim (mp (asserted $x10434) @x12031 $x12027) $x11342)))
  2.4147 +(let ((@x12044 (and-elim @x12033 $x10084)))
  2.4148 +(let (($x9607 (forall ((?v0 B_S_ptr$) (?v1 B_S_ctype$) )(! (or (not (b_S_is$ ?v0 ?v1)) (= ?v0 (b_S_ptr$ ?v1 (b_S_ref$ ?v0)))) :pattern ( (b_S_is$ ?v0 ?v1) ) :qid k!622))
  2.4149 +))
  2.4150 +(let (($x9604 (or (not (b_S_is$ ?1 ?0)) (= ?1 (b_S_ptr$ ?0 (b_S_ref$ ?1))))))
  2.4151 +(let (($x9601 (forall ((?v0 B_S_ptr$) (?v1 B_S_ctype$) )(! (let (($x9596 (b_S_is$ ?v0 ?v1)))
  2.4152 +(=> $x9596 (= ?v0 (b_S_ptr$ ?v1 (b_S_ref$ ?v0))))) :pattern ( (b_S_is$ ?v0 ?v1) ) :qid k!622))
  2.4153 +))
  2.4154 +(let (($x9605 (= (=> (b_S_is$ ?1 ?0) (= ?1 (b_S_ptr$ ?0 (b_S_ref$ ?1)))) $x9604)))
  2.4155 +(let ((@x15336 (mp~ (mp (asserted $x9601) (quant-intro (rewrite $x9605) (= $x9601 $x9607)) $x9607) (nnf-pos (refl (~ $x9604 $x9604)) (~ $x9607 $x9607)) $x9607)))
  2.4156 +(let (($x21982 (not $x10084)))
  2.4157 +(let (($x21994 (not $x9607)))
  2.4158 +(let (($x21995 (or $x21994 $x21982 $x21990)))
  2.4159 +(let ((@x22000 (mp ((_ quant-inst (b_S_ptr$ ?x10076 ?x10079) (b_S_array$ b_T_T_u1$ v_b_P_H_len$)) (or $x21994 (or $x21982 $x21990))) (rewrite (= (or $x21994 (or $x21982 $x21990)) $x21995)) $x21995)))
  2.4160 +(let ((@x23670 (symm (unit-resolution @x22000 @x15336 @x12044 $x21990) (= ?x21983 ?x10080))))
  2.4161 +(let ((@x23502 (monotonicity (trans @x23670 (symm @x23680 (= ?x10080 ?x22595)) (= ?x21983 ?x22595)) (= (b_S_set_n_in$ ?x21983 ?x22343) $x22596))))
  2.4162 +(let (($x22344 (b_S_set_n_in$ ?x21983 ?x22343)))
  2.4163 +(let (($x22362 (forall ((?v3 B_S_ptr$) )(! (let ((?x10078 (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$)))
  2.4164 +(let ((?x10079 (b_S_ref$ ?x10078)))
  2.4165 +(let ((?x10076 (b_S_array$ b_T_T_u1$ v_b_P_H_len$)))
  2.4166 +(let ((?x10080 (b_S_ptr$ ?x10076 ?x10079)))
  2.4167 +(let ((?x21014 (b_S_ref$ ?x10080)))
  2.4168 +(let ((?x21983 (b_S_ptr$ ?x10076 ?x21014)))
  2.4169 +(let ((?x22357 (b_S_read_n_version$ v_b_S_s$ ?x21983)))
  2.4170 +(let ((?x22358 (b_S_ver_n_domain$ ?x22357)))
  2.4171 +(let ((?x22234 (b_S_typ$ ?x21983)))
  2.4172 +(let (($x22353 (b_S_has_n_volatile_n_owns_n_set$ ?x22234)))
  2.4173 +(or $x22353 (not (b_S_set_n_in$ ?v3 (b_S_owns$ v_b_S_s$ ?x21983))) (b_S_set_n_in2$ ?v3 ?x22358)))))))))))) :pattern ( (b_S_set_n_in$ ?v3 (b_S_owns$ v_b_S_s$ (b_S_ptr$ (b_S_array$ b_T_T_u1$ v_b_P_H_len$) (b_S_ref$ (b_S_ptr$ (b_S_array$ b_T_T_u1$ v_b_P_H_len$) (b_S_ref$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$))))))) ) :qid k!564))
  2.4174 +))
  2.4175 +(let (($x22363 (not $x22362)))
  2.4176 +(let (($x22248 (b_S_closed$ v_b_S_s$ ?x21983)))
  2.4177 +(let (($x22272 (not $x22248)))
  2.4178 +(let (($x22352 (not $x22344)))
  2.4179 +(let (($x22364 (or $x22352 $x22272 $x22363)))
  2.4180 +(let (($x22365 (not $x22364)))
  2.4181 +(let (($x22318 (b_S_in_n_domain$ v_b_S_s$ ?x21983 ?x21983)))
  2.4182 +(let (($x22317 (b_S_in_n_domain_n_lab$ v_b_S_s$ ?x21983 ?x21983 b_l_H_public$)))
  2.4183 +(let (($x22326 (= $x22317 $x22318)))
  2.4184 +(let (($x8728 (forall ((?v0 B_S_state$) (?v1 B_S_ptr$) (?v2 B_S_ptr$) (?v3 B_S_label$) )(! (let (($x8719 (b_S_in_n_domain$ ?v0 ?v1 ?v2)))
  2.4185 +(let (($x8718 (b_S_in_n_domain_n_lab$ ?v0 ?v1 ?v2 ?v3)))
  2.4186 +(= $x8718 $x8719))) :pattern ( (b_S_in_n_domain_n_lab$ ?v0 ?v1 ?v2 ?v3) ) :qid k!567))
  2.4187 +))
  2.4188 +(let (($x8719 (b_S_in_n_domain$ ?3 ?2 ?1)))
  2.4189 +(let (($x8718 (b_S_in_n_domain_n_lab$ ?3 ?2 ?1 ?0)))
  2.4190 +(let (($x8725 (= $x8718 $x8719)))
  2.4191 +(let (($x8723 (forall ((?v0 B_S_state$) (?v1 B_S_ptr$) (?v2 B_S_ptr$) (?v3 B_S_label$) )(! (let (($x8719 (b_S_in_n_domain$ ?v0 ?v1 ?v2)))
  2.4192 +(let (($x8718 (b_S_in_n_domain_n_lab$ ?v0 ?v1 ?v2 ?v3)))
  2.4193 +(= $x8718 $x8719))) :pattern ( (b_S_in_n_domain_n_lab$ ?v0 ?v1 ?v2 ?v3) ) :qid k!567))
  2.4194 +))
  2.4195 +(let ((@x8733 (mp (asserted $x8723) (quant-intro (rewrite (= (= $x8718 $x8719) $x8725)) (= $x8723 $x8728)) $x8728)))
  2.4196 +(let ((@x15021 (mp~ @x8733 (nnf-pos (refl (~ $x8725 $x8725)) (~ $x8728 $x8728)) $x8728)))
  2.4197 +(let (($x22699 (or (not $x8728) $x22326)))
  2.4198 +(let ((@x23229 ((_ quant-inst v_b_S_s$ (b_S_ptr$ ?x10076 ?x21014) (b_S_ptr$ ?x10076 ?x21014) b_l_H_public$) $x22699)))
  2.4199 +(let ((@x22990 (unit-resolution @x23229 @x15021 $x22326)))
  2.4200 +(let ((@x23563 (symm (monotonicity @x23670 @x23670 (= $x22317 $x10136)) (= $x10136 $x22317))))
  2.4201 +(let (($x35 (= b_S_kind_n_primitive$ b_S_kind_n_array$)))
  2.4202 +(let (($x36 (not $x35)))
  2.4203 +(let (($x22421 (= $x36 (not (= (b_S_kind_n_of$ (b_S_typ$ ?x21983)) b_S_kind_n_primitive$)))))
  2.4204 +(let ((?x22234 (b_S_typ$ ?x21983)))
  2.4205 +(let ((?x22387 (b_S_kind_n_of$ ?x22234)))
  2.4206 +(let (($x22388 (= ?x22387 b_S_kind_n_primitive$)))
  2.4207 +(let (($x22148 (= ?x10086 b_S_kind_n_array$)))
  2.4208 +(let (($x21115 (b_S_is_n_arraytype$ ?x10076)))
  2.4209 +(let (($x22149 (= $x21115 $x22148)))
  2.4210 +(let (($x9869 (forall ((?v0 B_S_ctype$) )(! (let ((?x9849 (b_S_kind_n_of$ ?v0)))
  2.4211 +(let (($x9861 (= ?x9849 b_S_kind_n_array$)))
  2.4212 +(let (($x7848 (b_S_is_n_arraytype$ ?v0)))
  2.4213 +(= $x7848 $x9861)))) :pattern ( (b_S_is_n_arraytype$ ?v0) ) :qid k!662))
  2.4214 +))
  2.4215 +(let ((?x9849 (b_S_kind_n_of$ ?0)))
  2.4216 +(let (($x9861 (= ?x9849 b_S_kind_n_array$)))
  2.4217 +(let (($x7848 (b_S_is_n_arraytype$ ?0)))
  2.4218 +(let (($x9866 (= $x7848 $x9861)))
  2.4219 +(let (($x9864 (forall ((?v0 B_S_ctype$) )(! (let ((?x9849 (b_S_kind_n_of$ ?v0)))
  2.4220 +(let (($x9861 (= ?x9849 b_S_kind_n_array$)))
  2.4221 +(let (($x7848 (b_S_is_n_arraytype$ ?v0)))
  2.4222 +(= $x7848 $x9861)))) :pattern ( (b_S_is_n_arraytype$ ?v0) ) :qid k!662))
  2.4223 +))
  2.4224 +(let ((@x9874 (mp (asserted $x9864) (quant-intro (rewrite (= (= $x7848 $x9861) $x9866)) (= $x9864 $x9869)) $x9869)))
  2.4225 +(let ((@x15446 (mp~ @x9874 (nnf-pos (refl (~ $x9866 $x9866)) (~ $x9869 $x9869)) $x9869)))
  2.4226 +(let (($x22159 (or (not $x9869) $x22149)))
  2.4227 +(let ((@x22160 ((_ quant-inst (b_S_array$ b_T_T_u1$ v_b_P_H_len$)) $x22159)))
  2.4228 +(let (($x7229 (forall ((?v0 B_S_ctype$) (?v1 Int) )(! (let ((?x6561 (b_S_array$ ?v0 ?v1)))
  2.4229 +(b_S_is_n_arraytype$ ?x6561)) :pattern ( (b_S_array$ ?v0 ?v1) ) :qid k!502))
  2.4230 +))
  2.4231 +(let ((?x6561 (b_S_array$ ?1 ?0)))
  2.4232 +(let (($x7228 (b_S_is_n_arraytype$ ?x6561)))
  2.4233 +(let ((@x14576 (mp~ (asserted $x7229) (nnf-pos (refl (~ $x7228 $x7228)) (~ $x7229 $x7229)) $x7229)))
  2.4234 +(let (($x21122 (or (not $x7229) $x21115)))
  2.4235 +(let ((@x21123 ((_ quant-inst b_T_T_u1$ v_b_P_H_len$) $x21122)))
  2.4236 +(let ((@x22382 (unit-resolution (def-axiom (or (not $x22149) (not $x21115) $x22148)) (unit-resolution @x21123 @x14576 $x21115) (or (not $x22149) $x22148))))
  2.4237 +(let ((?x21180 (b_S_typ$ ?x10080)))
  2.4238 +(let (($x21183 (= ?x21180 ?x10076)))
  2.4239 +(let (($x19841 (forall ((?v0 B_S_ctype$) (?v1 Int) )(! (= (b_S_typ$ (b_S_ptr$ ?v0 ?v1)) ?v0) :pattern ( (b_S_ptr$ ?v0 ?v1) ) :qid k!628))
  2.4240 +))
  2.4241 +(let (($x9659 (forall ((?v0 B_S_ctype$) (?v1 Int) )(! (= (b_S_typ$ (b_S_ptr$ ?v0 ?v1)) ?v0) :qid k!628))
  2.4242 +))
  2.4243 +(let (($x9658 (= (b_S_typ$ (b_S_ptr$ ?1 ?0)) ?1)))
  2.4244 +(let ((@x15361 (mp~ (asserted $x9659) (nnf-pos (refl (~ $x9658 $x9658)) (~ $x9659 $x9659)) $x9659)))
  2.4245 +(let ((@x19846 (mp @x15361 (quant-intro (refl (= $x9658 $x9658)) (= $x9659 $x19841)) $x19841)))
  2.4246 +(let (($x21147 (not $x19841)))
  2.4247 +(let (($x21188 (or $x21147 $x21183)))
  2.4248 +(let ((@x21189 ((_ quant-inst (b_S_array$ b_T_T_u1$ v_b_P_H_len$) (b_S_ref$ ?x10078)) $x21188)))
  2.4249 +(let ((@x22406 (trans (monotonicity @x23670 (= ?x22234 ?x21180)) (unit-resolution @x21189 @x19846 $x21183) (= ?x22234 ?x10076))))
  2.4250 +(let ((@x22335 (trans (monotonicity @x22406 (= ?x22387 ?x10086)) (unit-resolution @x22382 (unit-resolution @x22160 @x15446 $x22149) $x22148) (= ?x22387 b_S_kind_n_array$))))
  2.4251 +(let ((@x22369 (monotonicity @x22335 (= $x22388 (= b_S_kind_n_array$ b_S_kind_n_primitive$)))))
  2.4252 +(let ((@x22393 (trans @x22369 (commutativity (= (= b_S_kind_n_array$ b_S_kind_n_primitive$) $x35)) (= $x22388 $x35))))
  2.4253 +(let (($x41 (= b_S_kind_n_thread$ b_S_kind_n_array$)))
  2.4254 +(let (($x42 (not $x41)))
  2.4255 +(let (($x39 (= b_S_kind_n_composite$ b_S_kind_n_array$)))
  2.4256 +(let (($x40 (not $x39)))
  2.4257 +(let (($x37 (= b_S_kind_n_composite$ b_S_kind_n_thread$)))
  2.4258 +(let (($x38 (not $x37)))
  2.4259 +(let (($x32 (= b_S_kind_n_primitive$ b_S_kind_n_thread$)))
  2.4260 +(let (($x33 (not $x32)))
  2.4261 +(let (($x29 (= b_S_kind_n_primitive$ b_S_kind_n_composite$)))
  2.4262 +(let (($x30 (not $x29)))
  2.4263 +(let (($x67 (and $x30 $x33 $x36 $x38 $x40 $x42)))
  2.4264 +(let (($x48 (and $x30 (and $x33 (and $x36 (and $x38 (and $x40 (and $x42 true))))))))
  2.4265 +(let (($x68 (= (and $x30 (and $x33 (and $x36 (and $x38 (and $x40 $x42))))) $x67)))
  2.4266 +(let (($x65 (= $x48 (and $x30 (and $x33 (and $x36 (and $x38 (and $x40 $x42))))))))
  2.4267 +(let (($x62 (= (and $x33 (and $x36 (and $x38 (and $x40 (and $x42 true))))) (and $x33 (and $x36 (and $x38 (and $x40 $x42)))))))
  2.4268 +(let (($x59 (= (and $x36 (and $x38 (and $x40 (and $x42 true)))) (and $x36 (and $x38 (and $x40 $x42))))))
  2.4269 +(let (($x56 (= (and $x38 (and $x40 (and $x42 true))) (and $x38 (and $x40 $x42)))))
  2.4270 +(let ((@x54 (monotonicity (rewrite (= (and $x42 true) $x42)) (= (and $x40 (and $x42 true)) (and $x40 $x42)))))
  2.4271 +(let ((@x66 (monotonicity (monotonicity (monotonicity (monotonicity @x54 $x56) $x59) $x62) $x65)))
  2.4272 +(let ((@x72 (mp (asserted $x48) (trans @x66 (rewrite $x68) (= $x48 $x67)) $x67)))
  2.4273 +(let ((@x75 (and-elim @x72 $x36)))
  2.4274 +(let (($x22333 (not $x22318)))
  2.4275 +(let (($x22336 (not $x22317)))
  2.4276 +(let ((@x22397 (unit-resolution (def-axiom (or (not $x22326) $x22317 $x22333)) (mp (hypothesis $x11221) (monotonicity @x23563 (= $x11221 $x22336)) $x22336) @x22990 $x22333)))
  2.4277 +(let (($x22368 (b_S_is$ ?x21983 ?x22234)))
  2.4278 +(let ((@x23420 (mp @x12044 (symm (monotonicity @x23670 @x22406 (= $x22368 $x10084)) (= $x10084 $x22368)) $x22368)))
  2.4279 +(let (($x22385 (b_S_typed$ v_b_S_s$ ?x21983)))
  2.4280 +(let ((@x12045 (and-elim @x12033 $x10085)))
  2.4281 +(let ((@x22419 (mp @x12045 (symm (monotonicity @x23670 (= $x22385 $x10085)) (= $x10085 $x22385)) $x22385)))
  2.4282 +(let ((?x22243 (b_S_owner$ v_b_S_s$ ?x21983)))
  2.4283 +(let (($x22259 (= ?x22243 b_S_me$)))
  2.4284 +(let ((@x12043 (and-elim @x12033 $x10083)))
  2.4285 +(let ((@x12042 (and-elim @x12033 $x10081)))
  2.4286 +(let ((@x22437 (mp @x12042 (symm (monotonicity @x23670 (= $x22248 $x10081)) (= $x10081 $x22248)) $x22248)))
  2.4287 +(let (($x22235 (b_S_is_n_non_n_primitive$ ?x22234)))
  2.4288 +(let ((@x12047 (and-elim @x12033 $x10089)))
  2.4289 +(let ((@x22500 (mp @x12047 (symm (monotonicity @x22406 (= $x22235 $x10089)) (= $x10089 $x22235)) $x22235)))
  2.4290 +(let ((@x12050 (and-elim @x12033 $x10097)))
  2.4291 +(let (($x18905 (forall ((?v0 B_S_state$) (?v1 B_S_ptr$) )(! (let (($x8613 (b_S_in_n_domain$ ?v0 ?v1 ?v1)))
  2.4292 +(let ((?x2247 (b_S_typ$ ?v1)))
  2.4293 +(let (($x2351 (b_S_is_n_non_n_primitive$ ?x2247)))
  2.4294 +(let (($x9239 (not $x2351)))
  2.4295 +(let (($x2249 (= (b_S_kind_n_of$ ?x2247) b_S_kind_n_primitive$)))
  2.4296 +(let (($x2488 (b_S_typed$ ?v0 ?v1)))
  2.4297 +(let (($x9531 (not $x2488)))
  2.4298 +(let (($x2487 (b_S_is$ ?v1 ?x2247)))
  2.4299 +(let (($x16299 (not $x2487)))
  2.4300 +(let ((?x2484 (b_S_owner$ ?v0 ?v1)))
  2.4301 +(let (($x2486 (= ?x2484 b_S_me$)))
  2.4302 +(let (($x16298 (not $x2486)))
  2.4303 +(let (($x2471 (b_S_closed$ ?v0 ?v1)))
  2.4304 +(let (($x9185 (not $x2471)))
  2.4305 +(let (($x2687 (b_S_full_n_stop$ ?v0)))
  2.4306 +(let (($x16426 (not $x2687)))
  2.4307 +(or $x16426 $x9185 $x16298 $x16299 $x9531 $x2249 $x9239 $x8613))))))))))))))))) :pattern ( (b_S_in_n_domain$ ?v0 ?v1 ?v1) ) :qid k!563))
  2.4308 +))
  2.4309 +(let (($x8634 (forall ((?v0 B_S_state$) (?v1 B_S_ptr$) )(! (let (($x8613 (b_S_in_n_domain$ ?v0 ?v1 ?v1)))
  2.4310 +(let ((?x2247 (b_S_typ$ ?v1)))
  2.4311 +(let (($x2351 (b_S_is_n_non_n_primitive$ ?x2247)))
  2.4312 +(let (($x2249 (= (b_S_kind_n_of$ ?x2247) b_S_kind_n_primitive$)))
  2.4313 +(let (($x2294 (not $x2249)))
  2.4314 +(let (($x2488 (b_S_typed$ ?v0 ?v1)))
  2.4315 +(let (($x2487 (b_S_is$ ?v1 ?x2247)))
  2.4316 +(let ((?x2484 (b_S_owner$ ?v0 ?v1)))
  2.4317 +(let (($x2486 (= ?x2484 b_S_me$)))
  2.4318 +(let (($x2471 (b_S_closed$ ?v0 ?v1)))
  2.4319 +(let (($x2687 (b_S_full_n_stop$ ?v0)))
  2.4320 +(let (($x8625 (and $x2687 $x2471 $x2486 $x2487 $x2488 $x2294 $x2351)))
  2.4321 +(let (($x8628 (not $x8625)))
  2.4322 +(or $x8628 $x8613)))))))))))))) :pattern ( (b_S_in_n_domain$ ?v0 ?v1 ?v1) ) :qid k!563))
  2.4323 +))
  2.4324 +(let (($x8613 (b_S_in_n_domain$ ?1 ?0 ?0)))
  2.4325 +(let ((?x2247 (b_S_typ$ ?0)))
  2.4326 +(let (($x2351 (b_S_is_n_non_n_primitive$ ?x2247)))
  2.4327 +(let (($x9239 (not $x2351)))
  2.4328 +(let (($x2249 (= (b_S_kind_n_of$ ?x2247) b_S_kind_n_primitive$)))
  2.4329 +(let (($x2488 (b_S_typed$ ?1 ?0)))
  2.4330 +(let (($x9531 (not $x2488)))
  2.4331 +(let (($x2487 (b_S_is$ ?0 ?x2247)))
  2.4332 +(let (($x16299 (not $x2487)))
  2.4333 +(let ((?x2484 (b_S_owner$ ?1 ?0)))
  2.4334 +(let (($x2486 (= ?x2484 b_S_me$)))
  2.4335 +(let (($x16298 (not $x2486)))
  2.4336 +(let (($x2471 (b_S_closed$ ?1 ?0)))
  2.4337 +(let (($x9185 (not $x2471)))
  2.4338 +(let (($x2687 (b_S_full_n_stop$ ?1)))
  2.4339 +(let (($x16426 (not $x2687)))
  2.4340 +(let (($x18900 (or $x16426 $x9185 $x16298 $x16299 $x9531 $x2249 $x9239 $x8613)))
  2.4341 +(let (($x2294 (not $x2249)))
  2.4342 +(let (($x8625 (and $x2687 $x2471 $x2486 $x2487 $x2488 $x2294 $x2351)))
  2.4343 +(let (($x8628 (not $x8625)))
  2.4344 +(let (($x8631 (or $x8628 $x8613)))
  2.4345 +(let ((@x18902 (rewrite (= (or (or $x16426 $x9185 $x16298 $x16299 $x9531 $x2249 $x9239) $x8613) $x18900))))
  2.4346 +(let (($x18886 (or $x16426 $x9185 $x16298 $x16299 $x9531 $x2249 $x9239)))
  2.4347 +(let ((@x18892 (monotonicity (rewrite (= $x8625 (not $x18886))) (= $x8628 (not (not $x18886))))))
  2.4348 +(let ((@x18899 (monotonicity (trans @x18892 (rewrite (= (not (not $x18886)) $x18886)) (= $x8628 $x18886)) (= $x8631 (or $x18886 $x8613)))))
  2.4349 +(let (($x8616 (forall ((?v0 B_S_state$) (?v1 B_S_ptr$) )(! (let (($x8613 (b_S_in_n_domain$ ?v0 ?v1 ?v1)))
  2.4350 +(let ((?x2247 (b_S_typ$ ?v1)))
  2.4351 +(let (($x2351 (b_S_is_n_non_n_primitive$ ?x2247)))
  2.4352 +(let (($x2249 (= (b_S_kind_n_of$ ?x2247) b_S_kind_n_primitive$)))
  2.4353 +(let (($x2294 (not $x2249)))
  2.4354 +(let (($x2488 (b_S_typed$ ?v0 ?v1)))
  2.4355 +(let (($x2487 (b_S_is$ ?v1 ?x2247)))
  2.4356 +(let ((?x2484 (b_S_owner$ ?v0 ?v1)))
  2.4357 +(let (($x2486 (= ?x2484 b_S_me$)))
  2.4358 +(let (($x2471 (b_S_closed$ ?v0 ?v1)))
  2.4359 +(let (($x2687 (b_S_full_n_stop$ ?v0)))
  2.4360 +(let (($x8612 (and $x2687 (and $x2471 (and $x2486 (and $x2487 (and $x2488 (and $x2294 $x2351))))))))
  2.4361 +(=> $x8612 $x8613))))))))))))) :pattern ( (b_S_in_n_domain$ ?v0 ?v1 ?v1) ) :qid k!563))
  2.4362 +))
  2.4363 +(let (($x8622 (forall ((?v0 B_S_state$) (?v1 B_S_ptr$) )(! (let (($x8613 (b_S_in_n_domain$ ?v0 ?v1 ?v1)))
  2.4364 +(let ((?x2247 (b_S_typ$ ?v1)))
  2.4365 +(let (($x2351 (b_S_is_n_non_n_primitive$ ?x2247)))
  2.4366 +(let (($x2249 (= (b_S_kind_n_of$ ?x2247) b_S_kind_n_primitive$)))
  2.4367 +(let (($x2294 (not $x2249)))
  2.4368 +(let (($x2488 (b_S_typed$ ?v0 ?v1)))
  2.4369 +(let (($x2487 (b_S_is$ ?v1 ?x2247)))
  2.4370 +(let ((?x2484 (b_S_owner$ ?v0 ?v1)))
  2.4371 +(let (($x2486 (= ?x2484 b_S_me$)))
  2.4372 +(let (($x2471 (b_S_closed$ ?v0 ?v1)))
  2.4373 +(let (($x2687 (b_S_full_n_stop$ ?v0)))
  2.4374 +(let (($x8612 (and $x2687 (and $x2471 (and $x2486 (and $x2487 (and $x2488 (and $x2294 $x2351))))))))
  2.4375 +(or (not $x8612) $x8613))))))))))))) :pattern ( (b_S_in_n_domain$ ?v0 ?v1 ?v1) ) :qid k!563))
  2.4376 +))
  2.4377 +(let (($x8612 (and $x2687 (and $x2471 (and $x2486 (and $x2487 (and $x2488 (and $x2294 $x2351))))))))
  2.4378 +(let (($x8619 (or (not $x8612) $x8613)))
  2.4379 +(let ((@x8633 (monotonicity (monotonicity (rewrite (= $x8612 $x8625)) (= (not $x8612) $x8628)) (= $x8619 $x8631))))
  2.4380 +(let ((@x8638 (trans (quant-intro (rewrite (= (=> $x8612 $x8613) $x8619)) (= $x8616 $x8622)) (quant-intro @x8633 (= $x8622 $x8634)) (= $x8616 $x8634))))
  2.4381 +(let ((@x14989 (mp~ (mp (asserted $x8616) @x8638 $x8634) (nnf-pos (refl (~ $x8631 $x8631)) (~ $x8634 $x8634)) $x8634)))
  2.4382 +(let ((@x18908 (mp @x14989 (quant-intro (trans @x18899 @x18902 (= $x8631 $x18900)) (= $x8634 $x18905)) $x18905)))
  2.4383 +(let (($x22242 (not $x22235)))
  2.4384 +(let (($x22386 (not $x22385)))
  2.4385 +(let (($x22384 (not $x22368)))
  2.4386 +(let (($x23422 (or (not $x18905) $x19677 $x22272 (not $x22259) $x22384 $x22386 $x22388 $x22242 $x22318)))
  2.4387 +(let (($x23058 (= (or (not $x18905) (or $x19677 $x22272 (not $x22259) $x22384 $x22386 $x22388 $x22242 $x22318)) $x23422)))
  2.4388 +(let ((@x23077 ((_ quant-inst v_b_S_s$ (b_S_ptr$ ?x10076 ?x21014)) (or (not $x18905) (or $x19677 $x22272 (not $x22259) $x22384 $x22386 $x22388 $x22242 $x22318)))))
  2.4389 +(let ((@x22720 (mp @x23077 (rewrite $x23058) $x23422)))
  2.4390 +(let ((@x22519 (unit-resolution @x22720 @x18908 @x12050 @x22500 @x22437 (trans (monotonicity @x23670 (= ?x22243 ?x10082)) @x12043 $x22259) (or $x22384 $x22386 $x22388 $x22318))))
  2.4391 +(let ((@x22507 (unit-resolution @x22519 @x22419 @x23420 @x22397 (mp @x75 (monotonicity (symm @x22393 (= $x35 $x22388)) $x22421) (not $x22388)) false)))
  2.4392 +(let ((@x22508 (lemma @x22507 $x10136)))
  2.4393 +(let ((@x23561 (def-axiom (or (not $x22326) $x22336 $x22318))))
  2.4394 +(let (($x22366 (or $x22333 $x22365)))
  2.4395 +(let (($x18945 (forall ((?v0 B_S_state$) (?v1 B_S_ptr$) (?v2 B_S_ptr$) )(! (let (($x18929 (forall ((?v3 B_S_ptr$) )(! (let (($x8646 (b_S_set_n_in2$ ?v3 (b_S_ver_n_domain$ (b_S_read_n_version$ ?v0 ?v2)))))
  2.4396 +(let ((?x6628 (b_S_typ$ ?v1)))
  2.4397 +(let (($x8640 (b_S_has_n_volatile_n_owns_n_set$ ?x6628)))
  2.4398 +(or $x8640 (not (b_S_set_n_in$ ?v3 (b_S_owns$ ?v0 ?v1))) $x8646)))) :pattern ( (b_S_set_n_in$ ?v3 (b_S_owns$ ?v0 ?v1)) ) :qid k!564))
  2.4399 +))
  2.4400 +(let (($x2554 (b_S_closed$ ?v0 ?v1)))
  2.4401 +(let (($x8955 (not $x2554)))
  2.4402 +(let (($x8428 (b_S_set_n_in$ ?v1 (b_S_domain$ ?v0 ?v2))))
  2.4403 +(let (($x18744 (not $x8428)))
  2.4404 +(let (($x18937 (not (or $x18744 $x8955 (not $x18929)))))
  2.4405 +(let (($x8461 (b_S_in_n_domain$ ?v0 ?v1 ?v2)))
  2.4406 +(let (($x8672 (not $x8461)))
  2.4407 +(or $x8672 $x18937))))))))) :pattern ( (b_S_in_n_domain$ ?v0 ?v1 ?v2) ) :qid k!564))
  2.4408 +))
  2.4409 +(let (($x8687 (forall ((?v0 B_S_state$) (?v1 B_S_ptr$) (?v2 B_S_ptr$) )(! (let (($x8660 (forall ((?v3 B_S_ptr$) )(! (let (($x8646 (b_S_set_n_in2$ ?v3 (b_S_ver_n_domain$ (b_S_read_n_version$ ?v0 ?v2)))))
  2.4410 +(let (($x8643 (b_S_set_n_in$ ?v3 (b_S_owns$ ?v0 ?v1))))
  2.4411 +(let (($x8644 (and (not (b_S_has_n_volatile_n_owns_n_set$ (b_S_typ$ ?v1))) $x8643)))
  2.4412 +(let (($x8656 (not $x8644)))
  2.4413 +(or $x8656 $x8646))))) :pattern ( (b_S_set_n_in$ ?v3 (b_S_owns$ ?v0 ?v1)) ) :qid k!564))
  2.4414 +))
  2.4415 +(let (($x2554 (b_S_closed$ ?v0 ?v1)))
  2.4416 +(let (($x8428 (b_S_set_n_in$ ?v1 (b_S_domain$ ?v0 ?v2))))
  2.4417 +(let (($x8681 (and $x8428 $x2554 $x8660)))
  2.4418 +(let (($x8461 (b_S_in_n_domain$ ?v0 ?v1 ?v2)))
  2.4419 +(let (($x8672 (not $x8461)))
  2.4420 +(or $x8672 $x8681))))))) :pattern ( (b_S_in_n_domain$ ?v0 ?v1 ?v2) ) :qid k!564))
  2.4421 +))
  2.4422 +(let (($x18929 (forall ((?v3 B_S_ptr$) )(! (let (($x8646 (b_S_set_n_in2$ ?v3 (b_S_ver_n_domain$ (b_S_read_n_version$ ?2 ?0)))))
  2.4423 +(let ((?x6628 (b_S_typ$ ?1)))
  2.4424 +(let (($x8640 (b_S_has_n_volatile_n_owns_n_set$ ?x6628)))
  2.4425 +(or $x8640 (not (b_S_set_n_in$ ?v3 (b_S_owns$ ?2 ?1))) $x8646)))) :pattern ( (b_S_set_n_in$ ?v3 (b_S_owns$ ?2 ?1)) ) :qid k!564))
  2.4426 +))
  2.4427 +(let (($x2554 (b_S_closed$ ?2 ?1)))
  2.4428 +(let (($x8955 (not $x2554)))
  2.4429 +(let (($x8428 (b_S_set_n_in$ ?1 (b_S_domain$ ?2 ?0))))
  2.4430 +(let (($x18744 (not $x8428)))
  2.4431 +(let (($x18937 (not (or $x18744 $x8955 (not $x18929)))))
  2.4432 +(let (($x8461 (b_S_in_n_domain$ ?2 ?1 ?0)))
  2.4433 +(let (($x8672 (not $x8461)))
  2.4434 +(let (($x8660 (forall ((?v3 B_S_ptr$) )(! (let (($x8646 (b_S_set_n_in2$ ?v3 (b_S_ver_n_domain$ (b_S_read_n_version$ ?2 ?0)))))
  2.4435 +(let (($x8643 (b_S_set_n_in$ ?v3 (b_S_owns$ ?2 ?1))))
  2.4436 +(let (($x8644 (and (not (b_S_has_n_volatile_n_owns_n_set$ (b_S_typ$ ?1))) $x8643)))
  2.4437 +(let (($x8656 (not $x8644)))
  2.4438 +(or $x8656 $x8646))))) :pattern ( (b_S_set_n_in$ ?v3 (b_S_owns$ ?2 ?1)) ) :qid k!564))
  2.4439 +))
  2.4440 +(let (($x8681 (and $x8428 $x2554 $x8660)))
  2.4441 +(let (($x8684 (or $x8672 $x8681)))
  2.4442 +(let (($x8646 (b_S_set_n_in2$ ?0 (b_S_ver_n_domain$ (b_S_read_n_version$ ?3 ?1)))))
  2.4443 +(let ((?x6628 (b_S_typ$ ?2)))
  2.4444 +(let (($x8640 (b_S_has_n_volatile_n_owns_n_set$ ?x6628)))
  2.4445 +(let (($x18924 (or $x8640 (not (b_S_set_n_in$ ?0 (b_S_owns$ ?3 ?2))) $x8646)))
  2.4446 +(let (($x8643 (b_S_set_n_in$ ?0 (b_S_owns$ ?3 ?2))))
  2.4447 +(let (($x8644 (and (not $x8640) $x8643)))
  2.4448 +(let (($x8656 (not $x8644)))
  2.4449 +(let (($x8657 (or $x8656 $x8646)))
  2.4450 +(let ((@x18918 (rewrite (= (not (not (or $x8640 (not $x8643)))) (or $x8640 (not $x8643))))))
  2.4451 +(let ((@x18916 (monotonicity (rewrite (= $x8644 (not (or $x8640 (not $x8643))))) (= $x8656 (not (not (or $x8640 (not $x8643))))))))
  2.4452 +(let ((@x18923 (monotonicity (trans @x18916 @x18918 (= $x8656 (or $x8640 (not $x8643)))) (= $x8657 (or (or $x8640 (not $x8643)) $x8646)))))
  2.4453 +(let ((@x18928 (trans @x18923 (rewrite (= (or (or $x8640 (not $x8643)) $x8646) $x18924)) (= $x8657 $x18924))))
  2.4454 +(let ((@x18934 (monotonicity (quant-intro @x18928 (= $x8660 $x18929)) (= $x8681 (and $x8428 $x2554 $x18929)))))
  2.4455 +(let ((@x18941 (trans @x18934 (rewrite (= (and $x8428 $x2554 $x18929) $x18937)) (= $x8681 $x18937))))
  2.4456 +(let ((@x18947 (quant-intro (monotonicity @x18941 (= $x8684 (or $x8672 $x18937))) (= $x8687 $x18945))))
  2.4457 +(let ((@x15001 (monotonicity (refl (~ $x8428 $x8428)) (refl (~ $x2554 $x2554)) (nnf-pos (refl (~ $x8657 $x8657)) (~ $x8660 $x8660)) (~ $x8681 $x8681))))
  2.4458 +(let ((@x15005 (nnf-pos (monotonicity (refl (~ $x8672 $x8672)) @x15001 (~ $x8684 $x8684)) (~ $x8687 $x8687))))
  2.4459 +(let (($x8654 (forall ((?v0 B_S_state$) (?v1 B_S_ptr$) (?v2 B_S_ptr$) )(! (let (($x8649 (forall ((?v3 B_S_ptr$) )(! (let (($x8646 (b_S_set_n_in2$ ?v3 (b_S_ver_n_domain$ (b_S_read_n_version$ ?v0 ?v2)))))
  2.4460 +(let (($x8643 (b_S_set_n_in$ ?v3 (b_S_owns$ ?v0 ?v1))))
  2.4461 +(let (($x8644 (and (not (b_S_has_n_volatile_n_owns_n_set$ (b_S_typ$ ?v1))) $x8643)))
  2.4462 +(=> $x8644 $x8646)))) :pattern ( (b_S_set_n_in$ ?v3 (b_S_owns$ ?v0 ?v1)) ) :qid k!564))
  2.4463 +))
  2.4464 +(let (($x2554 (b_S_closed$ ?v0 ?v1)))
  2.4465 +(let (($x8428 (b_S_set_n_in$ ?v1 (b_S_domain$ ?v0 ?v2))))
  2.4466 +(let (($x8461 (b_S_in_n_domain$ ?v0 ?v1 ?v2)))
  2.4467 +(=> $x8461 (and $x8428 (and $x2554 $x8649))))))) :pattern ( (b_S_in_n_domain$ ?v0 ?v1 ?v2) ) :qid k!564))
  2.4468 +))
  2.4469 +(let (($x8678 (forall ((?v0 B_S_state$) (?v1 B_S_ptr$) (?v2 B_S_ptr$) )(! (let (($x8660 (forall ((?v3 B_S_ptr$) )(! (let (($x8646 (b_S_set_n_in2$ ?v3 (b_S_ver_n_domain$ (b_S_read_n_version$ ?v0 ?v2)))))
  2.4470 +(let (($x8643 (b_S_set_n_in$ ?v3 (b_S_owns$ ?v0 ?v1))))
  2.4471 +(let (($x8644 (and (not (b_S_has_n_volatile_n_owns_n_set$ (b_S_typ$ ?v1))) $x8643)))
  2.4472 +(let (($x8656 (not $x8644)))
  2.4473 +(or $x8656 $x8646))))) :pattern ( (b_S_set_n_in$ ?v3 (b_S_owns$ ?v0 ?v1)) ) :qid k!564))
  2.4474 +))
  2.4475 +(let (($x2554 (b_S_closed$ ?v0 ?v1)))
  2.4476 +(let (($x8428 (b_S_set_n_in$ ?v1 (b_S_domain$ ?v0 ?v2))))
  2.4477 +(let (($x8666 (and $x8428 (and $x2554 $x8660))))
  2.4478 +(let (($x8461 (b_S_in_n_domain$ ?v0 ?v1 ?v2)))
  2.4479 +(let (($x8672 (not $x8461)))
  2.4480 +(or $x8672 $x8666))))))) :pattern ( (b_S_in_n_domain$ ?v0 ?v1 ?v2) ) :qid k!564))
  2.4481 +))
  2.4482 +(let ((@x8686 (monotonicity (rewrite (= (and $x8428 (and $x2554 $x8660)) $x8681)) (= (or $x8672 (and $x8428 (and $x2554 $x8660))) $x8684))))
  2.4483 +(let (($x8666 (and $x8428 (and $x2554 $x8660))))
  2.4484 +(let (($x8673 (or $x8672 $x8666)))
  2.4485 +(let (($x8649 (forall ((?v3 B_S_ptr$) )(! (let (($x8646 (b_S_set_n_in2$ ?v3 (b_S_ver_n_domain$ (b_S_read_n_version$ ?2 ?0)))))
  2.4486 +(let (($x8643 (b_S_set_n_in$ ?v3 (b_S_owns$ ?2 ?1))))
  2.4487 +(let (($x8644 (and (not (b_S_has_n_volatile_n_owns_n_set$ (b_S_typ$ ?1))) $x8643)))
  2.4488 +(=> $x8644 $x8646)))) :pattern ( (b_S_set_n_in$ ?v3 (b_S_owns$ ?2 ?1)) ) :qid k!564))
  2.4489 +))
  2.4490 +(let (($x8652 (=> $x8461 (and $x8428 (and $x2554 $x8649)))))
  2.4491 +(let ((@x8665 (monotonicity (quant-intro (rewrite (= (=> $x8644 $x8646) $x8657)) (= $x8649 $x8660)) (= (and $x2554 $x8649) (and $x2554 $x8660)))))
  2.4492 +(let ((@x8671 (monotonicity (monotonicity @x8665 (= (and $x8428 (and $x2554 $x8649)) $x8666)) (= $x8652 (=> $x8461 $x8666)))))
  2.4493 +(let ((@x8680 (quant-intro (trans @x8671 (rewrite (= (=> $x8461 $x8666) $x8673)) (= $x8652 $x8673)) (= $x8654 $x8678))))
  2.4494 +(let ((@x8692 (mp (asserted $x8654) (trans @x8680 (quant-intro @x8686 (= $x8678 $x8687)) (= $x8654 $x8687)) $x8687)))
  2.4495 +(let ((@x18948 (mp (mp~ @x8692 @x15005 $x8687) @x18947 $x18945)))
  2.4496 +(let (($x22501 (or (not $x18945) $x22333 $x22365)))
  2.4497 +(let ((@x22512 (mp ((_ quant-inst v_b_S_s$ (b_S_ptr$ ?x10076 ?x21014) (b_S_ptr$ ?x10076 ?x21014)) (or (not $x18945) $x22366)) (rewrite (= (or (not $x18945) $x22366) $x22501)) $x22501)))
  2.4498 +(let ((@x24112 (unit-resolution (unit-resolution @x22512 @x18948 $x22366) (unit-resolution @x23561 (mp @x22508 @x23563 $x22317) @x22990 $x22318) $x22365)))
  2.4499 +(let ((@x22487 (def-axiom (or $x22364 $x22344))))
  2.4500 +(let ((@x12041 (and-elim @x12033 $x11260)))
  2.4501 +(let (($x9768 (b_S_is_n_primitive$ b_T_T_u1$)))
  2.4502 +(let ((@x9769 (asserted $x9768)))
  2.4503 +(let (($x18667 (forall ((?v0 B_S_state$) (?v1 Int) (?v2 B_S_ptr$) (?v3 Int) (?v4 Int) (?v5 B_S_ctype$) )(! (let ((?x8245 (b_S_idx$ (b_S_ptr$ ?v5 ?v1) ?v4 ?v5)))
  2.4504 +(let ((?x7097 (b_S_typemap$ ?v0)))
  2.4505 +(let (($x18655 (or (not (b_S_typed$ ?v0 ?x8245)) (b_S_ts_n_is_n_volatile$ (b_S_select_o_tm$ ?x7097 ?x8245)))))
  2.4506 +(let (($x18656 (not $x18655)))
  2.4507 +(let (($x5403 (>= (+ ?v4 (* (- 1) ?v3)) 0)))
  2.4508 +(let (($x3057 (>= ?v4 0)))
  2.4509 +(let (($x16520 (not $x3057)))
  2.4510 +(let (($x8240 (b_S_set_n_in$ (b_S_ptr$ (b_S_array$ ?v5 ?v3) ?v1) (b_S_domain$ ?v0 ?v2))))
  2.4511 +(let (($x18630 (not $x8240)))
  2.4512 +(let (($x2704 (b_S_is_n_primitive$ ?v5)))
  2.4513 +(let (($x8855 (not $x2704)))
  2.4514 +(let (($x8236 (b_S_full_n_stop$ ?v0)))
  2.4515 +(let (($x18629 (not $x8236)))
  2.4516 +(or $x18629 $x8855 $x18630 $x16520 $x5403 $x18656)))))))))))))) :pattern ( (b_S_set_n_in$ (b_S_ptr$ (b_S_array$ ?v5 ?v3) ?v1) (b_S_domain$ ?v0 ?v2)) (b_S_select_o_tm$ (b_S_typemap$ ?v0) (b_S_idx$ (b_S_ptr$ ?v5 ?v1) ?v4 ?v5)) (b_S_is_n_primitive$ ?v5) ) :pattern ( (b_S_set_n_in$ (b_S_ptr$ (b_S_array$ ?v5 ?v3) ?v1) (b_S_domain$ ?v0 ?v2)) (b_S_owner$ ?v0 (b_S_idx$ (b_S_ptr$ ?v5 ?v1) ?v4 ?v5)) (b_S_is_n_primitive$ ?v5) ) :qid k!553))
  2.4517 +))
  2.4518 +(let (($x8307 (forall ((?v0 B_S_state$) (?v1 Int) (?v2 B_S_ptr$) (?v3 Int) (?v4 Int) (?v5 B_S_ctype$) )(! (let ((?x8245 (b_S_idx$ (b_S_ptr$ ?v5 ?v1) ?v4 ?v5)))
  2.4519 +(let ((?x7097 (b_S_typemap$ ?v0)))
  2.4520 +(let (($x8291 (and (b_S_typed$ ?v0 ?x8245) (not (b_S_ts_n_is_n_volatile$ (b_S_select_o_tm$ ?x7097 ?x8245))))))
  2.4521 +(let (($x5403 (>= (+ ?v4 (* (- 1) ?v3)) 0)))
  2.4522 +(let (($x6757 (not $x5403)))
  2.4523 +(let (($x3057 (>= ?v4 0)))
  2.4524 +(let (($x8240 (b_S_set_n_in$ (b_S_ptr$ (b_S_array$ ?v5 ?v3) ?v1) (b_S_domain$ ?v0 ?v2))))
  2.4525 +(let (($x2704 (b_S_is_n_primitive$ ?v5)))
  2.4526 +(let (($x8236 (b_S_full_n_stop$ ?v0)))
  2.4527 +(let (($x8270 (and $x8236 $x2704 $x8240 $x3057 $x6757)))
  2.4528 +(let (($x8275 (not $x8270)))
  2.4529 +(or $x8275 $x8291)))))))))))) :pattern ( (b_S_set_n_in$ (b_S_ptr$ (b_S_array$ ?v5 ?v3) ?v1) (b_S_domain$ ?v0 ?v2)) (b_S_select_o_tm$ (b_S_typemap$ ?v0) (b_S_idx$ (b_S_ptr$ ?v5 ?v1) ?v4 ?v5)) (b_S_is_n_primitive$ ?v5) ) :pattern ( (b_S_set_n_in$ (b_S_ptr$ (b_S_array$ ?v5 ?v3) ?v1) (b_S_domain$ ?v0 ?v2)) (b_S_owner$ ?v0 (b_S_idx$ (b_S_ptr$ ?v5 ?v1) ?v4 ?v5)) (b_S_is_n_primitive$ ?v5) ) :qid k!553))
  2.4530 +))
  2.4531 +(let ((?x8245 (b_S_idx$ (b_S_ptr$ ?0 ?4) ?1 ?0)))
  2.4532 +(let ((?x7097 (b_S_typemap$ ?5)))
  2.4533 +(let (($x18655 (or (not (b_S_typed$ ?5 ?x8245)) (b_S_ts_n_is_n_volatile$ (b_S_select_o_tm$ ?x7097 ?x8245)))))
  2.4534 +(let (($x18656 (not $x18655)))
  2.4535 +(let (($x5403 (>= (+ ?1 (* (- 1) ?2)) 0)))
  2.4536 +(let (($x3057 (>= ?1 0)))
  2.4537 +(let (($x16520 (not $x3057)))
  2.4538 +(let (($x8240 (b_S_set_n_in$ (b_S_ptr$ (b_S_array$ ?0 ?2) ?4) (b_S_domain$ ?5 ?3))))
  2.4539 +(let (($x18630 (not $x8240)))
  2.4540 +(let (($x2704 (b_S_is_n_primitive$ ?0)))
  2.4541 +(let (($x8855 (not $x2704)))
  2.4542 +(let (($x8236 (b_S_full_n_stop$ ?5)))
  2.4543 +(let (($x18629 (not $x8236)))
  2.4544 +(let (($x18662 (or $x18629 $x8855 $x18630 $x16520 $x5403 $x18656)))
  2.4545 +(let (($x8291 (and (b_S_typed$ ?5 ?x8245) (not (b_S_ts_n_is_n_volatile$ (b_S_select_o_tm$ ?x7097 ?x8245))))))
  2.4546 +(let (($x6757 (not $x5403)))
  2.4547 +(let (($x8270 (and $x8236 $x2704 $x8240 $x3057 $x6757)))
  2.4548 +(let (($x8275 (not $x8270)))
  2.4549 +(let (($x8304 (or $x8275 $x8291)))
  2.4550 +(let (($x18631 (or $x18629 $x8855 $x18630 $x16520 $x5403)))
  2.4551 +(let ((@x18637 (monotonicity (rewrite (= $x8270 (not $x18631))) (= $x8275 (not (not $x18631))))))
  2.4552 +(let ((@x18661 (monotonicity (trans @x18637 (rewrite (= (not (not $x18631)) $x18631)) (= $x8275 $x18631)) (rewrite (= $x8291 $x18656)) (= $x8304 (or $x18631 $x18656)))))
  2.4553 +(let ((@x18669 (quant-intro (trans @x18661 (rewrite (= (or $x18631 $x18656) $x18662)) (= $x8304 $x18662)) (= $x8307 $x18667))))
  2.4554 +(let (($x8296 (forall ((?v0 B_S_state$) (?v1 Int) (?v2 B_S_ptr$) (?v3 Int) (?v4 Int) (?v5 B_S_ctype$) )(! (let ((?x8245 (b_S_idx$ (b_S_ptr$ ?v5 ?v1) ?v4 ?v5)))
  2.4555 +(let ((?x7097 (b_S_typemap$ ?v0)))
  2.4556 +(let (($x8291 (and (b_S_typed$ ?v0 ?x8245) (not (b_S_ts_n_is_n_volatile$ (b_S_select_o_tm$ ?x7097 ?x8245))))))
  2.4557 +(let (($x3027 (<= 0 ?v4)))
  2.4558 +(let (($x6740 (and $x3027 (< ?v4 ?v3))))
  2.4559 +(let (($x8240 (b_S_set_n_in$ (b_S_ptr$ (b_S_array$ ?v5 ?v3) ?v1) (b_S_domain$ ?v0 ?v2))))
  2.4560 +(let (($x2704 (b_S_is_n_primitive$ ?v5)))
  2.4561 +(let (($x8236 (b_S_full_n_stop$ ?v0)))
  2.4562 +(let (($x8243 (and $x8236 (and $x2704 (and $x8240 $x6740)))))
  2.4563 +(=> $x8243 $x8291)))))))))) :pattern ( (b_S_set_n_in$ (b_S_ptr$ (b_S_array$ ?v5 ?v3) ?v1) (b_S_domain$ ?v0 ?v2)) (b_S_select_o_tm$ (b_S_typemap$ ?v0) (b_S_idx$ (b_S_ptr$ ?v5 ?v1) ?v4 ?v5)) (b_S_is_n_primitive$ ?v5) ) :pattern ( (b_S_set_n_in$ (b_S_ptr$ (b_S_array$ ?v5 ?v3) ?v1) (b_S_domain$ ?v0 ?v2)) (b_S_owner$ ?v0 (b_S_idx$ (b_S_ptr$ ?v5 ?v1) ?v4 ?v5)) (b_S_is_n_primitive$ ?v5) ) :qid k!553))
  2.4564 +))
  2.4565 +(let (($x8301 (forall ((?v0 B_S_state$) (?v1 Int) (?v2 B_S_ptr$) (?v3 Int) (?v4 Int) (?v5 B_S_ctype$) )(! (let ((?x8245 (b_S_idx$ (b_S_ptr$ ?v5 ?v1) ?v4 ?v5)))
  2.4566 +(let ((?x7097 (b_S_typemap$ ?v0)))
  2.4567 +(let (($x8291 (and (b_S_typed$ ?v0 ?x8245) (not (b_S_ts_n_is_n_volatile$ (b_S_select_o_tm$ ?x7097 ?x8245))))))
  2.4568 +(let (($x3027 (<= 0 ?v4)))
  2.4569 +(let (($x6740 (and $x3027 (< ?v4 ?v3))))
  2.4570 +(let (($x8240 (b_S_set_n_in$ (b_S_ptr$ (b_S_array$ ?v5 ?v3) ?v1) (b_S_domain$ ?v0 ?v2))))
  2.4571 +(let (($x2704 (b_S_is_n_primitive$ ?v5)))
  2.4572 +(let (($x8236 (b_S_full_n_stop$ ?v0)))
  2.4573 +(let (($x8243 (and $x8236 (and $x2704 (and $x8240 $x6740)))))
  2.4574 +(let (($x8254 (not $x8243)))
  2.4575 +(or $x8254 $x8291))))))))))) :pattern ( (b_S_set_n_in$ (b_S_ptr$ (b_S_array$ ?v5 ?v3) ?v1) (b_S_domain$ ?v0 ?v2)) (b_S_select_o_tm$ (b_S_typemap$ ?v0) (b_S_idx$ (b_S_ptr$ ?v5 ?v1) ?v4 ?v5)) (b_S_is_n_primitive$ ?v5) ) :pattern ( (b_S_set_n_in$ (b_S_ptr$ (b_S_array$ ?v5 ?v3) ?v1) (b_S_domain$ ?v0 ?v2)) (b_S_owner$ ?v0 (b_S_idx$ (b_S_ptr$ ?v5 ?v1) ?v4 ?v5)) (b_S_is_n_primitive$ ?v5) ) :qid k!553))
  2.4576 +))
  2.4577 +(let (($x8243 (and $x8236 (and $x2704 (and $x8240 (and (<= 0 ?1) (< ?1 ?2)))))))
  2.4578 +(let (($x8254 (not $x8243)))
  2.4579 +(let (($x8298 (or $x8254 $x8291)))
  2.4580 +(let ((@x8272 (rewrite (= (and $x8236 (and $x2704 (and $x8240 (and $x3057 $x6757)))) $x8270))))
  2.4581 +(let (($x8265 (= (and $x2704 (and $x8240 (and (<= 0 ?1) (< ?1 ?2)))) (and $x2704 (and $x8240 (and $x3057 $x6757))))))
  2.4582 +(let (($x8262 (= (and $x8240 (and (<= 0 ?1) (< ?1 ?2))) (and $x8240 (and $x3057 $x6757)))))
  2.4583 +(let ((@x3058 (rewrite (= (<= 0 ?1) $x3057))))
  2.4584 +(let ((@x6762 (monotonicity @x3058 (rewrite (= (< ?1 ?2) $x6757)) (= (and (<= 0 ?1) (< ?1 ?2)) (and $x3057 $x6757)))))
  2.4585 +(let ((@x8269 (monotonicity (monotonicity (monotonicity @x6762 $x8262) $x8265) (= $x8243 (and $x8236 (and $x2704 (and $x8240 (and $x3057 $x6757))))))))
  2.4586 +(let ((@x8306 (monotonicity (monotonicity (trans @x8269 @x8272 (= $x8243 $x8270)) (= $x8254 $x8275)) (= $x8298 $x8304))))
  2.4587 +(let ((@x8311 (trans (quant-intro (rewrite (= (=> $x8243 $x8291) $x8298)) (= $x8296 $x8301)) (quant-intro @x8306 (= $x8301 $x8307)) (= $x8296 $x8307))))
  2.4588 +(let ((@x14905 (mp~ (mp (asserted $x8296) @x8311 $x8307) (nnf-pos (refl (~ $x8304 $x8304)) (~ $x8307 $x8307)) $x8307)))
  2.4589 +(let ((@x18670 (mp @x14905 @x18669 $x18667)))
  2.4590 +(let (($x22597 (not $x22596)))
  2.4591 +(let (($x21489 (not $x9768)))
  2.4592 +(let (($x22629 (not $x18667)))
  2.4593 +(let (($x22732 (or $x22629 $x19677 $x21489 $x22597 $x11259 $x22604)))
  2.4594 +(let ((?x11246 (* (- 1) v_b_P_H_len$)))
  2.4595 +(let ((?x22600 (+ 0 ?x11246)))
  2.4596 +(let (($x22601 (>= ?x22600 0)))
  2.4597 +(let (($x22598 (>= 0 0)))
  2.4598 +(let (($x22599 (not $x22598)))
  2.4599 +(let (($x22605 (or $x19677 $x21489 $x22597 $x22599 $x22601 $x22604)))
  2.4600 +(let (($x22774 (or $x22629 $x22605)))
  2.4601 +(let (($x22742 (or $x19677 $x21489 $x22597 $x11259 $x22604)))
  2.4602 +(let ((@x22706 (trans (monotonicity (rewrite (= ?x22600 ?x11246)) (= $x22601 (>= ?x11246 0))) (rewrite (= (>= ?x11246 0) $x11259)) (= $x22601 $x11259))))
  2.4603 +(let ((@x22711 (trans (monotonicity (rewrite (= $x22598 true)) (= $x22599 $x10203)) (rewrite (= $x10203 false)) (= $x22599 false))))
  2.4604 +(let ((@x22741 (monotonicity @x22711 @x22706 (= $x22605 (or $x19677 $x21489 $x22597 false $x11259 $x22604)))))
  2.4605 +(let ((@x22731 (trans @x22741 (rewrite (= (or $x19677 $x21489 $x22597 false $x11259 $x22604) $x22742)) (= $x22605 $x22742))))
  2.4606 +(let ((@x23093 (trans (monotonicity @x22731 (= $x22774 (or $x22629 $x22742))) (rewrite (= (or $x22629 $x22742) $x22732)) (= $x22774 $x22732))))
  2.4607 +(let ((@x23490 (mp ((_ quant-inst v_b_S_s$ v_b_P_H_arr$ (b_S_ptr$ ?x10076 ?x21014) v_b_P_H_len$ 0 b_T_T_u1$) $x22774) @x23093 $x22732)))
  2.4608 +(let ((@x24453 (unit-resolution @x23490 @x18670 @x9769 @x12041 @x12050 (mp (unit-resolution @x22487 @x24112 $x22344) @x23502 $x22596) (hypothesis $x22603) false)))
  2.4609 +(let (($x20128 (or $x15502 $x15505 $x20125)))
  2.4610 +(let (($x20131 (not $x20128)))
  2.4611 +(let (($x20134 (or $x11221 $x20131)))
  2.4612 +(let (($x20137 (not $x20134)))
  2.4613 +(let (($x20140 (or $x11221 $x20137)))
  2.4614 +(let (($x19617 (forall ((?v0 Int) )(! (let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.4615 +(let (($x10238 (= ?x10163 v_b_S_result_G_0$)))
  2.4616 +(let (($x11800 (>= (+ ?v0 (* (- 1) v_b_P_H_len$)) 0)))
  2.4617 +(let (($x12168 (<= ?v0 4294967295)))
  2.4618 +(let (($x16553 (not $x12168)))
  2.4619 +(let (($x2815 (>= ?v0 0)))
  2.4620 +(let (($x3763 (not $x2815)))
  2.4621 +(or $x3763 $x16553 $x11800 (not $x10238))))))))) :qid k!704))
  2.4622 +))
  2.4623 +(let (($x19602 (forall ((?v0 Int) )(! (let ((?x11816 (* (- 1) v_b_S_result_G_0$)))
  2.4624 +(let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.4625 +(let (($x11818 (<= (+ ?x10163 ?x11816) 0)))
  2.4626 +(let (($x11800 (>= (+ ?v0 (* (- 1) v_b_P_H_len$)) 0)))
  2.4627 +(let (($x12168 (<= ?v0 4294967295)))
  2.4628 +(let (($x16553 (not $x12168)))
  2.4629 +(let (($x2815 (>= ?v0 0)))
  2.4630 +(let (($x3763 (not $x2815)))
  2.4631 +(or $x3763 $x16553 $x11800 $x11818))))))))) :qid k!704))
  2.4632 +))
  2.4633 +(let (($x19626 (not (or (not $x19602) (not $x19617)))))
  2.4634 +(let (($x19631 (or $x19580 $x19626)))
  2.4635 +(let (($x19643 (not (or $x15729 $x19474 $x19501 $x19637 $x19638 $x19639 $x19640 (not $x19631)))))
  2.4636 +(let (($x19648 (or $x15729 $x19643)))
  2.4637 +(let (($x19656 (not (or $x11487 $x19474 $x19501 (not $x19648)))))
  2.4638 +(let (($x19408 (forall ((?v0 Int) )(! (let ((?x11631 (* (- 1) v_b_L_H_max_G_3$)))
  2.4639 +(let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.4640 +(let (($x11633 (<= (+ ?x10163 ?x11631) 0)))
  2.4641 +(let (($x11615 (>= (+ ?v0 (* (- 1) v_b_L_H_p_G_1$)) 0)))
  2.4642 +(let (($x12168 (<= ?v0 4294967295)))
  2.4643 +(let (($x16553 (not $x12168)))
  2.4644 +(let (($x2815 (>= ?v0 0)))
  2.4645 +(let (($x3763 (not $x2815)))
  2.4646 +(or $x3763 $x16553 $x11615 $x11633))))))))) :qid k!704))
  2.4647 +))
  2.4648 +(let (($x19428 (not (or (not $x19408) $x19413))))
  2.4649 +(let (($x19433 (or $x19386 $x19428)))
  2.4650 +(let (($x19441 (not (or $x11612 (not $x19433)))))
  2.4651 +(let (($x19446 (or $x11612 $x19441)))
  2.4652 +(let (($x19458 (not (or $x15611 $x15614 $x19452 $x19453 $x19454 $x19455 (not $x19446)))))
  2.4653 +(let (($x19463 (or $x15611 $x15614 $x19458)))
  2.4654 +(let (($x19475 (not $x19463)))
  2.4655 +(let (($x19515 (not (or $x11515 $x19501 $x19512 $x19513 $x19474 $x19455 $x19475))))
  2.4656 +(let (($x19477 (not (or $x15590 $x15599 $x19469 $x19470 $x19471 $x19472 $x19473 $x19474 $x19455 $x19475))))
  2.4657 +(let (($x19482 (or $x15590 $x15599 $x19477)))
  2.4658 +(let (($x19490 (not (or $x15590 $x15593 (not $x19482)))))
  2.4659 +(let (($x19495 (or $x15590 $x15593 $x19490)))
  2.4660 +(let (($x19504 (not (or $x11516 $x19474 $x19501 (not $x19495)))))
  2.4661 +(let (($x19520 (or $x19504 $x19515)))
  2.4662 +(let (($x19528 (not (or $x15590 $x15599 $x19474 $x19501 (not $x19520)))))
  2.4663 +(let (($x19533 (or $x15590 $x15599 $x19528)))
  2.4664 +(let (($x19541 (not (or $x15590 $x15593 (not $x19533)))))
  2.4665 +(let (($x19546 (or $x15590 $x15593 $x19541)))
  2.4666 +(let (($x19554 (not (or $x11486 $x19474 $x19501 (not $x19546)))))
  2.4667 +(let (($x19661 (or $x19554 $x19656)))
  2.4668 +(let (($x19362 (forall ((?v0 Int) )(! (let ((?x11887 (* (- 1) v_b_L_H_max_G_1$)))
  2.4669 +(let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.4670 +(let (($x11889 (<= (+ ?x10163 ?x11887) 0)))
  2.4671 +(let (($x11871 (>= (+ ?v0 (* (- 1) v_b_L_H_p_G_0$)) 0)))
  2.4672 +(let (($x12168 (<= ?v0 4294967295)))
  2.4673 +(let (($x16553 (not $x12168)))
  2.4674 +(let (($x2815 (>= ?v0 0)))
  2.4675 +(let (($x3763 (not $x2815)))
  2.4676 +(or $x3763 $x16553 $x11871 $x11889))))))))) :qid k!704))
  2.4677 +))
  2.4678 +(let (($x19685 (or $x11259 $x15548 $x19667 $x19668 $x19669 $x19670 $x19671 $x19672 (not $x19362) $x11867 $x19674 $x19675 $x19676 $x19677 $x19678 $x19679 $x19680 $x19681 $x19682 $x19683 $x19474 $x19501 (not $x19661))))
  2.4679 +(let (($x19686 (not $x19685)))
  2.4680 +(let (($x19691 (or $x11259 $x15548 $x19686)))
  2.4681 +(let (($x19340 (forall ((?v0 Int) )(! (let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.4682 +(let (($x11404 (>= (+ v_b_L_H_max_G_0$ (* (- 1) ?x10163)) 0)))
  2.4683 +(let (($x11388 (>= ?v0 1)))
  2.4684 +(let (($x12168 (<= ?v0 4294967295)))
  2.4685 +(let (($x16553 (not $x12168)))
  2.4686 +(let (($x2815 (>= ?v0 0)))
  2.4687 +(let (($x3763 (not $x2815)))
  2.4688 +(or $x3763 $x16553 $x11388 $x11404)))))))) :qid k!704))
  2.4689 +))
  2.4690 +(let (($x19700 (not (or (not $x19340) (not $x19691)))))
  2.4691 +(let (($x19705 (or $x19318 $x19700)))
  2.4692 +(let (($x19713 (not (or $x11385 (not $x19705)))))
  2.4693 +(let (($x19718 (or $x11385 $x19713)))
  2.4694 +(let (($x19730 (not (or $x15502 $x15511 $x19724 $x19725 $x19726 $x19727 (not $x19718)))))
  2.4695 +(let (($x19735 (or $x15502 $x15511 $x19730)))
  2.4696 +(let (($x19743 (not (or $x15502 $x15505 (not $x19735)))))
  2.4697 +(let (($x19748 (or $x15502 $x15505 $x19743)))
  2.4698 +(let (($x19756 (not (or $x11221 (not $x19748)))))
  2.4699 +(let (($x19761 (or $x11221 $x19756)))
  2.4700 +(let (($x12168 (<= ?0 4294967295)))
  2.4701 +(let (($x16553 (not $x12168)))
  2.4702 +(let (($x3763 (not $x2815)))
  2.4703 +(let (($x19606 (or $x3763 $x16553 $x11800 (not $x10238))))
  2.4704 +(let ((@x20037 (monotonicity (quant-intro (refl (= $x19606 $x19606)) (= $x19617 $x20030)) (= (not $x19617) $x20035))))
  2.4705 +(let ((@x20026 (quant-intro (refl (= (or $x3763 $x16553 $x11800 $x11818) (or $x3763 $x16553 $x11800 $x11818))) (= $x19602 $x20022))))
  2.4706 +(let ((@x20040 (monotonicity (monotonicity @x20026 (= (not $x19602) $x20027)) @x20037 (= (or (not $x19602) (not $x19617)) $x20038))))
  2.4707 +(let ((@x20049 (monotonicity (monotonicity (monotonicity @x20040 (= $x19626 $x20041)) (= $x19631 $x20044)) (= (not $x19631) $x20047))))
  2.4708 +(let ((@x20052 (monotonicity @x20049 (= (or $x15729 $x19474 $x19501 $x19637 $x19638 $x19639 $x19640 (not $x19631)) $x20050))))
  2.4709 +(let ((@x20061 (monotonicity (monotonicity (monotonicity @x20052 (= $x19643 $x20053)) (= $x19648 $x20056)) (= (not $x19648) $x20059))))
  2.4710 +(let ((@x20067 (monotonicity (monotonicity @x20061 (= (or $x11487 $x19474 $x19501 (not $x19648)) $x20062)) (= $x19656 $x20065))))
  2.4711 +(let ((@x19910 (quant-intro (refl (= (or $x3763 $x16553 $x11615 $x11633) (or $x3763 $x16553 $x11615 $x11633))) (= $x19408 $x19906))))
  2.4712 +(let ((@x19916 (monotonicity (monotonicity @x19910 (= (not $x19408) $x19911)) (= (or (not $x19408) $x19413) $x19914))))
  2.4713 +(let ((@x19925 (monotonicity (monotonicity (monotonicity @x19916 (= $x19428 $x19917)) (= $x19433 $x19920)) (= (not $x19433) $x19923))))
  2.4714 +(let ((@x19931 (monotonicity (monotonicity @x19925 (= (or $x11612 (not $x19433)) $x19926)) (= $x19441 $x19929))))
  2.4715 +(let ((@x19937 (monotonicity (monotonicity @x19931 (= $x19446 $x19932)) (= (not $x19446) $x19935))))
  2.4716 +(let ((@x19940 (monotonicity @x19937 (= (or $x15611 $x15614 $x19452 $x19453 $x19454 $x19455 (not $x19446)) $x19938))))
  2.4717 +(let ((@x19949 (monotonicity (monotonicity (monotonicity @x19940 (= $x19458 $x19941)) (= $x19463 $x19944)) (= $x19475 $x19947))))
  2.4718 +(let ((@x19982 (monotonicity @x19949 (= (or $x11515 $x19501 $x19512 $x19513 $x19474 $x19455 $x19475) $x19980))))
  2.4719 +(let ((@x19952 (monotonicity @x19949 (= (or $x15590 $x15599 $x19469 $x19470 $x19471 $x19472 $x19473 $x19474 $x19455 $x19475) $x19950))))
  2.4720 +(let ((@x19961 (monotonicity (monotonicity (monotonicity @x19952 (= $x19477 $x19953)) (= $x19482 $x19956)) (= (not $x19482) $x19959))))
  2.4721 +(let ((@x19967 (monotonicity (monotonicity @x19961 (= (or $x15590 $x15593 (not $x19482)) $x19962)) (= $x19490 $x19965))))
  2.4722 +(let ((@x19973 (monotonicity (monotonicity @x19967 (= $x19495 $x19968)) (= (not $x19495) $x19971))))
  2.4723 +(let ((@x19979 (monotonicity (monotonicity @x19973 (= (or $x11516 $x19474 $x19501 (not $x19495)) $x19974)) (= $x19504 $x19977))))
  2.4724 +(let ((@x19988 (monotonicity @x19979 (monotonicity @x19982 (= $x19515 $x19983)) (= $x19520 $x19986))))
  2.4725 +(let ((@x19994 (monotonicity (monotonicity @x19988 (= (not $x19520) $x19989)) (= (or $x15590 $x15599 $x19474 $x19501 (not $x19520)) $x19992))))
  2.4726 +(let ((@x20003 (monotonicity (monotonicity (monotonicity @x19994 (= $x19528 $x19995)) (= $x19533 $x19998)) (= (not $x19533) $x20001))))
  2.4727 +(let ((@x20009 (monotonicity (monotonicity @x20003 (= (or $x15590 $x15593 (not $x19533)) $x20004)) (= $x19541 $x20007))))
  2.4728 +(let ((@x20015 (monotonicity (monotonicity @x20009 (= $x19546 $x20010)) (= (not $x19546) $x20013))))
  2.4729 +(let ((@x20021 (monotonicity (monotonicity @x20015 (= (or $x11486 $x19474 $x19501 (not $x19546)) $x20016)) (= $x19554 $x20019))))
  2.4730 +(let ((@x20073 (monotonicity (monotonicity @x20021 @x20067 (= $x19661 $x20068)) (= (not $x19661) $x20071))))
  2.4731 +(let ((@x19902 (quant-intro (refl (= (or $x3763 $x16553 $x11871 $x11889) (or $x3763 $x16553 $x11871 $x11889))) (= $x19362 $x19898))))
  2.4732 +(let ((@x20076 (monotonicity (monotonicity @x19902 (= (not $x19362) $x19903)) @x20073 (= $x19685 $x20074))))
  2.4733 +(let ((@x20085 (monotonicity (monotonicity (monotonicity @x20076 (= $x19686 $x20077)) (= $x19691 $x20080)) (= (not $x19691) $x20083))))
  2.4734 +(let ((@x19894 (quant-intro (refl (= (or $x3763 $x16553 $x11388 $x11404) (or $x3763 $x16553 $x11388 $x11404))) (= $x19340 $x19890))))
  2.4735 +(let ((@x20088 (monotonicity (monotonicity @x19894 (= (not $x19340) $x19895)) @x20085 (= (or (not $x19340) (not $x19691)) $x20086))))
  2.4736 +(let ((@x20097 (monotonicity (monotonicity (monotonicity @x20088 (= $x19700 $x20089)) (= $x19705 $x20092)) (= (not $x19705) $x20095))))
  2.4737 +(let ((@x20103 (monotonicity (monotonicity @x20097 (= (or $x11385 (not $x19705)) $x20098)) (= $x19713 $x20101))))
  2.4738 +(let ((@x20109 (monotonicity (monotonicity @x20103 (= $x19718 $x20104)) (= (not $x19718) $x20107))))
  2.4739 +(let ((@x20112 (monotonicity @x20109 (= (or $x15502 $x15511 $x19724 $x19725 $x19726 $x19727 (not $x19718)) $x20110))))
  2.4740 +(let ((@x20121 (monotonicity (monotonicity (monotonicity @x20112 (= $x19730 $x20113)) (= $x19735 $x20116)) (= (not $x19735) $x20119))))
  2.4741 +(let ((@x20127 (monotonicity (monotonicity @x20121 (= (or $x15502 $x15505 (not $x19735)) $x20122)) (= $x19743 $x20125))))
  2.4742 +(let ((@x20133 (monotonicity (monotonicity @x20127 (= $x19748 $x20128)) (= (not $x19748) $x20131))))
  2.4743 +(let ((@x20139 (monotonicity (monotonicity @x20133 (= (or $x11221 (not $x19748)) $x20134)) (= $x19756 $x20137))))
  2.4744 +(let (($x15761 (forall ((?v0 Int) )(! (let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.4745 +(let (($x10238 (= ?x10163 v_b_S_result_G_0$)))
  2.4746 +(let (($x11800 (>= (+ ?v0 (* (- 1) v_b_P_H_len$)) 0)))
  2.4747 +(let (($x11802 (not $x11800)))
  2.4748 +(let (($x12168 (<= ?v0 4294967295)))
  2.4749 +(let (($x2815 (>= ?v0 0)))
  2.4750 +(let (($x13448 (and $x2815 $x12168 $x11802 $x10238)))
  2.4751 +(not $x13448)))))))) :qid k!704))
  2.4752 +))
  2.4753 +(let (($x13442 (forall ((?v0 Int) )(! (let ((?x11816 (* (- 1) v_b_S_result_G_0$)))
  2.4754 +(let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.4755 +(let (($x11818 (<= (+ ?x10163 ?x11816) 0)))
  2.4756 +(let (($x11800 (>= (+ ?v0 (* (- 1) v_b_P_H_len$)) 0)))
  2.4757 +(let (($x11802 (not $x11800)))
  2.4758 +(let (($x12168 (<= ?v0 4294967295)))
  2.4759 +(let (($x2815 (>= ?v0 0)))
  2.4760 +(let (($x13433 (and $x2815 $x12168 $x11802)))
  2.4761 +(let (($x13436 (not $x13433)))
  2.4762 +(or $x13436 $x11818)))))))))) :qid k!704))
  2.4763 +))
  2.4764 +(let (($x15765 (and $x13442 $x15761)))
  2.4765 +(let (($x16014 (not $x16009)))
  2.4766 +(let (($x16017 (and $x15736 $x15737 $x16014)))
  2.4767 +(let (($x16020 (not $x16017)))
  2.4768 +(let (($x16036 (or $x16020 $x16031)))
  2.4769 +(let (($x16039 (not $x16036)))
  2.4770 +(let (($x16042 (or $x16039 $x15765)))
  2.4771 +(let (($x16048 (and b_S_position_n_marker$ $x11429 $x11432 $x10216 $x10218 $x10220 $x10222 $x16042)))
  2.4772 +(let (($x16053 (or $x15729 $x16048)))
  2.4773 +(let (($x16059 (and $x11486 $x11429 $x11432 $x16053)))
  2.4774 +(let (($x15648 (not $x11651)))
  2.4775 +(let (($x13373 (forall ((?v0 Int) )(! (let ((?x11631 (* (- 1) v_b_L_H_max_G_3$)))
  2.4776 +(let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.4777 +(let (($x11633 (<= (+ ?x10163 ?x11631) 0)))
  2.4778 +(let (($x11615 (>= (+ ?v0 (* (- 1) v_b_L_H_p_G_1$)) 0)))
  2.4779 +(let (($x11617 (not $x11615)))
  2.4780 +(let (($x12168 (<= ?v0 4294967295)))
  2.4781 +(let (($x2815 (>= ?v0 0)))
  2.4782 +(let (($x13364 (and $x2815 $x12168 $x11617)))
  2.4783 +(let (($x13367 (not $x13364)))
  2.4784 +(or $x13367 $x11633)))))))))) :qid k!704))
  2.4785 +))
  2.4786 +(let (($x15651 (and $x13373 $x15648)))
  2.4787 +(let (($x15876 (not $x15871)))
  2.4788 +(let (($x15879 (and $x15626 $x15627 $x15876)))
  2.4789 +(let (($x15882 (not $x15879)))
  2.4790 +(let (($x15898 (or $x15882 $x15893)))
  2.4791 +(let (($x15901 (not $x15898)))
  2.4792 +(let (($x15904 (or $x15901 $x15651)))
  2.4793 +(let (($x15907 (and $x11608 $x15904)))
  2.4794 +(let (($x15910 (or $x11612 $x15907)))
  2.4795 +(let (($x15916 (and $x11570 $x13353 $x11580 $x10358 $x11578 $x11536 $x15910)))
  2.4796 +(let (($x15921 (or $x15611 $x15614 $x15916)))
  2.4797 +(let (($x15959 (and $x11516 $x11432 $x10391 $x10392 $x11429 $x11536 $x15921)))
  2.4798 +(let (($x15927 (and $x10321 $x10324 $x10333 $x10334 $x10335 $x10338 $x10340 $x11429 $x11536 $x15921)))
  2.4799 +(let (($x15932 (or $x15590 $x15599 $x15927)))
  2.4800 +(let (($x15938 (and $x10321 $x10322 $x15932)))
  2.4801 +(let (($x15943 (or $x15590 $x15593 $x15938)))
  2.4802 +(let (($x15949 (and $x11515 $x11429 $x11432 $x15943)))
  2.4803 +(let (($x15964 (or $x15949 $x15959)))
  2.4804 +(let (($x15970 (and $x10321 $x10324 $x11429 $x11432 $x15964)))
  2.4805 +(let (($x15975 (or $x15590 $x15599 $x15970)))
  2.4806 +(let (($x15981 (and $x10321 $x10322 $x15975)))
  2.4807 +(let (($x15986 (or $x15590 $x15593 $x15981)))
  2.4808 +(let (($x15992 (and $x11487 $x11429 $x11432 $x15986)))
  2.4809 +(let (($x16064 (or $x15992 $x16059)))
  2.4810 +(let (($x13340 (forall ((?v0 Int) )(! (let ((?x11887 (* (- 1) v_b_L_H_max_G_1$)))
  2.4811 +(let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.4812 +(let (($x11889 (<= (+ ?x10163 ?x11887) 0)))
  2.4813 +(let (($x11871 (>= (+ ?v0 (* (- 1) v_b_L_H_p_G_0$)) 0)))
  2.4814 +(let (($x11873 (not $x11871)))
  2.4815 +(let (($x12168 (<= ?v0 4294967295)))
  2.4816 +(let (($x2815 (>= ?v0 0)))
  2.4817 +(let (($x13331 (and $x2815 $x12168 $x11873)))
  2.4818 +(let (($x13334 (not $x13331)))
  2.4819 +(or $x13334 $x11889)))))))))) :qid k!704))
  2.4820 +))
  2.4821 +(let (($x16070 (and $x11260 $x10167 $x11911 $x13304 $x13315 $x11901 $x13326 $x11898 $x13340 $x11868 $x10192 $x10284 $x10204 $x10097 $x10291 $x10292 $x10293 $x10294 $x10295 $x10296 $x11429 $x11432 $x16064)))
  2.4822 +(let (($x16075 (or $x11259 $x15548 $x16070)))
  2.4823 +(let (($x13292 (forall ((?v0 Int) )(! (let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.4824 +(let (($x11404 (>= (+ v_b_L_H_max_G_0$ (* (- 1) ?x10163)) 0)))
  2.4825 +(let (($x11388 (>= ?v0 1)))
  2.4826 +(let (($x11389 (not $x11388)))
  2.4827 +(let (($x12168 (<= ?v0 4294967295)))
  2.4828 +(let (($x2815 (>= ?v0 0)))
  2.4829 +(let (($x13283 (and $x2815 $x12168 $x11389)))
  2.4830 +(let (($x13286 (not $x13283)))
  2.4831 +(or $x13286 $x11404))))))))) :qid k!704))
  2.4832 +))
  2.4833 +(let (($x16078 (and $x13292 $x16075)))
  2.4834 +(let (($x15528 (not (and $x15523 $x15524 (not $x15525)))))
  2.4835 +(let (($x15534 (or $x15528 $x15533)))
  2.4836 +(let (($x15535 (not $x15534)))
  2.4837 +(let (($x16081 (or $x15535 $x16078)))
  2.4838 +(let (($x16084 (and $x11382 $x16081)))
  2.4839 +(let (($x16087 (or $x11385 $x16084)))
  2.4840 +(let (($x16093 (and $x10138 $x10141 $x10145 $x10146 $x10147 $x10148 $x16087)))
  2.4841 +(let (($x16098 (or $x15502 $x15511 $x16093)))
  2.4842 +(let (($x16104 (and $x10138 $x10139 $x16098)))
  2.4843 +(let (($x16109 (or $x15502 $x15505 $x16104)))
  2.4844 +(let (($x16112 (and $x10136 $x16109)))
  2.4845 +(let (($x16115 (or $x11221 $x16112)))
  2.4846 +(let (($x19664 (and $x11260 $x10167 $x11911 $x13304 $x13315 $x11901 $x13326 $x11898 $x19362 $x11868 $x10192 $x10284 $x10204 $x10097 $x10291 $x10292 $x10293 $x10294 $x10295 $x10296 $x11429 $x11432 $x19661)))
  2.4847 +(let (($x19644 (= (and b_S_position_n_marker$ $x11429 $x11432 $x10216 $x10218 $x10220 $x10222 $x19631) $x19643)))
  2.4848 +(let (($x19635 (= $x16048 (and b_S_position_n_marker$ $x11429 $x11432 $x10216 $x10218 $x10220 $x10222 $x19631))))
  2.4849 +(let ((@x19612 (monotonicity (rewrite (= (and $x2815 $x12168 $x11802 $x10238) (not $x19606))) (= (not (and $x2815 $x12168 $x11802 $x10238)) (not (not $x19606))))))
  2.4850 +(let ((@x19616 (trans @x19612 (rewrite (= (not (not $x19606)) $x19606)) (= (not (and $x2815 $x12168 $x11802 $x10238)) $x19606))))
  2.4851 +(let ((@x19599 (rewrite (= (or (or $x3763 $x16553 $x11800) $x11818) (or $x3763 $x16553 $x11800 $x11818)))))
  2.4852 +(let (($x13433 (and $x2815 $x12168 $x11802)))
  2.4853 +(let (($x13436 (not $x13433)))
  2.4854 +(let (($x13439 (or $x13436 $x11818)))
  2.4855 +(let ((@x19589 (monotonicity (rewrite (= $x13433 (not (or $x3763 $x16553 $x11800)))) (= $x13436 (not (not (or $x3763 $x16553 $x11800)))))))
  2.4856 +(let ((@x19593 (trans @x19589 (rewrite (= (not (not (or $x3763 $x16553 $x11800))) (or $x3763 $x16553 $x11800))) (= $x13436 (or $x3763 $x16553 $x11800)))))
  2.4857 +(let ((@x19601 (trans (monotonicity @x19593 (= $x13439 (or (or $x3763 $x16553 $x11800) $x11818))) @x19599 (= $x13439 (or $x3763 $x16553 $x11800 $x11818)))))
  2.4858 +(let ((@x19622 (monotonicity (quant-intro @x19601 (= $x13442 $x19602)) (quant-intro @x19616 (= $x15761 $x19617)) (= $x15765 (and $x19602 $x19617)))))
  2.4859 +(let ((@x19567 (monotonicity (rewrite (= $x16017 (not (or $x19559 $x19560 $x16009)))) (= $x16020 (not (not (or $x19559 $x19560 $x16009)))))))
  2.4860 +(let ((@x19571 (trans @x19567 (rewrite (= (not (not (or $x19559 $x19560 $x16009))) (or $x19559 $x19560 $x16009))) (= $x16020 (or $x19559 $x19560 $x16009)))))
  2.4861 +(let ((@x19579 (trans (monotonicity @x19571 (= $x16036 (or (or $x19559 $x19560 $x16009) $x16031))) (rewrite (= (or (or $x19559 $x19560 $x16009) $x16031) $x19575)) (= $x16036 $x19575))))
  2.4862 +(let ((@x19633 (monotonicity (monotonicity @x19579 (= $x16039 $x19580)) (trans @x19622 (rewrite (= (and $x19602 $x19617) $x19626)) (= $x15765 $x19626)) (= $x16042 $x19631))))
  2.4863 +(let ((@x19650 (monotonicity (trans (monotonicity @x19633 $x19635) (rewrite $x19644) (= $x16048 $x19643)) (= $x16053 $x19648))))
  2.4864 +(let ((@x19660 (trans (monotonicity @x19650 (= $x16059 (and $x11486 $x11429 $x11432 $x19648))) (rewrite (= (and $x11486 $x11429 $x11432 $x19648) $x19656)) (= $x16059 $x19656))))
  2.4865 +(let ((@x19422 (trans (monotonicity (rewrite (= $x11651 $x19413)) (= $x15648 (not $x19413))) (rewrite (= (not $x19413) $x19412)) (= $x15648 $x19412))))
  2.4866 +(let ((@x19405 (rewrite (= (or (or $x3763 $x16553 $x11615) $x11633) (or $x3763 $x16553 $x11615 $x11633)))))
  2.4867 +(let (($x13364 (and $x2815 $x12168 $x11617)))
  2.4868 +(let (($x13367 (not $x13364)))
  2.4869 +(let (($x13370 (or $x13367 $x11633)))
  2.4870 +(let ((@x19395 (monotonicity (rewrite (= $x13364 (not (or $x3763 $x16553 $x11615)))) (= $x13367 (not (not (or $x3763 $x16553 $x11615)))))))
  2.4871 +(let ((@x19399 (trans @x19395 (rewrite (= (not (not (or $x3763 $x16553 $x11615))) (or $x3763 $x16553 $x11615))) (= $x13367 (or $x3763 $x16553 $x11615)))))
  2.4872 +(let ((@x19407 (trans (monotonicity @x19399 (= $x13370 (or (or $x3763 $x16553 $x11615) $x11633))) @x19405 (= $x13370 (or $x3763 $x16553 $x11615 $x11633)))))
  2.4873 +(let ((@x19425 (monotonicity (quant-intro @x19407 (= $x13373 $x19408)) @x19422 (= $x15651 (and $x19408 $x19412)))))
  2.4874 +(let ((@x19373 (monotonicity (rewrite (= $x15879 (not (or $x19365 $x19366 $x15871)))) (= $x15882 (not (not (or $x19365 $x19366 $x15871)))))))
  2.4875 +(let ((@x19377 (trans @x19373 (rewrite (= (not (not (or $x19365 $x19366 $x15871))) (or $x19365 $x19366 $x15871))) (= $x15882 (or $x19365 $x19366 $x15871)))))
  2.4876 +(let ((@x19385 (trans (monotonicity @x19377 (= $x15898 (or (or $x19365 $x19366 $x15871) $x15893))) (rewrite (= (or (or $x19365 $x19366 $x15871) $x15893) $x19381)) (= $x15898 $x19381))))
  2.4877 +(let ((@x19435 (monotonicity (monotonicity @x19385 (= $x15901 $x19386)) (trans @x19425 (rewrite (= (and $x19408 $x19412) $x19428)) (= $x15651 $x19428)) (= $x15904 $x19433))))
  2.4878 +(let ((@x19445 (trans (monotonicity @x19435 (= $x15907 (and $x11608 $x19433))) (rewrite (= (and $x11608 $x19433) $x19441)) (= $x15907 $x19441))))
  2.4879 +(let ((@x19451 (monotonicity (monotonicity @x19445 (= $x15910 $x19446)) (= $x15916 (and $x11570 $x13353 $x11580 $x10358 $x11578 $x11536 $x19446)))))
  2.4880 +(let ((@x19462 (trans @x19451 (rewrite (= (and $x11570 $x13353 $x11580 $x10358 $x11578 $x11536 $x19446) $x19458)) (= $x15916 $x19458))))
  2.4881 +(let ((@x19511 (monotonicity (monotonicity @x19462 (= $x15921 $x19463)) (= $x15959 (and $x11516 $x11432 $x10391 $x10392 $x11429 $x11536 $x19463)))))
  2.4882 +(let ((@x19519 (trans @x19511 (rewrite (= (and $x11516 $x11432 $x10391 $x10392 $x11429 $x11536 $x19463) $x19515)) (= $x15959 $x19515))))
  2.4883 +(let ((@x19479 (rewrite (= (and $x10321 $x10324 $x10333 $x10334 $x10335 $x10338 $x10340 $x11429 $x11536 $x19463) $x19477))))
  2.4884 +(let ((@x19468 (monotonicity (monotonicity @x19462 (= $x15921 $x19463)) (= $x15927 (and $x10321 $x10324 $x10333 $x10334 $x10335 $x10338 $x10340 $x11429 $x11536 $x19463)))))
  2.4885 +(let ((@x19487 (monotonicity (monotonicity (trans @x19468 @x19479 (= $x15927 $x19477)) (= $x15932 $x19482)) (= $x15938 (and $x10321 $x10322 $x19482)))))
  2.4886 +(let ((@x19494 (trans @x19487 (rewrite (= (and $x10321 $x10322 $x19482) $x19490)) (= $x15938 $x19490))))
  2.4887 +(let ((@x19500 (monotonicity (monotonicity @x19494 (= $x15943 $x19495)) (= $x15949 (and $x11515 $x11429 $x11432 $x19495)))))
  2.4888 +(let ((@x19508 (trans @x19500 (rewrite (= (and $x11515 $x11429 $x11432 $x19495) $x19504)) (= $x15949 $x19504))))
  2.4889 +(let ((@x19525 (monotonicity (monotonicity @x19508 @x19519 (= $x15964 $x19520)) (= $x15970 (and $x10321 $x10324 $x11429 $x11432 $x19520)))))
  2.4890 +(let ((@x19532 (trans @x19525 (rewrite (= (and $x10321 $x10324 $x11429 $x11432 $x19520) $x19528)) (= $x15970 $x19528))))
  2.4891 +(let ((@x19538 (monotonicity (monotonicity @x19532 (= $x15975 $x19533)) (= $x15981 (and $x10321 $x10322 $x19533)))))
  2.4892 +(let ((@x19545 (trans @x19538 (rewrite (= (and $x10321 $x10322 $x19533) $x19541)) (= $x15981 $x19541))))
  2.4893 +(let ((@x19551 (monotonicity (monotonicity @x19545 (= $x15986 $x19546)) (= $x15992 (and $x11487 $x11429 $x11432 $x19546)))))
  2.4894 +(let ((@x19558 (trans @x19551 (rewrite (= (and $x11487 $x11429 $x11432 $x19546) $x19554)) (= $x15992 $x19554))))
  2.4895 +(let ((@x19359 (rewrite (= (or (or $x3763 $x16553 $x11871) $x11889) (or $x3763 $x16553 $x11871 $x11889)))))
  2.4896 +(let (($x13331 (and $x2815 $x12168 $x11873)))
  2.4897 +(let (($x13334 (not $x13331)))
  2.4898 +(let (($x13337 (or $x13334 $x11889)))
  2.4899 +(let ((@x19349 (monotonicity (rewrite (= $x13331 (not (or $x3763 $x16553 $x11871)))) (= $x13334 (not (not (or $x3763 $x16553 $x11871)))))))
  2.4900 +(let ((@x19353 (trans @x19349 (rewrite (= (not (not (or $x3763 $x16553 $x11871))) (or $x3763 $x16553 $x11871))) (= $x13334 (or $x3763 $x16553 $x11871)))))
  2.4901 +(let ((@x19361 (trans (monotonicity @x19353 (= $x13337 (or (or $x3763 $x16553 $x11871) $x11889))) @x19359 (= $x13337 (or $x3763 $x16553 $x11871 $x11889)))))
  2.4902 +(let ((@x19666 (monotonicity (quant-intro @x19361 (= $x13340 $x19362)) (monotonicity @x19558 @x19660 (= $x16064 $x19661)) (= $x16070 $x19664))))
  2.4903 +(let ((@x19693 (monotonicity (trans @x19666 (rewrite (= $x19664 $x19686)) (= $x16070 $x19686)) (= $x16075 $x19691))))
  2.4904 +(let ((@x19337 (rewrite (= (or (or $x3763 $x16553 $x11388) $x11404) (or $x3763 $x16553 $x11388 $x11404)))))
  2.4905 +(let (($x13283 (and $x2815 $x12168 $x11389)))
  2.4906 +(let (($x13286 (not $x13283)))
  2.4907 +(let (($x13289 (or $x13286 $x11404)))
  2.4908 +(let ((@x19327 (monotonicity (rewrite (= $x13283 (not (or $x3763 $x16553 $x11388)))) (= $x13286 (not (not (or $x3763 $x16553 $x11388)))))))
  2.4909 +(let ((@x19331 (trans @x19327 (rewrite (= (not (not (or $x3763 $x16553 $x11388))) (or $x3763 $x16553 $x11388))) (= $x13286 (or $x3763 $x16553 $x11388)))))
  2.4910 +(let ((@x19339 (trans (monotonicity @x19331 (= $x13289 (or (or $x3763 $x16553 $x11388) $x11404))) @x19337 (= $x13289 (or $x3763 $x16553 $x11388 $x11404)))))
  2.4911 +(let ((@x19696 (monotonicity (quant-intro @x19339 (= $x13292 $x19340)) @x19693 (= $x16078 (and $x19340 $x19691)))))
  2.4912 +(let ((@x19305 (monotonicity (rewrite (= (and $x15523 $x15524 (not $x15525)) (not (or $x19297 $x19298 $x15525)))) (= $x15528 (not (not (or $x19297 $x19298 $x15525)))))))
  2.4913 +(let ((@x19309 (trans @x19305 (rewrite (= (not (not (or $x19297 $x19298 $x15525))) (or $x19297 $x19298 $x15525))) (= $x15528 (or $x19297 $x19298 $x15525)))))
  2.4914 +(let ((@x19317 (trans (monotonicity @x19309 (= $x15534 (or (or $x19297 $x19298 $x15525) $x15533))) (rewrite (= (or (or $x19297 $x19298 $x15525) $x15533) $x19313)) (= $x15534 $x19313))))
  2.4915 +(let ((@x19707 (monotonicity (monotonicity @x19317 (= $x15535 $x19318)) (trans @x19696 (rewrite (= (and $x19340 $x19691) $x19700)) (= $x16078 $x19700)) (= $x16081 $x19705))))
  2.4916 +(let ((@x19717 (trans (monotonicity @x19707 (= $x16084 (and $x11382 $x19705))) (rewrite (= (and $x11382 $x19705) $x19713)) (= $x16084 $x19713))))
  2.4917 +(let ((@x19723 (monotonicity (monotonicity @x19717 (= $x16087 $x19718)) (= $x16093 (and $x10138 $x10141 $x10145 $x10146 $x10147 $x10148 $x19718)))))
  2.4918 +(let ((@x19734 (trans @x19723 (rewrite (= (and $x10138 $x10141 $x10145 $x10146 $x10147 $x10148 $x19718) $x19730)) (= $x16093 $x19730))))
  2.4919 +(let ((@x19740 (monotonicity (monotonicity @x19734 (= $x16098 $x19735)) (= $x16104 (and $x10138 $x10139 $x19735)))))
  2.4920 +(let ((@x19747 (trans @x19740 (rewrite (= (and $x10138 $x10139 $x19735) $x19743)) (= $x16104 $x19743))))
  2.4921 +(let ((@x19753 (monotonicity (monotonicity @x19747 (= $x16109 $x19748)) (= $x16112 (and $x10136 $x19748)))))
  2.4922 +(let ((@x19763 (monotonicity (trans @x19753 (rewrite (= (and $x10136 $x19748) $x19756)) (= $x16112 $x19756)) (= $x16115 $x19761))))
  2.4923 +(let (($x15746 (<= (+ ?x15744 (* (- 1) v_b_S_result_G_0$)) 0)))
  2.4924 +(let (($x15748 (not (or (not (and $x15736 $x15737 (not (>= (+ ?v0!15 ?x11246) 0)))) $x15746))))
  2.4925 +(let (($x15769 (or $x15748 $x15765)))
  2.4926 +(let (($x15732 (not $x11797)))
  2.4927 +(let (($x15773 (and $x15732 $x15769)))
  2.4928 +(let (($x15777 (or $x15729 $x15773)))
  2.4929 +(let (($x15726 (not $x11777)))
  2.4930 +(let (($x15781 (and $x15726 $x15777)))
  2.4931 +(let (($x15636 (<= (+ ?x15634 (* (- 1) v_b_L_H_max_G_3$)) 0)))
  2.4932 +(let (($x15638 (not (or (not (and $x15626 $x15627 (not (>= (+ ?v0!14 ?x11581) 0)))) $x15636))))
  2.4933 +(let (($x15655 (or $x15638 $x15651)))
  2.4934 +(let (($x15622 (not $x11612)))
  2.4935 +(let (($x15659 (and $x15622 $x15655)))
  2.4936 +(let (($x15663 (or $x11612 $x15659)))
  2.4937 +(let (($x13358 (and $x11570 $x13353 $x11580 $x10358 $x11578 $x11536)))
  2.4938 +(let (($x13361 (not $x13358)))
  2.4939 +(let (($x15617 (not $x13361)))
  2.4940 +(let (($x15667 (and $x15617 $x15663)))
  2.4941 +(let (($x15671 (or $x15611 $x15614 $x15667)))
  2.4942 +(let (($x15695 (not $x11730)))
  2.4943 +(let (($x15698 (and $x15695 $x15671)))
  2.4944 +(let (($x15608 (not $x11567)))
  2.4945 +(let (($x15675 (and $x15608 $x15671)))
  2.4946 +(let (($x15679 (or $x15590 $x15599 $x15675)))
  2.4947 +(let (($x15596 (not $x11001)))
  2.4948 +(let (($x15683 (and $x15596 $x15679)))
  2.4949 +(let (($x15687 (or $x15590 $x15593 $x15683)))
  2.4950 +(let (($x15605 (not $x11532)))
  2.4951 +(let (($x15691 (and $x15605 $x15687)))
  2.4952 +(let (($x15702 (or $x15691 $x15698)))
  2.4953 +(let (($x15602 (not $x11512)))
  2.4954 +(let (($x15706 (and $x15602 $x15702)))
  2.4955 +(let (($x15710 (or $x15590 $x15599 $x15706)))
  2.4956 +(let (($x15714 (and $x15596 $x15710)))
  2.4957 +(let (($x15718 (or $x15590 $x15593 $x15714)))
  2.4958 +(let (($x15587 (not $x11501)))
  2.4959 +(let (($x15722 (and $x15587 $x15718)))
  2.4960 +(let (($x15785 (or $x15722 $x15781)))
  2.4961 +(let (($x15584 (not $x11481)))
  2.4962 +(let (($x13343 (and $x11260 $x10167 $x11911 $x13304 $x13315 $x11901 $x13326 $x11898 $x13340 $x11868 $x10192 $x11429 $x11432)))
  2.4963 +(let (($x15789 (and $x13343 $x15584 $x15785)))
  2.4964 +(let (($x15545 (not $x11260)))
  2.4965 +(let (($x15793 (or $x15545 $x15548 $x15789)))
  2.4966 +(let (($x15797 (and $x13292 $x15793)))
  2.4967 +(let (($x15801 (or $x15535 $x15797)))
  2.4968 +(let (($x15519 (not $x11385)))
  2.4969 +(let (($x15805 (and $x15519 $x15801)))
  2.4970 +(let (($x15809 (or $x11385 $x15805)))
  2.4971 +(let (($x15514 (not $x11379)))
  2.4972 +(let (($x15813 (and $x15514 $x15809)))
  2.4973 +(let (($x15817 (or $x15502 $x15511 $x15813)))
  2.4974 +(let (($x15508 (not $x11209)))
  2.4975 +(let (($x15821 (and $x15508 $x15817)))
  2.4976 +(let (($x15825 (or $x15502 $x15505 $x15821)))
  2.4977 +(let (($x15499 (not $x11221)))
  2.4978 +(let (($x15829 (and $x15499 $x15825)))
  2.4979 +(let (($x15833 (or $x11221 $x15829)))
  2.4980 +(let (($x16037 (= (or (not (and $x15736 $x15737 (not (>= (+ ?v0!15 ?x11246) 0)))) $x15746) $x16036)))
  2.4981 +(let (($x16024 (= (+ ?x15744 (* (- 1) v_b_S_result_G_0$)) (+ (* (- 1) v_b_S_result_G_0$) ?x15744))))
  2.4982 +(let ((@x16028 (monotonicity (rewrite $x16024) (= $x15746 (<= (+ (* (- 1) v_b_S_result_G_0$) ?x15744) 0)))))
  2.4983 +(let ((@x16035 (trans @x16028 (rewrite (= (<= (+ (* (- 1) v_b_S_result_G_0$) ?x15744) 0) $x16031)) (= $x15746 $x16031))))
  2.4984 +(let ((@x16006 (monotonicity (rewrite (= (+ ?v0!15 ?x11246) (+ ?x11246 ?v0!15))) (= (>= (+ ?v0!15 ?x11246) 0) (>= (+ ?x11246 ?v0!15) 0)))))
  2.4985 +(let ((@x16013 (trans @x16006 (rewrite (= (>= (+ ?x11246 ?v0!15) 0) $x16009)) (= (>= (+ ?v0!15 ?x11246) 0) $x16009))))
  2.4986 +(let ((@x16019 (monotonicity (monotonicity @x16013 (= (not (>= (+ ?v0!15 ?x11246) 0)) $x16014)) (= (and $x15736 $x15737 (not (>= (+ ?v0!15 ?x11246) 0))) $x16017))))
  2.4987 +(let ((@x16022 (monotonicity @x16019 (= (not (and $x15736 $x15737 (not (>= (+ ?v0!15 ?x11246) 0)))) $x16020))))
  2.4988 +(let ((@x16044 (monotonicity (monotonicity (monotonicity @x16022 @x16035 $x16037) (= $x15748 $x16039)) (= $x15769 $x16042))))
  2.4989 +(let ((@x16047 (monotonicity (rewrite (= $x15732 $x11792)) @x16044 (= $x15773 (and $x11792 $x16042)))))
  2.4990 +(let ((@x16055 (monotonicity (trans @x16047 (rewrite (= (and $x11792 $x16042) $x16048)) (= $x15773 $x16048)) (= $x15777 $x16053))))
  2.4991 +(let ((@x16058 (monotonicity (rewrite (= $x15726 $x11772)) @x16055 (= $x15781 (and $x11772 $x16053)))))
  2.4992 +(let (($x15899 (= (or (not (and $x15626 $x15627 (not (>= (+ ?v0!14 ?x11581) 0)))) $x15636) $x15898)))
  2.4993 +(let (($x15886 (= (+ ?x15634 (* (- 1) v_b_L_H_max_G_3$)) (+ (* (- 1) v_b_L_H_max_G_3$) ?x15634))))
  2.4994 +(let ((@x15890 (monotonicity (rewrite $x15886) (= $x15636 (<= (+ (* (- 1) v_b_L_H_max_G_3$) ?x15634) 0)))))
  2.4995 +(let ((@x15897 (trans @x15890 (rewrite (= (<= (+ (* (- 1) v_b_L_H_max_G_3$) ?x15634) 0) $x15893)) (= $x15636 $x15893))))
  2.4996 +(let ((@x15868 (monotonicity (rewrite (= (+ ?v0!14 ?x11581) (+ ?x11581 ?v0!14))) (= (>= (+ ?v0!14 ?x11581) 0) (>= (+ ?x11581 ?v0!14) 0)))))
  2.4997 +(let ((@x15875 (trans @x15868 (rewrite (= (>= (+ ?x11581 ?v0!14) 0) $x15871)) (= (>= (+ ?v0!14 ?x11581) 0) $x15871))))
  2.4998 +(let ((@x15881 (monotonicity (monotonicity @x15875 (= (not (>= (+ ?v0!14 ?x11581) 0)) $x15876)) (= (and $x15626 $x15627 (not (>= (+ ?v0!14 ?x11581) 0))) $x15879))))
  2.4999 +(let ((@x15884 (monotonicity @x15881 (= (not (and $x15626 $x15627 (not (>= (+ ?v0!14 ?x11581) 0)))) $x15882))))
  2.5000 +(let ((@x15906 (monotonicity (monotonicity (monotonicity @x15884 @x15897 $x15899) (= $x15638 $x15901)) (= $x15655 $x15904))))
  2.5001 +(let ((@x15912 (monotonicity (monotonicity (rewrite (= $x15622 $x11608)) @x15906 (= $x15659 $x15907)) (= $x15663 $x15910))))
  2.5002 +(let ((@x15915 (monotonicity (rewrite (= $x15617 $x13358)) @x15912 (= $x15667 (and $x13358 $x15910)))))
  2.5003 +(let ((@x15923 (monotonicity (trans @x15915 (rewrite (= (and $x13358 $x15910) $x15916)) (= $x15667 $x15916)) (= $x15671 $x15921))))
  2.5004 +(let ((@x15958 (monotonicity (rewrite (= $x15695 $x11725)) @x15923 (= $x15698 (and $x11725 $x15921)))))
  2.5005 +(let ((@x15926 (monotonicity (rewrite (= $x15608 $x11562)) @x15923 (= $x15675 (and $x11562 $x15921)))))
  2.5006 +(let ((@x15934 (monotonicity (trans @x15926 (rewrite (= (and $x11562 $x15921) $x15927)) (= $x15675 $x15927)) (= $x15679 $x15932))))
  2.5007 +(let ((@x15937 (monotonicity (rewrite (= $x15596 $x10323)) @x15934 (= $x15683 (and $x10323 $x15932)))))
  2.5008 +(let ((@x15945 (monotonicity (trans @x15937 (rewrite (= (and $x10323 $x15932) $x15938)) (= $x15683 $x15938)) (= $x15687 $x15943))))
  2.5009 +(let ((@x15948 (monotonicity (rewrite (= $x15605 $x11527)) @x15945 (= $x15691 (and $x11527 $x15943)))))
  2.5010 +(let ((@x15966 (monotonicity (trans @x15948 (rewrite (= (and $x11527 $x15943) $x15949)) (= $x15691 $x15949)) (trans @x15958 (rewrite (= (and $x11725 $x15921) $x15959)) (= $x15698 $x15959)) (= $x15702 $x15964))))
  2.5011 +(let ((@x15969 (monotonicity (rewrite (= $x15602 $x11507)) @x15966 (= $x15706 (and $x11507 $x15964)))))
  2.5012 +(let ((@x15977 (monotonicity (trans @x15969 (rewrite (= (and $x11507 $x15964) $x15970)) (= $x15706 $x15970)) (= $x15710 $x15975))))
  2.5013 +(let ((@x15980 (monotonicity (rewrite (= $x15596 $x10323)) @x15977 (= $x15714 (and $x10323 $x15975)))))
  2.5014 +(let ((@x15988 (monotonicity (trans @x15980 (rewrite (= (and $x10323 $x15975) $x15981)) (= $x15714 $x15981)) (= $x15718 $x15986))))
  2.5015 +(let ((@x15991 (monotonicity (rewrite (= $x15587 $x11496)) @x15988 (= $x15722 (and $x11496 $x15986)))))
  2.5016 +(let ((@x16066 (monotonicity (trans @x15991 (rewrite (= (and $x11496 $x15986) $x15992)) (= $x15722 $x15992)) (trans @x16058 (rewrite (= (and $x11772 $x16053) $x16059)) (= $x15781 $x16059)) (= $x15785 $x16064))))
  2.5017 +(let ((@x16069 (monotonicity (rewrite (= $x15584 $x11476)) @x16066 (= $x15789 (and $x13343 $x11476 $x16064)))))
  2.5018 +(let ((@x16074 (trans @x16069 (rewrite (= (and $x13343 $x11476 $x16064) $x16070)) (= $x15789 $x16070))))
  2.5019 +(let ((@x16080 (monotonicity (monotonicity (rewrite (= $x15545 $x11259)) @x16074 (= $x15793 $x16075)) (= $x15797 $x16078))))
  2.5020 +(let ((@x16086 (monotonicity (rewrite (= $x15519 $x11382)) (monotonicity @x16080 (= $x15801 $x16081)) (= $x15805 $x16084))))
  2.5021 +(let ((@x16092 (monotonicity (rewrite (= $x15514 $x11374)) (monotonicity @x16086 (= $x15809 $x16087)) (= $x15813 (and $x11374 $x16087)))))
  2.5022 +(let ((@x16100 (monotonicity (trans @x16092 (rewrite (= (and $x11374 $x16087) $x16093)) (= $x15813 $x16093)) (= $x15817 $x16098))))
  2.5023 +(let ((@x16103 (monotonicity (rewrite (= $x15508 $x10140)) @x16100 (= $x15821 (and $x10140 $x16098)))))
  2.5024 +(let ((@x16111 (monotonicity (trans @x16103 (rewrite (= (and $x10140 $x16098) $x16104)) (= $x15821 $x16104)) (= $x15825 $x16109))))
  2.5025 +(let ((@x16117 (monotonicity (monotonicity (rewrite (= $x15499 $x10136)) @x16111 (= $x15829 $x16112)) (= $x15833 $x16115))))
  2.5026 +(let (($x13451 (exists ((?v0 Int) )(! (let ((?x10163 (b_S_read_n_u1$ v_b_S_s$ (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$))))
  2.5027 +(let (($x10238 (= ?x10163 v_b_S_result_G_0$)))
  2.5028 +(let (($x11800 (>= (+ ?v0 (* (- 1) v_b_P_H_len$)) 0)))
  2.5029 +(let (($x11802 (not $x11800)))
  2.5030 +(let (($x12168 (<= ?v0 4294967295)))
  2.5031 +(let (($x2815 (>= ?v0 0)))
  2.5032 +(and $x2815 $x12168 $x11802 $x10238))))))) :qid k!704))
  2.5033 +))
  2.5034 +(let (($x13445 (not $x13442)))
  2.5035 +(let (($x13454 (or $x13445 $x13451)))
  2.5036 +(let (($x13457 (and $x13442 $x13454)))
  2.5037 +(let (($x13460 (or $x11797 $x13457)))
  2.5038 +(let (($x13463 (and b_S_position_n_marker$ $x13460)))
  2.5039 +(let (($x13466 (or $x11777 $x13463)))
  2.5040 +(let (($x13376 (not $x13373)))
  2.5041 +(let (($x13379 (or $x13376 $x11651)))
  2.5042 +(let (($x13382 (and $x13373 $x13379)))
  2.5043 +(let (($x13385 (or $x11612 $x13382)))
  2.5044 +(let (($x13388 (and $x11608 $x13385)))
  2.5045 +(let (($x13391 (or $x13361 $x13388)))
  2.5046 +(let (($x13394 (and $x11570 $x13353 $x13391)))
  2.5047 +(let (($x13412 (or $x11730 $x13394)))
  2.5048 +(let (($x13397 (or $x11567 $x13394)))
  2.5049 +(let (($x13400 (and $x10321 $x10324 $x13397)))
  2.5050 +(let (($x13403 (or $x11001 $x13400)))
  2.5051 +(let (($x13406 (and $x10321 $x10322 $x13403)))
  2.5052 +(let (($x13409 (or $x11532 $x13406)))
  2.5053 +(let (($x13415 (and $x13409 $x13412)))
  2.5054 +(let (($x13418 (or $x11512 $x13415)))
  2.5055 +(let (($x13421 (and $x10321 $x10324 $x13418)))
  2.5056 +(let (($x13424 (or $x11001 $x13421)))
  2.5057 +(let (($x13427 (and $x10321 $x10322 $x13424)))
  2.5058 +(let (($x13430 (or $x11501 $x13427)))
  2.5059 +(let (($x13469 (and $x13430 $x13466)))
  2.5060 +(let (($x13346 (not $x13343)))
  2.5061 +(let (($x13472 (or $x13346 $x11481 $x13469)))
  2.5062 +(let (($x13475 (and $x11260 $x10167 $x13472)))
  2.5063 +(let (($x13295 (not $x13292)))
  2.5064 +(let (($x13478 (or $x13295 $x13475)))
  2.5065 +(let (($x13481 (and $x13292 $x13478)))
  2.5066 +(let (($x13484 (or $x11385 $x13481)))
  2.5067 +(let (($x13487 (and $x11382 $x13484)))
  2.5068 +(let (($x13490 (or $x11379 $x13487)))
  2.5069 +(let (($x13493 (and $x10138 $x10141 $x13490)))
  2.5070 +(let (($x13496 (or $x11209 $x13493)))
  2.5071 +(let (($x13499 (and $x10138 $x10139 $x13496)))
  2.5072 +(let (($x13502 (or $x11221 $x13499)))
  2.5073 +(let (($x13508 (not (and $x10136 $x13502))))
  2.5074 +(let ((@x15760 (refl (~ (not (and $x2815 $x12168 $x11802 $x10238)) (not (and $x2815 $x12168 $x11802 $x10238))))))
  2.5075 +(let ((@x15757 (nnf-neg (nnf-pos (refl (~ $x13439 $x13439)) (~ $x13442 $x13442)) (~ (not $x13445) $x13442))))
  2.5076 +(let ((@x15768 (nnf-neg @x15757 (nnf-neg @x15760 (~ (not $x13451) $x15761)) (~ (not $x13454) $x15765))))
  2.5077 +(let ((@x15776 (nnf-neg (refl (~ $x15732 $x15732)) (nnf-neg (sk (~ $x13445 $x15748)) @x15768 (~ (not $x13457) $x15769)) (~ (not $x13460) $x15773))))
  2.5078 +(let ((@x15784 (nnf-neg (refl (~ $x15726 $x15726)) (nnf-neg (refl (~ $x15729 $x15729)) @x15776 (~ (not $x13463) $x15777)) (~ (not $x13466) $x15781))))
  2.5079 +(let ((@x15647 (nnf-neg (nnf-pos (refl (~ $x13370 $x13370)) (~ $x13373 $x13373)) (~ (not $x13376) $x13373))))
  2.5080 +(let ((@x15658 (nnf-neg (sk (~ $x13376 $x15638)) (nnf-neg @x15647 (refl (~ $x15648 $x15648)) (~ (not $x13379) $x15651)) (~ (not $x13382) $x15655))))
  2.5081 +(let ((@x15666 (nnf-neg (refl (~ $x11612 $x11612)) (nnf-neg (refl (~ $x15622 $x15622)) @x15658 (~ (not $x13385) $x15659)) (~ (not $x13388) $x15663))))
  2.5082 +(let ((@x15674 (nnf-neg (refl (~ $x15611 $x15611)) (refl (~ $x15614 $x15614)) (nnf-neg (refl (~ $x15617 $x15617)) @x15666 (~ (not $x13391) $x15667)) (~ (not $x13394) $x15671))))
  2.5083 +(let ((@x15592 (refl (~ $x15590 $x15590))))
  2.5084 +(let ((@x15682 (nnf-neg @x15592 (refl (~ $x15599 $x15599)) (nnf-neg (refl (~ $x15608 $x15608)) @x15674 (~ (not $x13397) $x15675)) (~ (not $x13400) $x15679))))
  2.5085 +(let ((@x15690 (nnf-neg @x15592 (refl (~ $x15593 $x15593)) (nnf-neg (refl (~ $x15596 $x15596)) @x15682 (~ (not $x13403) $x15683)) (~ (not $x13406) $x15687))))
  2.5086 +(let ((@x15705 (nnf-neg (nnf-neg (refl (~ $x15605 $x15605)) @x15690 (~ (not $x13409) $x15691)) (nnf-neg (refl (~ $x15695 $x15695)) @x15674 (~ (not $x13412) $x15698)) (~ (not $x13415) $x15702))))
  2.5087 +(let ((@x15713 (nnf-neg @x15592 (refl (~ $x15599 $x15599)) (nnf-neg (refl (~ $x15602 $x15602)) @x15705 (~ (not $x13418) $x15706)) (~ (not $x13421) $x15710))))
  2.5088 +(let ((@x15721 (nnf-neg @x15592 (refl (~ $x15593 $x15593)) (nnf-neg (refl (~ $x15596 $x15596)) @x15713 (~ (not $x13424) $x15714)) (~ (not $x13427) $x15718))))
  2.5089 +(let ((@x15788 (nnf-neg (nnf-neg (refl (~ $x15587 $x15587)) @x15721 (~ (not $x13430) $x15722)) @x15784 (~ (not $x13469) $x15785))))
  2.5090 +(let ((@x15580 (monotonicity (refl (~ $x11260 $x11260)) (refl (~ $x10167 $x10167)) (refl (~ $x11911 $x11911)) (refl (~ $x13304 $x13304)) (refl (~ $x13315 $x13315)) (refl (~ $x11901 $x11901)) (refl (~ $x13326 $x13326)) (refl (~ $x11898 $x11898)) (nnf-pos (refl (~ $x13337 $x13337)) (~ $x13340 $x13340)) (refl (~ $x11868 $x11868)) (refl (~ $x10192 $x10192)) (refl (~ $x11429 $x11429)) (refl (~ $x11432 $x11432)) (~ $x13343 $x13343))))
  2.5091 +(let ((@x15792 (nnf-neg (nnf-neg @x15580 (~ (not $x13346) $x13343)) (refl (~ $x15584 $x15584)) @x15788 (~ (not $x13472) $x15789))))
  2.5092 +(let ((@x15796 (nnf-neg (refl (~ $x15545 $x15545)) (refl (~ $x15548 $x15548)) @x15792 (~ (not $x13475) $x15793))))
  2.5093 +(let ((@x15544 (nnf-neg (nnf-pos (refl (~ $x13289 $x13289)) (~ $x13292 $x13292)) (~ (not $x13295) $x13292))))
  2.5094 +(let ((@x15804 (nnf-neg (sk (~ $x13295 $x15535)) (nnf-neg @x15544 @x15796 (~ (not $x13478) $x15797)) (~ (not $x13481) $x15801))))
  2.5095 +(let ((@x15812 (nnf-neg (refl (~ $x11385 $x11385)) (nnf-neg (refl (~ $x15519 $x15519)) @x15804 (~ (not $x13484) $x15805)) (~ (not $x13487) $x15809))))
  2.5096 +(let ((@x15820 (nnf-neg (refl (~ $x15502 $x15502)) (refl (~ $x15511 $x15511)) (nnf-neg (refl (~ $x15514 $x15514)) @x15812 (~ (not $x13490) $x15813)) (~ (not $x13493) $x15817))))
  2.5097 +(let ((@x15828 (nnf-neg (refl (~ $x15502 $x15502)) (refl (~ $x15505 $x15505)) (nnf-neg (refl (~ $x15508 $x15508)) @x15820 (~ (not $x13496) $x15821)) (~ (not $x13499) $x15825))))
  2.5098 +(let ((@x15835 (nnf-neg (refl (~ $x11221 $x11221)) (nnf-neg (refl (~ $x15499 $x15499)) @x15828 (~ (not $x13502) $x15829)) (~ $x13508 $x15833))))
  2.5099 +(let (($x6441 (= b_S_max_o_u4$ 4294967295)))
  2.5100 +(let ((@x6435 (monotonicity (rewrite (= (* 65536 65536) 4294967296)) (= (- (* 65536 65536) 1) (- 4294967296 1)))))
  2.5101 +(let ((@x6440 (trans @x6435 (rewrite (= (- 4294967296 1) 4294967295)) (= (- (* 65536 65536) 1) 4294967295))))
  2.5102 +(let ((@x6443 (monotonicity @x6440 (= (= b_S_max_o_u4$ (- (* 65536 65536) 1)) $x6441))))
  2.5103 +(let ((@x6446 (mp (asserted (= b_S_max_o_u4$ (- (* 65536 65536) 1))) @x6443 $x6441)))
  2.5104 +(let ((@x12140 (trans (monotonicity @x6446 (= ?x3113 (* (- 1) 4294967295))) (rewrite (= (* (- 1) 4294967295) (- 4294967295))) (= ?x3113 (- 4294967295)))))
  2.5105 +(let ((@x12164 (trans (monotonicity @x12140 (= ?x3114 (+ ?0 (- 4294967295)))) (rewrite (= (+ ?0 (- 4294967295)) (+ (- 4294967295) ?0))) (= ?x3114 (+ (- 4294967295) ?0)))))
  2.5106 +(let ((@x12172 (trans (monotonicity @x12164 (= $x3115 (<= (+ (- 4294967295) ?0) 0))) (rewrite (= (<= (+ (- 4294967295) ?0) 0) $x12168)) (= $x3115 $x12168))))
  2.5107 +(let ((@x13453 (quant-intro (monotonicity @x12172 (= $x11839 (and $x2815 $x12168 $x11802 $x10238))) (= $x11844 $x13451))))
  2.5108 +(let ((@x13441 (monotonicity (monotonicity (monotonicity @x12172 (= $x11808 $x13433)) (= $x11813 $x13436)) (= $x11821 $x13439))))
  2.5109 +(let ((@x13456 (monotonicity (monotonicity (quant-intro @x13441 (= $x11824 $x13442)) (= $x11827 $x13445)) @x13453 (= $x11847 $x13454))))
  2.5110 +(let ((@x13462 (monotonicity (monotonicity (quant-intro @x13441 (= $x11824 $x13442)) @x13456 (= $x11850 $x13457)) (= $x11853 $x13460))))
  2.5111 +(let ((@x13372 (monotonicity (monotonicity (monotonicity @x12172 (= $x11623 $x13364)) (= $x11628 $x13367)) (= $x11636 $x13370))))
  2.5112 +(let ((@x13381 (monotonicity (monotonicity (quant-intro @x13372 (= $x11639 $x13373)) (= $x11642 $x13376)) (= $x11654 $x13379))))
  2.5113 +(let ((@x13387 (monotonicity (monotonicity (quant-intro @x13372 (= $x11639 $x13373)) @x13381 (= $x11657 $x13382)) (= $x11660 $x13385))))
  2.5114 +(let ((@x13351 (monotonicity (monotonicity @x6446 (= ?x11574 (+ 4294967295 ?x11484))) (= $x11573 (>= (+ 4294967295 ?x11484) 1)))))
  2.5115 +(let ((@x13357 (trans @x13351 (rewrite (= (>= (+ 4294967295 ?x11484) 1) $x13353)) (= $x11573 $x13353))))
  2.5116 +(let ((@x13393 (monotonicity (monotonicity (monotonicity @x13357 (= $x11600 $x13358)) (= $x11605 $x13361)) (monotonicity @x13387 (= $x11663 $x13388)) (= $x11666 $x13391))))
  2.5117 +(let ((@x13414 (monotonicity (monotonicity @x13357 @x13393 (= $x11672 $x13394)) (= $x11733 $x13412))))
  2.5118 +(let ((@x13399 (monotonicity (monotonicity @x13357 @x13393 (= $x11672 $x13394)) (= $x11677 $x13397))))
  2.5119 +(let ((@x13408 (monotonicity (monotonicity (monotonicity @x13399 (= $x11683 $x13400)) (= $x11688 $x13403)) (= $x11694 $x13406))))
  2.5120 +(let ((@x13417 (monotonicity (monotonicity @x13408 (= $x11699 $x13409)) @x13414 (= $x11736 $x13415))))
  2.5121 +(let ((@x13426 (monotonicity (monotonicity (monotonicity @x13417 (= $x11739 $x13418)) (= $x11745 $x13421)) (= $x11750 $x13424))))
  2.5122 +(let ((@x13471 (monotonicity (monotonicity (monotonicity @x13426 (= $x11756 $x13427)) (= $x11761 $x13430)) (monotonicity (monotonicity @x13462 (= $x11856 $x13463)) (= $x11859 $x13466)) (= $x11862 $x13469))))
  2.5123 +(let ((@x13339 (monotonicity (monotonicity (monotonicity @x12172 (= $x11879 $x13331)) (= $x11884 $x13334)) (= $x11892 $x13337))))
  2.5124 +(let ((@x13325 (monotonicity (monotonicity @x6446 (= ?x11574 (+ 4294967295 ?x11484))) (= $x11904 (>= (+ 4294967295 ?x11484) 0)))))
  2.5125 +(let ((@x13330 (trans @x13325 (rewrite (= (>= (+ 4294967295 ?x11484) 0) $x13326)) (= $x11904 $x13326))))
  2.5126 +(let ((@x13317 (rewrite (= (>= (+ 4294967295 (* (- 1) v_b_SL_H_witness_G_0$)) 0) $x13315))))
  2.5127 +(let (($x13310 (= (+ b_S_max_o_u4$ (* (- 1) v_b_SL_H_witness_G_0$)) (+ 4294967295 (* (- 1) v_b_SL_H_witness_G_0$)))))
  2.5128 +(let ((@x13314 (monotonicity (monotonicity @x6446 $x13310) (= $x11907 (>= (+ 4294967295 (* (- 1) v_b_SL_H_witness_G_0$)) 0)))))
  2.5129 +(let (($x13299 (= (+ b_S_max_o_u1$ (* (- 1) v_b_L_H_max_G_1$)) (+ 255 (* (- 1) v_b_L_H_max_G_1$)))))
  2.5130 +(let (($x6449 (= b_S_max_o_u1$ 255)))
  2.5131 +(let ((@x6450 (asserted $x6449)))
  2.5132 +(let ((@x13303 (monotonicity (monotonicity @x6450 $x13299) (= $x11914 (>= (+ 255 (* (- 1) v_b_L_H_max_G_1$)) 0)))))
  2.5133 +(let ((@x13308 (trans @x13303 (rewrite (= (>= (+ 255 (* (- 1) v_b_L_H_max_G_1$)) 0) $x13304)) (= $x11914 $x13304))))
  2.5134 +(let ((@x13345 (monotonicity @x13308 (trans @x13314 @x13317 (= $x11907 $x13315)) @x13330 (quant-intro @x13339 (= $x11895 $x13340)) (= $x11957 $x13343))))
  2.5135 +(let ((@x13474 (monotonicity (monotonicity @x13345 (= $x11962 $x13346)) @x13471 (= $x11971 $x13472))))
  2.5136 +(let ((@x13291 (monotonicity (monotonicity (monotonicity @x12172 (= $x11395 $x13283)) (= $x11400 $x13286)) (= $x11408 $x13289))))
  2.5137 +(let ((@x13480 (monotonicity (monotonicity (quant-intro @x13291 (= $x11411 $x13292)) (= $x11414 $x13295)) (monotonicity @x13474 (= $x11979 $x13475)) (= $x11984 $x13478))))
  2.5138 +(let ((@x13486 (monotonicity (monotonicity (quant-intro @x13291 (= $x11411 $x13292)) @x13480 (= $x11987 $x13481)) (= $x11990 $x13484))))
  2.5139 +(let ((@x13495 (monotonicity (monotonicity (monotonicity @x13486 (= $x11993 $x13487)) (= $x11996 $x13490)) (= $x12002 $x13493))))
  2.5140 +(let ((@x13504 (monotonicity (monotonicity (monotonicity @x13495 (= $x12007 $x13496)) (= $x12013 $x13499)) (= $x12018 $x13502))))
  2.5141 +(let ((@x13510 (monotonicity (monotonicity @x13504 (= $x12021 (and $x10136 $x13502))) (= (not $x12021) $x13508))))
  2.5142 +(let ((@x13511 (mp (not-or-elim (mp (asserted $x10434) @x12031 $x12027) (not $x12021)) @x13510 $x13508)))
  2.5143 +(let ((@x20143 (mp (mp (mp (mp~ @x13511 @x15835 $x15833) @x16117 $x16115) @x19763 $x19761) (monotonicity @x20139 (= $x19761 $x20140)) $x20140)))
  2.5144 +(let ((@x24003 (unit-resolution (def-axiom (or $x20134 $x20128)) (unit-resolution @x20143 @x22508 $x20137) $x20128)))
  2.5145 +(let ((?x22514 (b_S_typ$ ?x10137)))
  2.5146 +(let (($x22515 (= ?x22514 b_T_T_u1$)))
  2.5147 +(let ((?x21175 (b_S_typ$ ?x10078)))
  2.5148 +(let (($x21176 (= ?x21175 b_T_T_u1$)))
  2.5149 +(let (($x21181 (or $x21147 $x21176)))
  2.5150 +(let ((@x21182 ((_ quant-inst b_T_T_u1$ v_b_P_H_arr$) $x21181)))
  2.5151 +(let ((?x22553 (b_S_ptr$ b_T_T_u1$ ?x10079)))
  2.5152 +(let (($x22556 (= ?x10137 ?x22553)))
  2.5153 +(let (($x22559 (not $x22556)))
  2.5154 +(let (($x22523 (b_S_extent_n_hint$ ?x10137 ?x10078)))
  2.5155 +(let (($x22524 (not $x22523)))
  2.5156 +(let (($x22562 (or $x22524 $x22559)))
  2.5157 +(let (($x22565 (not $x22562)))
  2.5158 +(let (($x18180 (forall ((?v0 B_S_ptr$) (?v1 Int) (?v2 B_S_ctype$) )(! (let ((?x7205 (b_S_idx$ ?v0 ?v1 ?v2)))
  2.5159 +(let (($x7213 (= ?x7205 (b_S_ptr$ ?v2 (+ (b_S_ref$ ?v0) (* ?v1 (b_S_sizeof$ ?v2)))))))
  2.5160 +(not (or (not (b_S_extent_n_hint$ ?x7205 ?v0)) (not $x7213))))) :pattern ( (b_S_idx$ ?v0 ?v1 ?v2) ) :qid k!499))
  2.5161 +))
  2.5162 +(let (($x7216 (forall ((?v0 B_S_ptr$) (?v1 Int) (?v2 B_S_ctype$) )(! (let ((?x7205 (b_S_idx$ ?v0 ?v1 ?v2)))
  2.5163 +(let (($x7213 (= ?x7205 (b_S_ptr$ ?v2 (+ (b_S_ref$ ?v0) (* ?v1 (b_S_sizeof$ ?v2)))))))
  2.5164 +(and (b_S_extent_n_hint$ ?x7205 ?v0) $x7213))) :pattern ( (b_S_idx$ ?v0 ?v1 ?v2) ) :qid k!499))
  2.5165 +))
  2.5166 +(let ((?x7205 (b_S_idx$ ?2 ?1 ?0)))
  2.5167 +(let (($x7213 (= ?x7205 (b_S_ptr$ ?0 (+ (b_S_ref$ ?2) (* ?1 (b_S_sizeof$ ?0)))))))
  2.5168 +(let (($x7214 (and (b_S_extent_n_hint$ ?x7205 ?2) $x7213)))
  2.5169 +(let ((@x18179 (rewrite (= $x7214 (not (or (not (b_S_extent_n_hint$ ?x7205 ?2)) (not $x7213)))))))
  2.5170 +(let ((@x14561 (mp~ (asserted $x7216) (nnf-pos (refl (~ $x7214 $x7214)) (~ $x7216 $x7216)) $x7216)))
  2.5171 +(let ((@x18183 (mp @x14561 (quant-intro @x18179 (= $x7216 $x18180)) $x18180)))
  2.5172 +(let (($x22568 (not $x18180)))
  2.5173 +(let (($x22569 (or $x22568 $x22565)))
  2.5174 +(let ((?x10045 (b_S_sizeof$ b_T_T_u1$)))
  2.5175 +(let ((?x22537 (* 0 ?x10045)))
  2.5176 +(let ((?x22538 (+ ?x10079 ?x22537)))
  2.5177 +(let ((?x22539 (b_S_ptr$ b_T_T_u1$ ?x22538)))
  2.5178 +(let (($x22540 (= ?x10137 ?x22539)))
  2.5179 +(let (($x22541 (not $x22540)))
  2.5180 +(let (($x22542 (or $x22524 $x22541)))
  2.5181 +(let (($x22543 (not $x22542)))
  2.5182 +(let ((@x22552 (trans (monotonicity (rewrite (= ?x22537 0)) (= ?x22538 (+ ?x10079 0))) (rewrite (= (+ ?x10079 0) ?x10079)) (= ?x22538 ?x10079))))
  2.5183 +(let ((@x22561 (monotonicity (monotonicity (monotonicity @x22552 (= ?x22539 ?x22553)) (= $x22540 $x22556)) (= $x22541 $x22559))))
  2.5184 +(let ((@x22573 (monotonicity (monotonicity (monotonicity @x22561 (= $x22542 $x22562)) (= $x22543 $x22565)) (= (or $x22568 $x22543) $x22569))))
  2.5185 +(let ((@x22577 (mp ((_ quant-inst (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) 0 b_T_T_u1$) (or $x22568 $x22543)) (trans @x22573 (rewrite (= $x22569 $x22569)) (= (or $x22568 $x22543) $x22569)) $x22569)))
  2.5186 +(let ((@x23444 (unit-resolution (def-axiom (or $x22562 $x22556)) (unit-resolution @x22577 @x18183 $x22565) $x22556)))
  2.5187 +(let ((@x22640 (monotonicity (trans @x23444 (monotonicity @x23445 (= ?x22553 ?x10078)) (= ?x10137 ?x10078)) (= ?x22514 ?x21175))))
  2.5188 +(let (($x22526 (not $x22515)))
  2.5189 +(let (($x22522 (= $x10138 $x22515)))
  2.5190 +(let (($x19828 (forall ((?v0 B_S_ptr$) (?v1 B_S_ctype$) )(! (let ((?x6636 (b_S_typ$ ?v0)))
  2.5191 +(let (($x7865 (= ?x6636 ?v1)))
  2.5192 +(let (($x9596 (b_S_is$ ?v0 ?v1)))
  2.5193 +(= $x9596 $x7865)))) :pattern ( (b_S_is$ ?v0 ?v1) ) :qid k!623))
  2.5194 +))
  2.5195 +(let (($x9617 (forall ((?v0 B_S_ptr$) (?v1 B_S_ctype$) )(! (let ((?x6636 (b_S_typ$ ?v0)))
  2.5196 +(let (($x7865 (= ?x6636 ?v1)))
  2.5197 +(let (($x9596 (b_S_is$ ?v0 ?v1)))
  2.5198 +(= $x9596 $x7865)))) :qid k!623))
  2.5199 +))
  2.5200 +(let ((?x6636 (b_S_typ$ ?1)))
  2.5201 +(let (($x7865 (= ?x6636 ?0)))
  2.5202 +(let (($x9596 (b_S_is$ ?1 ?0)))
  2.5203 +(let (($x9614 (= $x9596 $x7865)))
  2.5204 +(let (($x9611 (forall ((?v0 B_S_ptr$) (?v1 B_S_ctype$) )(! (let ((?x6636 (b_S_typ$ ?v0)))
  2.5205 +(let (($x7865 (= ?x6636 ?v1)))
  2.5206 +(let (($x9596 (b_S_is$ ?v0 ?v1)))
  2.5207 +(= $x9596 $x7865)))) :qid k!623))
  2.5208 +))
  2.5209 +(let ((@x9622 (mp (asserted $x9611) (quant-intro (rewrite (= (= $x9596 $x7865) $x9614)) (= $x9611 $x9617)) $x9617)))
  2.5210 +(let ((@x19833 (mp (mp~ @x9622 (nnf-pos (refl (~ $x9614 $x9614)) (~ $x9617 $x9617)) $x9617) (quant-intro (refl (= $x9614 $x9614)) (= $x9617 $x19828)) $x19828)))
  2.5211 +(let (($x22002 (not $x19828)))
  2.5212 +(let (($x22619 (or $x22002 $x22522)))
  2.5213 +(let ((@x22534 ((_ quant-inst (b_S_idx$ ?x10078 0 b_T_T_u1$) b_T_T_u1$) $x22619)))
  2.5214 +(let ((@x22471 (unit-resolution (def-axiom (or (not $x22522) $x10138 $x22526)) (hypothesis $x15502) (or (not $x22522) $x22526))))
  2.5215 +(let ((@x22636 (unit-resolution (unit-resolution @x22471 (unit-resolution @x22534 @x19833 $x22522) $x22526) (trans @x22640 (unit-resolution @x21182 @x19846 $x21176) $x22515) false)))
  2.5216 +(let ((@x23411 (lemma @x22636 $x10138)))
  2.5217 +(let ((@x23982 (unit-resolution (def-axiom (or $x20131 $x15502 $x15505 $x20125)) @x23411 @x24003 (or $x15505 $x20125))))
  2.5218 +(let ((@x23983 (unit-resolution @x23982 (unit-resolution (def-axiom (or $x22603 $x10139)) (lemma @x24453 $x22604) $x10139) $x20125)))
  2.5219 +(let ((?x22805 (b_S_ts_n_emb$ ?x22478)))
  2.5220 +(let ((?x22433 (b_S_owner$ v_b_S_s$ ?x22805)))
  2.5221 +(let (($x22451 (= ?x22433 b_S_me$)))
  2.5222 +(let ((?x22485 (b_S_ref$ ?x10137)))
  2.5223 +(let ((?x22505 (b_S_ptr$ b_T_T_u1$ ?x22485)))
  2.5224 +(let (($x22506 (= ?x10137 ?x22505)))
  2.5225 +(let (($x24124 (or $x21994 $x15502 $x22506)))
  2.5226 +(let ((@x24271 (mp ((_ quant-inst (b_S_idx$ ?x10078 0 b_T_T_u1$) b_T_T_u1$) (or $x21994 (or $x15502 $x22506))) (rewrite (= (or $x21994 (or $x15502 $x22506)) $x24124)) $x24124)))
  2.5227 +(let ((@x23969 (unit-resolution @x24271 @x15336 @x23411 $x22506)))
  2.5228 +(let ((?x23622 (b_S_ref$ ?x21983)))
  2.5229 +(let ((?x23636 (b_S_ptr$ b_T_T_u1$ ?x23622)))
  2.5230 +(let ((?x23613 (b_S_idx$ ?x21983 0 b_T_T_u1$)))
  2.5231 +(let (($x23639 (= ?x23613 ?x23636)))
  2.5232 +(let (($x23642 (not $x23639)))
  2.5233 +(let (($x23614 (b_S_extent_n_hint$ ?x23613 ?x21983)))
  2.5234 +(let (($x23621 (not $x23614)))
  2.5235 +(let (($x23645 (or $x23621 $x23642)))
  2.5236 +(let (($x23648 (not $x23645)))
  2.5237 +(let (($x23651 (or $x22568 $x23648)))
  2.5238 +(let (($x23628 (not (or $x23621 (not (= ?x23613 (b_S_ptr$ b_T_T_u1$ (+ ?x23622 ?x22537))))))))
  2.5239 +(let (($x23646 (= (or $x23621 (not (= ?x23613 (b_S_ptr$ b_T_T_u1$ (+ ?x23622 ?x22537))))) $x23645)))
  2.5240 +(let ((@x22545 (rewrite (= ?x22537 0))))
  2.5241 +(let ((@x23635 (trans (monotonicity @x22545 (= (+ ?x23622 ?x22537) (+ ?x23622 0))) (rewrite (= (+ ?x23622 0) ?x23622)) (= (+ ?x23622 ?x22537) ?x23622))))
  2.5242 +(let ((@x23641 (monotonicity (monotonicity @x23635 (= (b_S_ptr$ b_T_T_u1$ (+ ?x23622 ?x22537)) ?x23636)) (= (= ?x23613 (b_S_ptr$ b_T_T_u1$ (+ ?x23622 ?x22537))) $x23639))))
  2.5243 +(let ((@x23644 (monotonicity @x23641 (= (not (= ?x23613 (b_S_ptr$ b_T_T_u1$ (+ ?x23622 ?x22537)))) $x23642))))
  2.5244 +(let ((@x23655 (monotonicity (monotonicity (monotonicity @x23644 $x23646) (= $x23628 $x23648)) (= (or $x22568 $x23628) $x23651))))
  2.5245 +(let ((@x23659 (mp ((_ quant-inst (b_S_ptr$ ?x10076 ?x21014) 0 b_T_T_u1$) (or $x22568 $x23628)) (trans @x23655 (rewrite (= $x23651 $x23651)) (= (or $x22568 $x23628) $x23651)) $x23651)))
  2.5246 +(let ((@x23663 (def-axiom (or $x23645 $x23639))))
  2.5247 +(let ((@x24001 (unit-resolution @x23663 (lemma (unit-resolution @x23659 @x18183 (hypothesis $x23645) false) $x23648) $x23639)))
  2.5248 +(let ((?x23546 (b_S_idx$ ?x22595 0 b_T_T_u1$)))
  2.5249 +(let ((?x23547 (b_S_select_o_tm$ ?x10272 ?x23546)))
  2.5250 +(let ((?x23548 (b_S_ts_n_emb$ ?x23547)))
  2.5251 +(let (($x23549 (= ?x23548 ?x22595)))
  2.5252 +(let (($x23554 (b_S_typed$ v_b_S_s$ ?x23546)))
  2.5253 +(let (($x23555 (not $x23554)))
  2.5254 +(let (($x23551 (b_S_ts_n_is_n_volatile$ ?x23547)))
  2.5255 +(let (($x23550 (not $x23549)))
  2.5256 +(let (($x23556 (or $x23550 $x23551 (not (b_S_ts_n_is_n_array_n_elt$ ?x23547)) $x23555)))
  2.5257 +(let (($x23557 (not $x23556)))
  2.5258 +(let (($x23538 (b_S_typed$ v_b_S_s$ ?x22595)))
  2.5259 +(let ((@x23606 (mp @x12045 (symm (monotonicity @x23680 (= $x23538 $x10085)) (= $x10085 $x23538)) $x23538)))
  2.5260 +(let ((@x23608 (lemma (unit-resolution (hypothesis (not $x23538)) @x23606 false) $x23538)))
  2.5261 +(let (($x17964 (forall ((?v0 B_S_state$) (?v1 Int) (?v2 B_S_ctype$) (?v3 Int) (?v4 Int) )(! (let (($x6905 (b_S_typed$ ?v0 (b_S_idx$ (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1) ?v4 ?v2))))
  2.5262 +(let ((?x6897 (b_S_typemap$ ?v0)))
  2.5263 +(let ((?x6899 (b_S_select_o_tm$ ?x6897 (b_S_idx$ (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1) ?v4 ?v2))))
  2.5264 +(let (($x6904 (b_S_ts_n_is_n_array_n_elt$ ?x6899)))
  2.5265 +(let (($x17952 (or (not (= (b_S_ts_n_emb$ ?x6899) (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1))) (b_S_ts_n_is_n_volatile$ ?x6899) (not $x6904) (not $x6905))))
  2.5266 +(let (($x17953 (not $x17952)))
  2.5267 +(let (($x4862 (>= (+ ?v4 (* (- 1) ?v3)) 0)))
  2.5268 +(let (($x2815 (>= ?v4 0)))
  2.5269 +(let (($x3763 (not $x2815)))
  2.5270 +(or (not (b_S_typed$ ?v0 (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1))) $x3763 $x4862 $x17953)))))))))) :pattern ( (b_S_select_o_sm$ (b_S_statusmap$ ?v0) (b_S_idx$ (b_S_ptr$ ?v2 ?v1) ?v4 ?v2)) (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1) ) :pattern ( (b_S_select_o_tm$ (b_S_typemap$ ?v0) (b_S_idx$ (b_S_ptr$ ?v2 ?v1) ?v4 ?v2)) (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1) ) :qid k!493))
  2.5271 +))
  2.5272 +(let (($x6943 (forall ((?v0 B_S_state$) (?v1 Int) (?v2 B_S_ctype$) (?v3 Int) (?v4 Int) )(! (let (($x6905 (b_S_typed$ ?v0 (b_S_idx$ (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1) ?v4 ?v2))))
  2.5273 +(let ((?x6897 (b_S_typemap$ ?v0)))
  2.5274 +(let ((?x6899 (b_S_select_o_tm$ ?x6897 (b_S_idx$ (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1) ?v4 ?v2))))
  2.5275 +(let (($x6904 (b_S_ts_n_is_n_array_n_elt$ ?x6899)))
  2.5276 +(let ((?x6894 (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1)))
  2.5277 +(let (($x6901 (= (b_S_ts_n_emb$ ?x6899) ?x6894)))
  2.5278 +(let (($x6937 (and $x6901 (not (b_S_ts_n_is_n_volatile$ ?x6899)) $x6904 $x6905)))
  2.5279 +(let (($x4862 (>= (+ ?v4 (* (- 1) ?v3)) 0)))
  2.5280 +(let (($x6603 (not $x4862)))
  2.5281 +(let (($x2815 (>= ?v4 0)))
  2.5282 +(let (($x6895 (b_S_typed$ ?v0 ?x6894)))
  2.5283 +(let (($x6929 (and $x6895 $x2815 $x6603)))
  2.5284 +(let (($x6934 (not $x6929)))
  2.5285 +(or $x6934 $x6937)))))))))))))) :pattern ( (b_S_select_o_sm$ (b_S_statusmap$ ?v0) (b_S_idx$ (b_S_ptr$ ?v2 ?v1) ?v4 ?v2)) (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1) ) :pattern ( (b_S_select_o_tm$ (b_S_typemap$ ?v0) (b_S_idx$ (b_S_ptr$ ?v2 ?v1) ?v4 ?v2)) (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1) ) :qid k!493))
  2.5286 +))
  2.5287 +(let (($x6905 (b_S_typed$ ?4 (b_S_idx$ (b_S_ptr$ (b_S_array$ ?2 ?1) ?3) ?0 ?2))))
  2.5288 +(let ((?x6897 (b_S_typemap$ ?4)))
  2.5289 +(let ((?x6899 (b_S_select_o_tm$ ?x6897 (b_S_idx$ (b_S_ptr$ (b_S_array$ ?2 ?1) ?3) ?0 ?2))))
  2.5290 +(let (($x6904 (b_S_ts_n_is_n_array_n_elt$ ?x6899)))
  2.5291 +(let (($x17952 (or (not (= (b_S_ts_n_emb$ ?x6899) (b_S_ptr$ (b_S_array$ ?2 ?1) ?3))) (b_S_ts_n_is_n_volatile$ ?x6899) (not $x6904) (not $x6905))))
  2.5292 +(let (($x17953 (not $x17952)))
  2.5293 +(let (($x4862 (>= (+ ?0 (* (- 1) ?1)) 0)))
  2.5294 +(let (($x17959 (or (not (b_S_typed$ ?4 (b_S_ptr$ (b_S_array$ ?2 ?1) ?3))) $x3763 $x4862 $x17953)))
  2.5295 +(let ((?x6894 (b_S_ptr$ (b_S_array$ ?2 ?1) ?3)))
  2.5296 +(let (($x6901 (= (b_S_ts_n_emb$ ?x6899) ?x6894)))
  2.5297 +(let (($x6937 (and $x6901 (not (b_S_ts_n_is_n_volatile$ ?x6899)) $x6904 $x6905)))
  2.5298 +(let (($x6603 (not $x4862)))
  2.5299 +(let (($x6895 (b_S_typed$ ?4 ?x6894)))
  2.5300 +(let (($x6929 (and $x6895 $x2815 $x6603)))
  2.5301 +(let (($x6934 (not $x6929)))
  2.5302 +(let (($x6940 (or $x6934 $x6937)))
  2.5303 +(let (($x17938 (or (not $x6895) $x3763 $x4862)))
  2.5304 +(let ((@x17944 (monotonicity (rewrite (= $x6929 (not $x17938))) (= $x6934 (not (not $x17938))))))
  2.5305 +(let ((@x17958 (monotonicity (trans @x17944 (rewrite (= (not (not $x17938)) $x17938)) (= $x6934 $x17938)) (rewrite (= $x6937 $x17953)) (= $x6940 (or $x17938 $x17953)))))
  2.5306 +(let ((@x17966 (quant-intro (trans @x17958 (rewrite (= (or $x17938 $x17953) $x17959)) (= $x6940 $x17959)) (= $x6943 $x17964))))
  2.5307 +(let (($x6917 (forall ((?v0 B_S_state$) (?v1 Int) (?v2 B_S_ctype$) (?v3 Int) (?v4 Int) )(! (let (($x6905 (b_S_typed$ ?v0 (b_S_idx$ (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1) ?v4 ?v2))))
  2.5308 +(let ((?x6897 (b_S_typemap$ ?v0)))
  2.5309 +(let ((?x6899 (b_S_select_o_tm$ ?x6897 (b_S_idx$ (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1) ?v4 ?v2))))
  2.5310 +(let (($x6904 (b_S_ts_n_is_n_array_n_elt$ ?x6899)))
  2.5311 +(let ((?x6894 (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1)))
  2.5312 +(let (($x6901 (= (b_S_ts_n_emb$ ?x6899) ?x6894)))
  2.5313 +(let (($x6908 (and $x6901 (and (not (b_S_ts_n_is_n_volatile$ ?x6899)) (and $x6904 $x6905)))))
  2.5314 +(let (($x2766 (<= 0 ?v4)))
  2.5315 +(let (($x6566 (and $x2766 (< ?v4 ?v3))))
  2.5316 +(let (($x6895 (b_S_typed$ ?v0 ?x6894)))
  2.5317 +(let (($x6896 (and $x6895 $x6566)))
  2.5318 +(=> $x6896 $x6908)))))))))))) :pattern ( (b_S_select_o_sm$ (b_S_statusmap$ ?v0) (b_S_idx$ (b_S_ptr$ ?v2 ?v1) ?v4 ?v2)) (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1) ) :pattern ( (b_S_select_o_tm$ (b_S_typemap$ ?v0) (b_S_idx$ (b_S_ptr$ ?v2 ?v1) ?v4 ?v2)) (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1) ) :qid k!493))
  2.5319 +))
  2.5320 +(let (($x6923 (forall ((?v0 B_S_state$) (?v1 Int) (?v2 B_S_ctype$) (?v3 Int) (?v4 Int) )(! (let (($x6905 (b_S_typed$ ?v0 (b_S_idx$ (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1) ?v4 ?v2))))
  2.5321 +(let ((?x6897 (b_S_typemap$ ?v0)))
  2.5322 +(let ((?x6899 (b_S_select_o_tm$ ?x6897 (b_S_idx$ (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1) ?v4 ?v2))))
  2.5323 +(let (($x6904 (b_S_ts_n_is_n_array_n_elt$ ?x6899)))
  2.5324 +(let ((?x6894 (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1)))
  2.5325 +(let (($x6901 (= (b_S_ts_n_emb$ ?x6899) ?x6894)))
  2.5326 +(let (($x6908 (and $x6901 (and (not (b_S_ts_n_is_n_volatile$ ?x6899)) (and $x6904 $x6905)))))
  2.5327 +(let (($x2766 (<= 0 ?v4)))
  2.5328 +(let (($x6566 (and $x2766 (< ?v4 ?v3))))
  2.5329 +(let (($x6895 (b_S_typed$ ?v0 ?x6894)))
  2.5330 +(let (($x6896 (and $x6895 $x6566)))
  2.5331 +(or (not $x6896) $x6908)))))))))))) :pattern ( (b_S_select_o_sm$ (b_S_statusmap$ ?v0) (b_S_idx$ (b_S_ptr$ ?v2 ?v1) ?v4 ?v2)) (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1) ) :pattern ( (b_S_select_o_tm$ (b_S_typemap$ ?v0) (b_S_idx$ (b_S_ptr$ ?v2 ?v1) ?v4 ?v2)) (b_S_ptr$ (b_S_array$ ?v2 ?v3) ?v1) ) :qid k!493))
  2.5332 +))
  2.5333 +(let (($x6908 (and $x6901 (and (not (b_S_ts_n_is_n_volatile$ ?x6899)) (and $x6904 $x6905)))))
  2.5334 +(let (($x6920 (or (not (and $x6895 (and $x2766 (< ?0 ?1)))) $x6908)))
  2.5335 +(let (($x6566 (and $x2766 (< ?0 ?1))))
  2.5336 +(let (($x6896 (and $x6895 $x6566)))
  2.5337 +(let ((@x6608 (monotonicity @x2814 (rewrite (= (< ?0 ?1) $x6603)) (= $x6566 (and $x2815 $x6603)))))
  2.5338 +(let ((@x6933 (trans (monotonicity @x6608 (= $x6896 (and $x6895 (and $x2815 $x6603)))) (rewrite (= (and $x6895 (and $x2815 $x6603)) $x6929)) (= $x6896 $x6929))))
  2.5339 +(let ((@x6942 (monotonicity (monotonicity @x6933 (= (not $x6896) $x6934)) (rewrite (= $x6908 $x6937)) (= $x6920 $x6940))))
  2.5340 +(let ((@x6947 (trans (quant-intro (rewrite (= (=> $x6896 $x6908) $x6920)) (= $x6917 $x6923)) (quant-intro @x6942 (= $x6923 $x6943)) (= $x6917 $x6943))))
  2.5341 +(let ((@x14355 (mp~ (mp (asserted $x6917) @x6947 $x6943) (nnf-pos (refl (~ $x6940 $x6940)) (~ $x6943 $x6943)) $x6943)))
  2.5342 +(let ((@x17967 (mp @x14355 @x17966 $x17964)))
  2.5343 +(let (($x23539 (not $x23538)))
  2.5344 +(let (($x23587 (not $x17964)))
  2.5345 +(let (($x23588 (or $x23587 $x23539 $x11259 $x23557)))
  2.5346 +(let (($x23558 (or $x23539 $x22599 $x22601 $x23557)))
  2.5347 +(let (($x23589 (or $x23587 $x23558)))
  2.5348 +(let ((@x23586 (trans (monotonicity @x22711 @x22706 (= $x23558 (or $x23539 false $x11259 $x23557))) (rewrite (= (or $x23539 false $x11259 $x23557) (or $x23539 $x11259 $x23557))) (= $x23558 (or $x23539 $x11259 $x23557)))))
  2.5349 +(let ((@x23610 (trans (monotonicity @x23586 (= $x23589 (or $x23587 (or $x23539 $x11259 $x23557)))) (rewrite (= (or $x23587 (or $x23539 $x11259 $x23557)) $x23588)) (= $x23589 $x23588))))
  2.5350 +(let ((@x23661 (unit-resolution (mp ((_ quant-inst v_b_S_s$ v_b_P_H_arr$ b_T_T_u1$ v_b_P_H_len$ 0) $x23589) @x23610 $x23588) @x17967 @x12041 @x23608 (hypothesis $x23556) false)))
  2.5351 +(let ((@x23442 (hypothesis $x22506)))
  2.5352 +(let ((@x23451 (symm @x23444 (= ?x22553 ?x10137))))
  2.5353 +(let ((@x23449 (monotonicity (symm @x23445 (= v_b_P_H_arr$ ?x10079)) (= ?x10078 ?x22553))))
  2.5354 +(let (($x21186 (= ?x21014 ?x10079)))
  2.5355 +(let (($x21191 (or $x21152 $x21186)))
  2.5356 +(let ((@x21192 ((_ quant-inst (b_S_array$ b_T_T_u1$ v_b_P_H_len$) (b_S_ref$ ?x10078)) $x21191)))
  2.5357 +(let ((@x23674 (trans (monotonicity @x23670 (= ?x23622 ?x21014)) (unit-resolution @x21192 @x19840 $x21186) (= ?x23622 ?x10079))))
  2.5358 +(let ((@x23682 (trans @x23680 (unit-resolution @x22000 @x15336 @x12044 $x21990) (= ?x22595 ?x21983))))
  2.5359 +(let ((@x23781 (trans (monotonicity @x23682 (= ?x23546 ?x23613)) (hypothesis $x23639) (= ?x23546 ?x23636))))
  2.5360 +(let ((@x23782 (trans @x23781 (monotonicity (trans @x23674 @x23445 (= ?x23622 v_b_P_H_arr$)) (= ?x23636 ?x10078)) (= ?x23546 ?x10078))))
  2.5361 +(let ((@x23785 (trans (trans (trans @x23782 @x23449 (= ?x23546 ?x22553)) @x23451 (= ?x23546 ?x10137)) @x23442 (= ?x23546 ?x22505))))
  2.5362 +(let ((@x23787 (symm (monotonicity @x23785 (= ?x23547 (b_S_select_o_tm$ ?x10272 ?x22505))) (= (b_S_select_o_tm$ ?x10272 ?x22505) ?x23547))))
  2.5363 +(let ((@x23788 (monotonicity @x23787 (= (b_S_ts_n_emb$ (b_S_select_o_tm$ ?x10272 ?x22505)) ?x23548))))
  2.5364 +(let ((@x23704 (monotonicity (monotonicity @x23442 (= ?x22478 (b_S_select_o_tm$ ?x10272 ?x22505))) (= ?x22805 (b_S_ts_n_emb$ (b_S_select_o_tm$ ?x10272 ?x22505))))))
  2.5365 +(let ((@x23790 (trans (trans @x23704 @x23788 (= ?x22805 ?x23548)) (unit-resolution (def-axiom (or $x23556 $x23549)) (lemma @x23661 $x23557) $x23549) (= ?x22805 ?x22595))))
  2.5366 +(let ((@x23794 (trans (monotonicity (trans @x23790 @x23680 (= ?x22805 ?x10080)) (= ?x22433 ?x10082)) @x12043 $x22451)))
  2.5367 +(let ((@x23797 (lemma (unit-resolution (hypothesis (not $x22451)) @x23794 false) (or $x23642 $x22451 (not $x22506)))))
  2.5368 +(let ((@x24045 (unit-resolution (unit-resolution @x23797 @x24001 (or $x22451 (not $x22506))) @x23969 $x22451)))
  2.5369 +(let ((?x22806 (b_S_typ$ ?x22805)))
  2.5370 +(let ((?x22809 (b_S_kind_n_of$ ?x22806)))
  2.5371 +(let (($x22810 (= ?x22809 b_S_kind_n_primitive$)))
  2.5372 +(let (($x22807 (not $x22810)))
  2.5373 +(let ((?x22655 (b_S_select_o_tm$ ?x10272 ?x22505)))
  2.5374 +(let ((?x22658 (b_S_ts_n_emb$ ?x22655)))
  2.5375 +(let ((?x22663 (b_S_typ$ ?x22658)))
  2.5376 +(let ((?x22664 (b_S_kind_n_of$ ?x22663)))
  2.5377 +(let (($x22665 (= ?x22664 b_S_kind_n_primitive$)))
  2.5378 +(let ((@x22763 (monotonicity (monotonicity (symm @x23704 (= ?x22658 ?x22805)) (= ?x22663 ?x22806)) (= ?x22664 ?x22809))))
  2.5379 +(let (($x22767 (not (or $x22665 (not (b_S_is_n_non_n_primitive$ ?x22663))))))
  2.5380 +(let (($x19234 (forall ((?v0 B_S_type_n_state$) )(! (let (($x9543 (= (b_S_kind_n_of$ (b_S_typ$ (b_S_ts_n_emb$ ?v0))) b_S_kind_n_primitive$)))
  2.5381 +(let (($x19230 (or $x9543 (not (b_S_is_n_non_n_primitive$ (b_S_typ$ (b_S_ts_n_emb$ ?v0)))))))
  2.5382 +(not $x19230))) :pattern ( (b_S_ts_n_emb$ ?v0) ) :qid k!618))
  2.5383 +))
  2.5384 +(let (($x9548 (forall ((?v0 B_S_type_n_state$) )(! (let (($x9543 (= (b_S_kind_n_of$ (b_S_typ$ (b_S_ts_n_emb$ ?v0))) b_S_kind_n_primitive$)))
  2.5385 +(and (not $x9543) (b_S_is_n_non_n_primitive$ (b_S_typ$ (b_S_ts_n_emb$ ?v0))))) :pattern ( (b_S_ts_n_emb$ ?v0) ) :qid k!618))
  2.5386 +))
  2.5387 +(let (($x9543 (= (b_S_kind_n_of$ (b_S_typ$ (b_S_ts_n_emb$ ?0))) b_S_kind_n_primitive$)))
  2.5388 +(let (($x19230 (or $x9543 (not (b_S_is_n_non_n_primitive$ (b_S_typ$ (b_S_ts_n_emb$ ?0)))))))
  2.5389 +(let (($x9546 (and (not $x9543) (b_S_is_n_non_n_primitive$ (b_S_typ$ (b_S_ts_n_emb$ ?0))))))
  2.5390 +(let ((@x15316 (mp~ (asserted $x9548) (nnf-pos (refl (~ $x9546 $x9546)) (~ $x9548 $x9548)) $x9548)))
  2.5391 +(let ((@x19237 (mp @x15316 (quant-intro (rewrite (= $x9546 (not $x19230))) (= $x9548 $x19234)) $x19234)))
  2.5392 +(let ((@x23507 (def-axiom (or (or $x22665 (not (b_S_is_n_non_n_primitive$ ?x22663))) (not $x22665)))))
  2.5393 +(let ((@x23501 (unit-resolution @x23507 (unit-resolution ((_ quant-inst (b_S_select_o_tm$ ?x10272 ?x22505)) (or (not $x19234) $x22767)) @x19237 $x22767) (not $x22665))))
  2.5394 +(let ((@x23573 (lemma (unit-resolution @x23501 (trans @x22763 (hypothesis $x22810) $x22665) false) (or $x22807 (not $x22506)))))
  2.5395 +(let (($x22432 (not (or (not $x22602) (not (b_S_closed$ v_b_S_s$ ?x22805))))))
  2.5396 +(let (($x22436 (= (b_S_kind_n_of$ ?x22514) b_S_kind_n_primitive$)))
  2.5397 +(let (($x22427 (not $x22436)))
  2.5398 +(let (($x22455 (or $x22427 $x22432 $x22810 (not (or $x22451 (b_S_in_n_wrapped_n_domain$ v_b_S_s$ ?x22805))))))
  2.5399 +(let (($x22447 (or (= (b_S_owner$ v_b_S_s$ ?x10137) b_S_me$) (b_S_in_n_wrapped_n_domain$ v_b_S_s$ ?x10137))))
  2.5400 +(let (($x22456 (not $x22455)))
  2.5401 +(let (($x22463 (not (or $x22456 (not (or $x22436 (not $x22447)))))))
  2.5402 +(let (($x22464 (or $x15505 $x22463)))
  2.5403 +(let (($x22465 (not $x22464)))
  2.5404 +(let (($x22466 (= $x10141 $x22465)))
  2.5405 +(let (($x19072 (forall ((?v0 B_S_state$) (?v1 B_S_ptr$) )(! (let (($x9039 (b_S_in_n_wrapped_n_domain$ ?v0 ?v1)))
  2.5406 +(let ((?x2484 (b_S_owner$ ?v0 ?v1)))
  2.5407 +(let (($x2486 (= ?x2484 b_S_me$)))
  2.5408 +(let (($x2249 (= (b_S_kind_n_of$ (b_S_typ$ ?v1)) b_S_kind_n_primitive$)))
  2.5409 +(let ((?x2769 (b_S_typemap$ ?v0)))
  2.5410 +(let ((?x9020 (b_S_select_o_tm$ ?x2769 ?v1)))
  2.5411 +(let ((?x9024 (b_S_ts_n_emb$ ?x9020)))
  2.5412 +(let (($x9035 (or (= (b_S_owner$ ?v0 ?x9024) b_S_me$) (b_S_in_n_wrapped_n_domain$ ?v0 ?x9024))))
  2.5413 +(let (($x9022 (b_S_ts_n_is_n_volatile$ ?x9020)))
  2.5414 +(let (($x9023 (not $x9022)))
  2.5415 +(let (($x9027 (or $x9023 (not (b_S_closed$ ?v0 ?x9024)))))
  2.5416 +(let (($x2294 (not $x2249)))
  2.5417 +(let (($x19047 (or $x2294 (not $x9027) (= (b_S_kind_n_of$ (b_S_typ$ ?x9024)) b_S_kind_n_primitive$) (not $x9035))))
  2.5418 +(let (($x19056 (or (not $x19047) (not (or $x2249 (not (or $x2486 $x9039)))))))
  2.5419 +(let (($x2488 (b_S_typed$ ?v0 ?v1)))
  2.5420 +(let (($x9531 (not $x2488)))
  2.5421 +(let (($x19064 (not (or $x9531 (not $x19056)))))
  2.5422 +(let (($x9019 (b_S_thread_n_local$ ?v0 ?v1)))
  2.5423 +(= $x9019 $x19064))))))))))))))))))) :pattern ( (b_S_thread_n_local$ ?v0 ?v1) ) :qid k!583))
  2.5424 +))
  2.5425 +(let (($x9066 (forall ((?v0 B_S_state$) (?v1 B_S_ptr$) )(! (let (($x9039 (b_S_in_n_wrapped_n_domain$ ?v0 ?v1)))
  2.5426 +(let ((?x2484 (b_S_owner$ ?v0 ?v1)))
  2.5427 +(let (($x2486 (= ?x2484 b_S_me$)))
  2.5428 +(let (($x2249 (= (b_S_kind_n_of$ (b_S_typ$ ?v1)) b_S_kind_n_primitive$)))
  2.5429 +(let (($x2294 (not $x2249)))
  2.5430 +(let (($x9041 (and $x2294 (or $x2486 $x9039))))
  2.5431 +(let ((?x2769 (b_S_typemap$ ?v0)))
  2.5432 +(let ((?x9020 (b_S_select_o_tm$ ?x2769 ?v1)))
  2.5433 +(let ((?x9024 (b_S_ts_n_emb$ ?x9020)))
  2.5434 +(let (($x9035 (or (= (b_S_owner$ ?v0 ?x9024) b_S_me$) (b_S_in_n_wrapped_n_domain$ ?v0 ?x9024))))
  2.5435 +(let (($x9022 (b_S_ts_n_is_n_volatile$ ?x9020)))
  2.5436 +(let (($x9023 (not $x9022)))
  2.5437 +(let (($x9027 (or $x9023 (not (b_S_closed$ ?v0 ?x9024)))))
  2.5438 +(let (($x9054 (and $x2249 $x9027 (not (= (b_S_kind_n_of$ (b_S_typ$ ?x9024)) b_S_kind_n_primitive$)) $x9035)))
  2.5439 +(let (($x9057 (or $x9054 $x9041)))
  2.5440 +(let (($x2488 (b_S_typed$ ?v0 ?v1)))
  2.5441 +(let (($x9060 (and $x2488 $x9057)))
  2.5442 +(let (($x9019 (b_S_thread_n_local$ ?v0 ?v1)))
  2.5443 +(= $x9019 $x9060))))))))))))))))))) :pattern ( (b_S_thread_n_local$ ?v0 ?v1) ) :qid k!583))
  2.5444 +))
  2.5445 +(let ((?x2769 (b_S_typemap$ ?1)))
  2.5446 +(let ((?x9020 (b_S_select_o_tm$ ?x2769 ?0)))
  2.5447 +(let ((?x9024 (b_S_ts_n_emb$ ?x9020)))
  2.5448 +(let (($x9035 (or (= (b_S_owner$ ?1 ?x9024) b_S_me$) (b_S_in_n_wrapped_n_domain$ ?1 ?x9024))))
  2.5449 +(let (($x9022 (b_S_ts_n_is_n_volatile$ ?x9020)))
  2.5450 +(let (($x9023 (not $x9022)))
  2.5451 +(let (($x9027 (or $x9023 (not (b_S_closed$ ?1 ?x9024)))))
  2.5452 +(let (($x19047 (or $x2294 (not $x9027) (= (b_S_kind_n_of$ (b_S_typ$ ?x9024)) b_S_kind_n_primitive$) (not $x9035))))
  2.5453 +(let (($x19056 (or (not $x19047) (not (or $x2249 (not (or $x2486 (b_S_in_n_wrapped_n_domain$ ?1 ?0))))))))
  2.5454 +(let (($x19064 (not (or $x9531 (not $x19056)))))
  2.5455 +(let (($x9019 (b_S_thread_n_local$ ?1 ?0)))
  2.5456 +(let (($x9041 (and $x2294 (or $x2486 (b_S_in_n_wrapped_n_domain$ ?1 ?0)))))
  2.5457 +(let (($x9054 (and $x2249 $x9027 (not (= (b_S_kind_n_of$ (b_S_typ$ ?x9024)) b_S_kind_n_primitive$)) $x9035)))
  2.5458 +(let (($x9057 (or $x9054 $x9041)))
  2.5459 +(let (($x9060 (and $x2488 $x9057)))
  2.5460 +(let (($x9063 (= $x9019 $x9060)))
  2.5461 +(let (($x19054 (= $x9041 (not (or $x2249 (not (or $x2486 (b_S_in_n_wrapped_n_domain$ ?1 ?0))))))))
  2.5462 +(let ((@x19058 (monotonicity (rewrite (= $x9054 (not $x19047))) (rewrite $x19054) (= $x9057 $x19056))))
  2.5463 +(let ((@x19068 (trans (monotonicity @x19058 (= $x9060 (and $x2488 $x19056))) (rewrite (= (and $x2488 $x19056) $x19064)) (= $x9060 $x19064))))
  2.5464 +(let ((@x19074 (quant-intro (monotonicity @x19068 (= $x9063 (= $x9019 $x19064))) (= $x9066 $x19072))))
  2.5465 +(let (($x9046 (forall ((?v0 B_S_state$) (?v1 B_S_ptr$) )(! (let (($x9039 (b_S_in_n_wrapped_n_domain$ ?v0 ?v1)))
  2.5466 +(let ((?x2484 (b_S_owner$ ?v0 ?v1)))
  2.5467 +(let (($x2486 (= ?x2484 b_S_me$)))
  2.5468 +(let (($x2249 (= (b_S_kind_n_of$ (b_S_typ$ ?v1)) b_S_kind_n_primitive$)))
  2.5469 +(let (($x2294 (not $x2249)))
  2.5470 +(let (($x9041 (and $x2294 (or $x2486 $x9039))))
  2.5471 +(let ((?x2769 (b_S_typemap$ ?v0)))
  2.5472 +(let ((?x9020 (b_S_select_o_tm$ ?x2769 ?v1)))
  2.5473 +(let ((?x9024 (b_S_ts_n_emb$ ?x9020)))
  2.5474 +(let (($x9035 (or (= (b_S_owner$ ?v0 ?x9024) b_S_me$) (b_S_in_n_wrapped_n_domain$ ?v0 ?x9024))))
  2.5475 +(let (($x9036 (and (not (= (b_S_kind_n_of$ (b_S_typ$ ?x9024)) b_S_kind_n_primitive$)) $x9035)))
  2.5476 +(let (($x9022 (b_S_ts_n_is_n_volatile$ ?x9020)))
  2.5477 +(let (($x9023 (not $x9022)))
  2.5478 +(let (($x9027 (or $x9023 (not (b_S_closed$ ?v0 ?x9024)))))
  2.5479 +(let (($x2488 (b_S_typed$ ?v0 ?v1)))
  2.5480 +(let (($x9043 (and $x2488 (or (and $x2249 (and $x9027 $x9036)) $x9041))))
  2.5481 +(let (($x9019 (b_S_thread_n_local$ ?v0 ?v1)))
  2.5482 +(= $x9019 $x9043)))))))))))))))))) :pattern ( (b_S_thread_n_local$ ?v0 ?v1) ) :qid k!583))
  2.5483 +))
  2.5484 +(let (($x9051 (forall ((?v0 B_S_state$) (?v1 B_S_ptr$) )(! (let (($x9039 (b_S_in_n_wrapped_n_domain$ ?v0 ?v1)))
  2.5485 +(let ((?x2484 (b_S_owner$ ?v0 ?v1)))
  2.5486 +(let (($x2486 (= ?x2484 b_S_me$)))
  2.5487 +(let (($x2249 (= (b_S_kind_n_of$ (b_S_typ$ ?v1)) b_S_kind_n_primitive$)))
  2.5488 +(let (($x2294 (not $x2249)))
  2.5489 +(let (($x9041 (and $x2294 (or $x2486 $x9039))))
  2.5490 +(let ((?x2769 (b_S_typemap$ ?v0)))
  2.5491 +(let ((?x9020 (b_S_select_o_tm$ ?x2769 ?v1)))
  2.5492 +(let ((?x9024 (b_S_ts_n_emb$ ?x9020)))
  2.5493 +(let (($x9035 (or (= (b_S_owner$ ?v0 ?x9024) b_S_me$) (b_S_in_n_wrapped_n_domain$ ?v0 ?x9024))))
  2.5494 +(let (($x9036 (and (not (= (b_S_kind_n_of$ (b_S_typ$ ?x9024)) b_S_kind_n_primitive$)) $x9035)))
  2.5495 +(let (($x9022 (b_S_ts_n_is_n_volatile$ ?x9020)))
  2.5496 +(let (($x9023 (not $x9022)))
  2.5497 +(let (($x9027 (or $x9023 (not (b_S_closed$ ?v0 ?x9024)))))
  2.5498 +(let (($x2488 (b_S_typed$ ?v0 ?v1)))
  2.5499 +(let (($x9043 (and $x2488 (or (and $x2249 (and $x9027 $x9036)) $x9041))))
  2.5500 +(let (($x9019 (b_S_thread_n_local$ ?v0 ?v1)))
  2.5501 +(= $x9019 $x9043)))))))))))))))))) :pattern ( (b_S_thread_n_local$ ?v0 ?v1) ) :qid k!583))
  2.5502 +))
  2.5503 +(let (($x9036 (and (not (= (b_S_kind_n_of$ (b_S_typ$ ?x9024)) b_S_kind_n_primitive$)) $x9035)))
  2.5504 +(let (($x9043 (and $x2488 (or (and $x2249 (and $x9027 $x9036)) $x9041))))
  2.5505 +(let (($x9048 (= $x9019 $x9043)))
  2.5506 +(let ((@x9059 (monotonicity (rewrite (= (and $x2249 (and $x9027 $x9036)) $x9054)) (= (or (and $x2249 (and $x9027 $x9036)) $x9041) $x9057))))
  2.5507 +(let ((@x9068 (quant-intro (monotonicity (monotonicity @x9059 (= $x9043 $x9060)) (= $x9048 $x9063)) (= $x9051 $x9066))))
  2.5508 +(let ((@x9070 (trans (quant-intro (rewrite (= (= $x9019 $x9043) $x9048)) (= $x9046 $x9051)) @x9068 (= $x9046 $x9066))))
  2.5509 +(let ((@x15111 (mp~ (mp (asserted $x9046) @x9070 $x9066) (nnf-pos (refl (~ $x9063 $x9063)) (~ $x9066 $x9066)) $x9066)))
  2.5510 +(let ((@x19075 (mp @x15111 @x19074 $x19072)))
  2.5511 +(let ((@x22884 (unit-resolution (def-axiom (or (not $x22466) $x10141 $x22464)) (hypothesis $x15511) (or (not $x22466) $x22464))))
  2.5512 +(let ((@x22831 (unit-resolution @x22884 (unit-resolution ((_ quant-inst v_b_S_s$ (b_S_idx$ ?x10078 0 b_T_T_u1$)) (or (not $x19072) $x22466)) @x19075 $x22466) $x22464)))
  2.5513 +(let ((@x23475 (unit-resolution (def-axiom (or $x22465 $x15505 $x22463)) (hypothesis $x10139) (or $x22465 $x22463))))
  2.5514 +(let ((@x22517 (unit-resolution (def-axiom (or (or $x22456 (not (or $x22436 (not $x22447)))) $x22455)) (unit-resolution @x23475 @x22831 $x22463) $x22455)))
  2.5515 +(let ((?x21472 (b_S_kind_n_of$ b_T_T_u1$)))
  2.5516 +(let (($x21473 (= ?x21472 b_S_kind_n_primitive$)))
  2.5517 +(let (($x21480 (= $x9768 $x21473)))
  2.5518 +(let (($x9891 (forall ((?v0 B_S_ctype$) )(! (let ((?x9849 (b_S_kind_n_of$ ?v0)))
  2.5519 +(let (($x9883 (= ?x9849 b_S_kind_n_primitive$)))
  2.5520 +(let (($x2704 (b_S_is_n_primitive$ ?v0)))
  2.5521 +(= $x2704 $x9883)))) :pattern ( (b_S_is_n_primitive$ ?v0) ) :qid k!664))
  2.5522 +))
  2.5523 +(let (($x9883 (= ?x9849 b_S_kind_n_primitive$)))
  2.5524 +(let (($x9888 (= $x2704 $x9883)))
  2.5525 +(let (($x9886 (forall ((?v0 B_S_ctype$) )(! (let ((?x9849 (b_S_kind_n_of$ ?v0)))
  2.5526 +(let (($x9883 (= ?x9849 b_S_kind_n_primitive$)))
  2.5527 +(let (($x2704 (b_S_is_n_primitive$ ?v0)))
  2.5528 +(= $x2704 $x9883)))) :pattern ( (b_S_is_n_primitive$ ?v0) ) :qid k!664))
  2.5529 +))
  2.5530 +(let ((@x9896 (mp (asserted $x9886) (quant-intro (rewrite (= (= $x2704 $x9883) $x9888)) (= $x9886 $x9891)) $x9891)))
  2.5531 +(let ((@x15456 (mp~ @x9896 (nnf-pos (refl (~ $x9888 $x9888)) (~ $x9891 $x9891)) $x9891)))
  2.5532 +(let (($x21224 (not $x9891)))
  2.5533 +(let (($x21483 (or $x21224 $x21480)))
  2.5534 +(let ((@x21484 ((_ quant-inst b_T_T_u1$) $x21483)))
  2.5535 +(let ((@x22996 (unit-resolution (def-axiom (or (not $x21480) $x21489 $x21473)) @x9769 (or (not $x21480) $x21473))))
  2.5536 +(let ((@x22988 (unit-resolution (def-axiom (or (not $x22522) $x15502 $x22515)) @x23411 (or (not $x22522) $x22515))))
  2.5537 +(let ((@x22744 (monotonicity (unit-resolution @x22988 (unit-resolution @x22534 @x19833 $x22522) $x22515) (= (b_S_kind_n_of$ ?x22514) ?x21472))))
  2.5538 +(let ((@x23400 (trans @x22744 (unit-resolution @x22996 (unit-resolution @x21484 @x15456 $x21480) $x21473) $x22436)))
  2.5539 +(let (($x22453 (or $x22451 (b_S_in_n_wrapped_n_domain$ v_b_S_s$ ?x22805))))
  2.5540 +(let ((@x23008 (unit-resolution (def-axiom (or $x22453 (not $x22451))) (hypothesis $x22451) $x22453)))
  2.5541 +(let ((@x23085 (unit-resolution (def-axiom (or $x22456 $x22427 $x22432 $x22810 (not $x22453))) (hypothesis $x22807) @x23008 (or $x22456 $x22427 $x22432))))
  2.5542 +(let ((@x22334 (def-axiom (or (or (not $x22602) (not (b_S_closed$ v_b_S_s$ ?x22805))) $x22602))))
  2.5543 +(let ((@x23029 (unit-resolution (def-axiom (or $x22603 (not $x22602))) (unit-resolution @x22334 (unit-resolution @x23085 @x23400 @x22517 $x22432) $x22602) $x22603)))
  2.5544 +(let ((@x23005 (unit-resolution (unit-resolution @x22512 @x18948 $x22366) (unit-resolution @x23561 (mp (hypothesis $x10136) @x23563 $x22317) @x22990 $x22318) $x22365)))
  2.5545 +(let ((@x23505 (unit-resolution @x23490 @x18670 @x9769 @x12041 @x12050 (mp (unit-resolution @x22487 @x23005 $x22344) @x23502 $x22596) @x23029 false)))
  2.5546 +(let ((@x24068 (unit-resolution (lemma @x23505 (or $x11221 $x22810 $x15505 $x10141 (not $x22451))) @x22508 (or $x22810 $x15505 $x10141 (not $x22451)))))
  2.5547 +(let ((@x24055 (unit-resolution @x24068 (unit-resolution @x23573 @x23969 $x22807) (unit-resolution (def-axiom (or $x22603 $x10139)) (lemma @x24453 $x22604) $x10139) @x24045 $x10141)))
  2.5548 +(let ((@x24059 (unit-resolution (def-axiom (or $x20119 $x15502 $x15511 $x20113)) @x23411 (or $x20119 $x15511 $x20113))))
  2.5549 +(let ((@x23997 (unit-resolution @x24059 @x24055 (unit-resolution (def-axiom (or $x20122 $x20116)) @x23983 $x20116) $x20113)))
  2.5550 +(let ((@x23272 (mp (hypothesis $x10145) (symm (commutativity (= $x10167 $x10145)) (= $x10145 $x10167)) $x10167)))
  2.5551 +(let ((@x24048 (unit-resolution (lemma (unit-resolution (hypothesis $x15548) @x23272 false) (or $x19724 $x10167)) (unit-resolution (def-axiom (or $x20110 $x10145)) @x23997 $x10145) $x10167)))
  2.5552 +(let ((@x24123 (unit-resolution (def-axiom (or $x20107 $x11385 $x20101)) (unit-resolution ((_ th-lemma arith farkas 1 1) (or $x11259 $x11382)) @x12041 $x11382) (or $x20107 $x20101))))
  2.5553 +(let ((@x24138 (unit-resolution @x24123 (unit-resolution (def-axiom (or $x20110 $x20104)) @x23997 $x20104) $x20101)))
  2.5554 +(let ((?x22963 (* (- 1) ?x10144)))
  2.5555 +(let ((?x22964 (+ v_b_L_H_max_G_0$ ?x22963)))
  2.5556 +(let (($x22965 (>= ?x22964 0)))
  2.5557 +(let ((@x24119 (unit-resolution ((_ th-lemma arith triangle-eq) (or $x19724 $x22965)) (unit-resolution (def-axiom (or $x20110 $x10145)) @x23997 $x10145) $x22965)))
  2.5558 +(let ((@x24012 (hypothesis $x19318)))
  2.5559 +(let ((@x24017 ((_ th-lemma arith eq-propagate 0 0) (unit-resolution (def-axiom (or $x19313 $x15523)) @x24012 $x15523) (unit-resolution (def-axiom (or $x19313 (not $x15525))) @x24012 (not $x15525)) (= ?v0!13 0))))
  2.5560 +(let ((@x24022 (symm (monotonicity (monotonicity @x24017 (= ?x15529 ?x10137)) (= ?x15530 ?x10144)) (= ?x10144 ?x15530))))
  2.5561 +(let ((@x24026 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not (= ?x10144 ?x15530)) (>= (+ ?x10144 ?x15531) 0))) @x24022 (>= (+ ?x10144 ?x15531) 0))))
  2.5562 +(let ((@x24027 ((_ th-lemma arith farkas 1 -1 1) @x24026 (unit-resolution (def-axiom (or $x19313 (not $x15533))) @x24012 (not $x15533)) (hypothesis $x22965) false)))
  2.5563 +(let ((@x24121 (unit-resolution (def-axiom (or $x20095 $x19318 $x20089)) (unit-resolution (lemma @x24027 (or $x19313 (not $x22965))) @x24119 $x19313) (unit-resolution (def-axiom (or $x20098 $x20092)) @x24138 $x20092) $x20089)))
  2.5564 +(let ((@x24141 (unit-resolution (def-axiom (or $x20083 $x11259 $x15548 $x20077)) @x12041 (or $x20083 $x15548 $x20077))))
  2.5565 +(let ((@x24113 (unit-resolution @x24141 (unit-resolution (def-axiom (or $x20086 $x20080)) @x24121 $x20080) @x24048 $x20077)))
  2.5566 +(let ((@x24140 (unit-resolution (def-axiom (or $x20074 $x11901)) @x24113 $x11901)))
  2.5567 +(let (($x23088 (= v_b_L_H_max_G_1$ v_b_S_result_G_0$)))
  2.5568 +(let ((@x9231 (asserted b_S_position_n_marker$)))
  2.5569 +(let ((@x23316 (unit-resolution (unit-resolution (def-axiom (or $x20059 $x15729 $x20053)) @x9231 (or $x20059 $x20053)) (unit-resolution (def-axiom (or $x20062 $x20056)) (hypothesis $x20065) $x20056) $x20053)))
  2.5570 +(let (($x23320 (or (not $x23088) (<= (+ v_b_L_H_max_G_1$ (* (- 1) v_b_S_result_G_0$)) 0))))
  2.5571 +(let ((@x23322 (unit-resolution ((_ th-lemma arith triangle-eq) $x23320) (symm (unit-resolution (def-axiom (or $x20050 $x10222)) @x23316 $x10222) $x23088) (<= (+ v_b_L_H_max_G_1$ (* (- 1) v_b_S_result_G_0$)) 0))))
  2.5572 +(let ((@x23180 (hypothesis $x11868)))
  2.5573 +(let ((@x23177 (trans (hypothesis $x10192) (symm (hypothesis $x10222) $x23088) (= ?x10191 v_b_S_result_G_0$))))
  2.5574 +(let (($x23140 (not (= ?x10191 v_b_S_result_G_0$))))
  2.5575 +(let (($x23145 (or $x20035 $x19501 $x19669 $x11867 $x23140)))
  2.5576 +(let (($x23036 (>= (+ v_b_SL_H_witness_G_0$ ?x11246) 0)))
  2.5577 +(let (($x23141 (or $x19501 $x19669 $x23036 $x23140)))
  2.5578 +(let (($x23146 (or $x20035 $x23141)))
  2.5579 +(let ((@x23042 (rewrite (= (+ v_b_SL_H_witness_G_0$ ?x11246) (+ ?x11246 v_b_SL_H_witness_G_0$)))))
  2.5580 +(let ((@x23045 (monotonicity @x23042 (= $x23036 (>= (+ ?x11246 v_b_SL_H_witness_G_0$) 0)))))
  2.5581 +(let ((@x23049 (trans @x23045 (rewrite (= (>= (+ ?x11246 v_b_SL_H_witness_G_0$) 0) $x11867)) (= $x23036 $x11867))))
  2.5582 +(let ((@x23150 (monotonicity (monotonicity @x23049 (= $x23141 (or $x19501 $x19669 $x11867 $x23140))) (= $x23146 (or $x20035 (or $x19501 $x19669 $x11867 $x23140))))))
  2.5583 +(let ((@x23154 (trans @x23150 (rewrite (= (or $x20035 (or $x19501 $x19669 $x11867 $x23140)) $x23145)) (= $x23146 $x23145))))
  2.5584 +(let ((@x23182 (unit-resolution (mp ((_ quant-inst v_b_SL_H_witness_G_0$) $x23146) @x23154 $x23145) (hypothesis $x13315) @x23180 (hypothesis $x11432) (hypothesis $x20030) @x23177 false)))
  2.5585 +(let ((@x23324 (unit-resolution (lemma @x23182 (or $x20035 $x19669 $x11867 $x19501 $x19674 $x19640)) (unit-resolution (def-axiom (or $x20050 $x10222)) @x23316 $x10222) @x23180 (hypothesis $x11432) (hypothesis $x10192) (hypothesis $x13315) $x20035)))
  2.5586 +(let ((@x23326 (unit-resolution (def-axiom (or $x20047 $x19580 $x20041)) (unit-resolution (def-axiom (or $x20038 $x20030)) @x23324 $x20038) (unit-resolution (def-axiom (or $x20050 $x20044)) @x23316 $x20044) $x19580)))
  2.5587 +(let (($x23188 (>= (+ v_b_L_H_max_G_1$ ?x16029) 0)))
  2.5588 +(let (($x23310 (or (not (<= (+ v_b_L_H_p_G_0$ (* (- 1) ?v0!15)) 0)) $x16009 $x11487)))
  2.5589 +(let ((@x23308 ((_ th-lemma arith farkas -1 1 1) (hypothesis $x16014) (hypothesis (<= (+ v_b_L_H_p_G_0$ (* (- 1) ?v0!15)) 0)) (hypothesis $x11486) false)))
  2.5590 +(let ((@x23330 (unit-resolution (lemma @x23308 $x23310) (unit-resolution (def-axiom (or $x19575 $x16014)) @x23326 $x16014) (unit-resolution (def-axiom (or $x20062 $x11486)) (hypothesis $x20065) $x11486) (not (<= (+ v_b_L_H_p_G_0$ (* (- 1) ?v0!15)) 0)))))
  2.5591 +(let ((@x23333 (hypothesis $x19898)))
  2.5592 +(let (($x23168 (<= (+ v_b_L_H_p_G_0$ (* (- 1) ?v0!15)) 0)))
  2.5593 +(let (($x23196 (or $x19903 $x19559 $x19560 $x23168 $x23188)))
  2.5594 +(let (($x23134 (<= (+ ?x15744 (* (- 1) v_b_L_H_max_G_1$)) 0)))
  2.5595 +(let (($x23114 (>= (+ ?v0!15 ?x11484) 0)))
  2.5596 +(let (($x23135 (or $x19559 $x19560 $x23114 $x23134)))
  2.5597 +(let (($x23197 (or $x19903 $x23135)))
  2.5598 +(let (($x23173 (= (+ ?x15744 (* (- 1) v_b_L_H_max_G_1$)) (+ (* (- 1) v_b_L_H_max_G_1$) ?x15744))))
  2.5599 +(let ((@x23186 (monotonicity (rewrite $x23173) (= $x23134 (<= (+ (* (- 1) v_b_L_H_max_G_1$) ?x15744) 0)))))
  2.5600 +(let ((@x23192 (trans @x23186 (rewrite (= (<= (+ (* (- 1) v_b_L_H_max_G_1$) ?x15744) 0) $x23188)) (= $x23134 $x23188))))
  2.5601 +(let ((@x23166 (monotonicity (rewrite (= (+ ?v0!15 ?x11484) (+ ?x11484 ?v0!15))) (= $x23114 (>= (+ ?x11484 ?v0!15) 0)))))
  2.5602 +(let ((@x23171 (trans @x23166 (rewrite (= (>= (+ ?x11484 ?v0!15) 0) $x23168)) (= $x23114 $x23168))))
  2.5603 +(let ((@x23201 (monotonicity (monotonicity @x23171 @x23192 (= $x23135 (or $x19559 $x19560 $x23168 $x23188))) (= $x23197 (or $x19903 (or $x19559 $x19560 $x23168 $x23188))))))
  2.5604 +(let ((@x23205 (trans @x23201 (rewrite (= (or $x19903 (or $x19559 $x19560 $x23168 $x23188)) $x23196)) (= $x23197 $x23196))))
  2.5605 +(let ((@x23335 (unit-resolution (mp ((_ quant-inst ?v0!15) $x23197) @x23205 $x23196) @x23333 (unit-resolution (def-axiom (or $x19575 $x15736)) @x23326 $x15736) (unit-resolution (def-axiom (or $x19575 $x15737)) @x23326 $x15737) (or $x23168 $x23188))))
  2.5606 +(let ((@x23337 ((_ th-lemma arith farkas -1 1 1) (unit-resolution @x23335 @x23330 $x23188) (unit-resolution (def-axiom (or $x19575 (not $x16031))) @x23326 (not $x16031)) @x23322 false)))
  2.5607 +(let ((@x24129 (unit-resolution (lemma @x23337 (or $x20062 $x19903 $x11867 $x19501 $x19674 $x19669)) (unit-resolution (def-axiom (or $x20074 $x19898)) @x24113 $x19898) (unit-resolution (def-axiom (or $x20074 $x11868)) @x24113 $x11868) (unit-resolution (def-axiom (or $x20074 $x11432)) @x24113 $x11432) (unit-resolution (def-axiom (or $x20074 $x10192)) @x24113 $x10192) (unit-resolution (def-axiom (or $x20074 $x13315)) @x24113 $x13315) $x20062)))
  2.5608 +(let ((@x20858 (def-axiom (or $x20071 $x20019 $x20065))))
  2.5609 +(let ((@x24135 (unit-resolution @x20858 (unit-resolution (def-axiom (or $x20074 $x20068)) @x24113 $x20068) @x24129 $x20019)))
  2.5610 +(let ((@x24136 (unit-resolution (def-axiom (or $x20016 $x11487)) @x24135 $x11487)))
  2.5611 +(let ((@x23427 (hypothesis $x11487)))
  2.5612 +(let (($x24307 (or $x23587 $x23539 $x19670 $x11486 $x24616)))
  2.5613 +(let (($x23367 (>= (+ v_b_L_H_p_G_0$ ?x11246) 0)))
  2.5614 +(let (($x24617 (or $x23539 $x19670 $x23367 $x24616)))
  2.5615 +(let (($x24303 (or $x23587 $x24617)))
  2.5616 +(let ((@x23377 (monotonicity (rewrite (= (+ v_b_L_H_p_G_0$ ?x11246) (+ ?x11246 v_b_L_H_p_G_0$))) (= $x23367 (>= (+ ?x11246 v_b_L_H_p_G_0$) 0)))))
  2.5617 +(let ((@x23381 (trans @x23377 (rewrite (= (>= (+ ?x11246 v_b_L_H_p_G_0$) 0) $x11486)) (= $x23367 $x11486))))
  2.5618 +(let ((@x24641 (monotonicity (monotonicity @x23381 (= $x24617 (or $x23539 $x19670 $x11486 $x24616))) (= $x24303 (or $x23587 (or $x23539 $x19670 $x11486 $x24616))))))
  2.5619 +(let ((@x24645 (trans @x24641 (rewrite (= (or $x23587 (or $x23539 $x19670 $x11486 $x24616)) $x24307)) (= $x24303 $x24307))))
  2.5620 +(let ((@x24637 (unit-resolution (mp ((_ quant-inst v_b_S_s$ v_b_P_H_arr$ b_T_T_u1$ v_b_P_H_len$ v_b_L_H_p_G_0$) $x24303) @x24645 $x24307) @x17967 (hypothesis $x11901) @x23427 @x23608 (hypothesis $x24615) false)))
  2.5621 +(let ((@x24149 (unit-resolution (def-axiom (or $x24615 $x24606)) (unit-resolution (lemma @x24637 (or $x24616 $x19670 $x11486)) @x24136 @x24140 $x24616) $x24606)))
  2.5622 +(let ((?x24147 (b_S_ref$ ?x10320)))
  2.5623 +(let ((?x24169 (b_S_ptr$ b_T_T_u1$ ?x24147)))
  2.5624 +(let ((?x24320 (b_S_select_o_tm$ ?x10272 ?x24169)))
  2.5625 +(let ((?x24323 (b_S_ts_n_emb$ ?x24320)))
  2.5626 +(let ((?x24331 (b_S_owner$ v_b_S_s$ ?x24323)))
  2.5627 +(let (($x24332 (= ?x24331 b_S_me$)))
  2.5628 +(let (($x24385 (not $x24332)))
  2.5629 +(let ((?x23162 (b_S_select_o_tm$ ?x10272 ?x10320)))
  2.5630 +(let (($x23368 (b_S_ts_n_is_n_volatile$ ?x23162)))
  2.5631 +(let (($x23369 (or $x15593 $x23368)))
  2.5632 +(let (($x23370 (not $x23369)))
  2.5633 +(let (($x23385 (or $x22629 $x19677 $x21489 $x22597 $x19670 $x11486 $x23370)))
  2.5634 +(let (($x23371 (or $x19677 $x21489 $x22597 $x19670 $x23367 $x23370)))
  2.5635 +(let (($x23386 (or $x22629 $x23371)))
  2.5636 +(let ((@x23390 (monotonicity (monotonicity @x23381 (= $x23371 (or $x19677 $x21489 $x22597 $x19670 $x11486 $x23370))) (= $x23386 (or $x22629 (or $x19677 $x21489 $x22597 $x19670 $x11486 $x23370))))))
  2.5637 +(let ((@x23394 (trans @x23390 (rewrite (= (or $x22629 (or $x19677 $x21489 $x22597 $x19670 $x11486 $x23370)) $x23385)) (= $x23386 $x23385))))
  2.5638 +(let ((@x23429 (unit-resolution (mp ((_ quant-inst v_b_S_s$ v_b_P_H_arr$ (b_S_ptr$ ?x10076 ?x21014) v_b_P_H_len$ v_b_L_H_p_G_0$ b_T_T_u1$) $x23386) @x23394 $x23385) @x18670 @x9769 @x12050 (hypothesis $x11901) @x23427 (hypothesis $x22596) (hypothesis $x23369) false)))
  2.5639 +(let ((@x24150 (unit-resolution (lemma @x23429 (or $x23370 $x19670 $x11486 $x22597)) (mp (unit-resolution @x22487 @x24112 $x22344) @x23502 $x22596) (or $x23370 $x19670 $x11486))))
  2.5640 +(let ((@x24176 (unit-resolution (def-axiom (or $x23369 $x10322)) (unit-resolution @x24150 @x24136 @x24140 $x23370) $x10322)))
  2.5641 +(let ((?x23294 (b_S_typ$ ?x10320)))
  2.5642 +(let (($x23295 (= ?x23294 b_T_T_u1$)))
  2.5643 +(let ((?x23287 (* ?x10045 v_b_L_H_p_G_0$)))
  2.5644 +(let ((?x22911 (b_S_ref$ ?x22505)))
  2.5645 +(let ((?x23291 (+ ?x22911 ?x23287)))
  2.5646 +(let ((?x23296 (b_S_ptr$ b_T_T_u1$ ?x23291)))
  2.5647 +(let ((?x23403 (b_S_typ$ ?x23296)))
  2.5648 +(let (($x23404 (= ?x23403 b_T_T_u1$)))
  2.5649 +(let ((?x23276 (b_S_idx$ ?x22505 v_b_L_H_p_G_0$ b_T_T_u1$)))
  2.5650 +(let (($x23115 (= ?x23276 ?x23296)))
  2.5651 +(let (($x23222 (or (not (b_S_extent_n_hint$ ?x23276 ?x22505)) (not $x23115))))
  2.5652 +(let (($x23225 (not $x23222)))
  2.5653 +(let (($x23355 (or $x22568 $x23225)))
  2.5654 +(let (($x23293 (not (= ?x23276 (b_S_ptr$ b_T_T_u1$ (+ ?x22911 (* v_b_L_H_p_G_0$ ?x10045)))))))
  2.5655 +(let (($x23289 (not (or (not (b_S_extent_n_hint$ ?x23276 ?x22505)) $x23293))))
  2.5656 +(let (($x23129 (= (= ?x23276 (b_S_ptr$ b_T_T_u1$ (+ ?x22911 (* v_b_L_H_p_G_0$ ?x10045)))) $x23115)))
  2.5657 +(let ((@x23250 (rewrite (= (* v_b_L_H_p_G_0$ ?x10045) ?x23287))))
  2.5658 +(let ((@x23130 (monotonicity (monotonicity @x23250 (= (+ ?x22911 (* v_b_L_H_p_G_0$ ?x10045)) ?x23291)) (= (b_S_ptr$ b_T_T_u1$ (+ ?x22911 (* v_b_L_H_p_G_0$ ?x10045))) ?x23296))))
  2.5659 +(let ((@x23224 (monotonicity (monotonicity (monotonicity @x23130 $x23129) (= $x23293 (not $x23115))) (= (or (not (b_S_extent_n_hint$ ?x23276 ?x22505)) $x23293) $x23222))))
  2.5660 +(let ((@x23359 (monotonicity (monotonicity @x23224 (= $x23289 $x23225)) (= (or $x22568 $x23289) $x23355))))
  2.5661 +(let ((@x23348 (mp ((_ quant-inst (b_S_ptr$ b_T_T_u1$ ?x22485) v_b_L_H_p_G_0$ b_T_T_u1$) (or $x22568 $x23289)) (trans @x23359 (rewrite (= $x23355 $x23355)) (= (or $x22568 $x23289) $x23355)) $x23355)))
  2.5662 +(let ((@x23441 (unit-resolution (def-axiom (or $x23222 $x23115)) (unit-resolution @x23348 @x18183 $x23225) $x23115)))
  2.5663 +(let ((@x23457 (monotonicity (trans (trans @x23449 @x23451 (= ?x10078 ?x10137)) @x23442 (= ?x10078 ?x22505)) (= ?x10320 ?x23276))))
  2.5664 +(let ((@x23462 (trans (monotonicity (trans @x23457 @x23441 (= ?x10320 ?x23296)) (= ?x23294 ?x23403)) (unit-resolution ((_ quant-inst b_T_T_u1$ (+ ?x22911 ?x23287)) (or $x21147 $x23404)) @x19846 $x23404) $x23295)))
  2.5665 +(let (($x23298 (not $x23295)))
  2.5666 +(let (($x23297 (= $x10321 $x23295)))
  2.5667 +(let ((@x23437 (unit-resolution (def-axiom (or (not $x23297) $x10321 $x23298)) (hypothesis $x15590) (or (not $x23297) $x23298))))
  2.5668 +(let ((@x23438 (unit-resolution @x23437 (unit-resolution ((_ quant-inst (b_S_idx$ ?x10078 v_b_L_H_p_G_0$ b_T_T_u1$) b_T_T_u1$) (or $x22002 $x23297)) @x19833 $x23297) $x23298)))
  2.5669 +(let ((@x24166 (unit-resolution (lemma (unit-resolution @x23438 @x23462 false) (or $x10321 (not $x22506))) @x23969 $x10321)))
  2.5670 +(let (($x23397 (not $x23368)))
  2.5671 +(let ((@x24155 (unit-resolution (def-axiom (or $x23369 $x23397)) (unit-resolution @x24150 @x24136 @x24140 $x23370) $x23397)))
  2.5672 +(let (($x13277 (<= v_b_P_H_len$ 4294967295)))
  2.5673 +(let ((@x13276 (monotonicity (monotonicity @x6446 (= (+ b_S_max_o_u4$ ?x11246) (+ 4294967295 ?x11246))) (= $x11245 (>= (+ 4294967295 ?x11246) 0)))))
  2.5674 +(let ((@x13281 (trans @x13276 (rewrite (= (>= (+ 4294967295 ?x11246) 0) $x13277)) (= $x11245 $x13277))))
  2.5675 +(let ((@x13282 (mp (and-elim @x12033 $x11245) @x13281 $x13277)))
  2.5676 +(let ((@x24996 (unit-resolution ((_ th-lemma arith assign-bounds 1 -1) (or $x13353 (not $x13277) $x11486)) @x13282 (or $x13353 $x11486))))
  2.5677 +(let ((@x24971 (hypothesis $x11570)))
  2.5678 +(let ((@x25230 (hypothesis $x10322)))
  2.5679 +(let ((@x24666 (hypothesis $x10321)))
  2.5680 +(let ((@x25234 (unit-resolution @x20858 (unit-resolution (def-axiom (or $x20074 $x20068)) (hypothesis $x20077) $x20068) (unit-resolution (def-axiom (or $x20062 $x11486)) @x23427 $x20062) $x20019)))
  2.5681 +(let ((@x20784 (def-axiom (or $x20013 $x15590 $x15593 $x20007))))
  2.5682 +(let ((@x25236 (unit-resolution @x20784 (unit-resolution (def-axiom (or $x20016 $x20010)) @x25234 $x20010) @x24666 @x25230 $x20007)))
  2.5683 +(let (($x24170 (= ?x10320 ?x24169)))
  2.5684 +(let ((@x24159 (mp ((_ quant-inst (b_S_idx$ ?x10078 v_b_L_H_p_G_0$ b_T_T_u1$) b_T_T_u1$) (or $x21994 (or $x15590 $x24170))) (rewrite (= (or $x21994 (or $x15590 $x24170)) (or $x21994 $x15590 $x24170))) (or $x21994 $x15590 $x24170))))
  2.5685 +(let ((@x25240 (unit-resolution (def-axiom (or (not $x23297) $x15590 $x23295)) @x24666 (or (not $x23297) $x23295))))
  2.5686 +(let ((@x25241 (unit-resolution @x25240 (unit-resolution ((_ quant-inst (b_S_idx$ ?x10078 v_b_L_H_p_G_0$ b_T_T_u1$) b_T_T_u1$) (or $x22002 $x23297)) @x19833 $x23297) $x23295)))
  2.5687 +(let (($x24314 (b_S_typed$ v_b_S_s$ ?x24169)))
  2.5688 +(let ((@x25244 (mp @x25230 (monotonicity (unit-resolution @x24159 @x15336 @x24666 $x24170) (= $x10322 $x24314)) $x24314)))
  2.5689 +(let (($x24341 (or (= (b_S_owner$ v_b_S_s$ ?x24169) b_S_me$) (b_S_in_n_wrapped_n_domain$ v_b_S_s$ ?x24169))))
  2.5690 +(let (($x24318 (= (b_S_kind_n_of$ (b_S_typ$ ?x24169)) b_S_kind_n_primitive$)))
  2.5691 +(let (($x24330 (= (b_S_kind_n_of$ (b_S_typ$ ?x24323)) b_S_kind_n_primitive$)))
  2.5692 +(let (($x24321 (b_S_ts_n_is_n_volatile$ ?x24320)))
  2.5693 +(let (($x24322 (not $x24321)))
  2.5694 +(let (($x24326 (or $x24322 (not (b_S_closed$ v_b_S_s$ ?x24323)))))
  2.5695 +(let (($x24327 (not $x24326)))
  2.5696 +(let (($x24319 (not $x24318)))
  2.5697 +(let (($x24336 (or $x24319 $x24327 $x24330 (not (or $x24332 (b_S_in_n_wrapped_n_domain$ v_b_S_s$ ?x24323))))))
  2.5698 +(let (($x24337 (not $x24336)))
  2.5699 +(let (($x24346 (not (or $x24337 (not (or $x24318 (not $x24341)))))))
  2.5700 +(let (($x24315 (not $x24314)))
  2.5701 +(let (($x24347 (or $x24315 $x24346)))
  2.5702 +(let (($x24348 (not $x24347)))
  2.5703 +(let (($x24313 (b_S_thread_n_local$ v_b_S_s$ ?x24169)))
  2.5704 +(let (($x24349 (= $x24313 $x24348)))
  2.5705 +(let ((@x24281 (symm (monotonicity (symm (hypothesis $x24170) (= ?x24169 ?x10320)) (= $x24313 $x10324)) (= $x10324 $x24313))))
  2.5706 +(let ((@x24575 (mp (hypothesis $x15599) (monotonicity @x24281 (= $x15599 (not $x24313))) (not $x24313))))
  2.5707 +(let ((@x24566 (unit-resolution (def-axiom (or (not $x24349) $x24313 $x24347)) @x24575 (unit-resolution ((_ quant-inst v_b_S_s$ (b_S_ptr$ b_T_T_u1$ ?x24147)) (or (not $x19072) $x24349)) @x19075 $x24349) $x24347)))
  2.5708 +(let ((@x24590 (unit-resolution (def-axiom (or $x24348 $x24315 $x24346)) (hypothesis $x24314) (or $x24348 $x24346))))
  2.5709 +(let ((@x24603 (monotonicity (symm (hypothesis $x24170) (= ?x24169 ?x10320)) (= (b_S_typ$ ?x24169) ?x23294))))
  2.5710 +(let ((@x24647 (monotonicity (trans @x24603 (hypothesis $x23295) (= (b_S_typ$ ?x24169) b_T_T_u1$)) (= (b_S_kind_n_of$ (b_S_typ$ ?x24169)) ?x21472))))
  2.5711 +(let ((@x24650 (trans @x24647 (unit-resolution @x22996 (unit-resolution @x21484 @x15456 $x21480) $x21473) $x24318)))
  2.5712 +(let ((@x24633 (monotonicity (symm (monotonicity (hypothesis $x24170) (= ?x23162 ?x24320)) (= ?x24320 ?x23162)) (= $x24321 $x23368))))
  2.5713 +(let ((@x24657 (mp (hypothesis $x23397) (monotonicity (symm @x24633 (= $x23368 $x24321)) (= $x23397 $x24322)) $x24322)))
  2.5714 +(let (($x24333 (b_S_in_n_wrapped_n_domain$ v_b_S_s$ ?x24323)))
  2.5715 +(let (($x24334 (or $x24332 $x24333)))
  2.5716 +(let ((?x24328 (b_S_typ$ ?x24323)))
  2.5717 +(let (($x24480 (b_S_is_n_non_n_primitive$ ?x24328)))
  2.5718 +(let (($x24481 (not $x24480)))
  2.5719 +(let (($x24364 (or $x24330 $x24481)))
  2.5720 +(let (($x24365 (not $x24364)))
  2.5721 +(let ((@x24467 (unit-resolution ((_ quant-inst (b_S_select_o_tm$ ?x10272 ?x24169)) (or (not $x19234) $x24365)) @x19237 (hypothesis $x24364) false)))
  2.5722 +(let ((@x24663 (unit-resolution (def-axiom (or $x24364 (not $x24330))) (lemma @x24467 $x24365) (not $x24330))))
  2.5723 +(let ((@x24661 (unit-resolution (def-axiom (or $x24337 $x24319 $x24327 $x24330 (not $x24334))) @x24663 (unit-resolution (def-axiom (or $x24334 $x24385)) (hypothesis $x24332) $x24334) (or $x24337 $x24319 $x24327))))
  2.5724 +(let ((@x24785 (unit-resolution @x24661 (unit-resolution (def-axiom (or $x24326 $x24321)) @x24657 $x24326) @x24650 $x24337)))
  2.5725 +(let ((@x24756 (unit-resolution (def-axiom (or (or $x24337 (not (or $x24318 (not $x24341)))) $x24336)) @x24785 (unit-resolution @x24590 @x24566 $x24346) false)))
  2.5726 +(let ((@x25245 (unit-resolution (lemma @x24756 (or $x10324 $x24315 $x23298 (not $x24170) $x23368 $x24385)) @x25244 @x25241 (unit-resolution @x24159 @x15336 @x24666 $x24170) (hypothesis $x23397) (hypothesis $x24332) $x10324)))
  2.5727 +(let ((@x20768 (def-axiom (or $x20001 $x15590 $x15599 $x19995))))
  2.5728 +(let ((@x25246 (unit-resolution @x20768 @x25245 @x24666 (unit-resolution (def-axiom (or $x20004 $x19998)) @x25236 $x19998) $x19995)))
  2.5729 +(let ((@x20758 (def-axiom (or $x19992 $x19986))))
  2.5730 +(let ((@x20662 (def-axiom (or $x19947 $x15611 $x15614 $x19941))))
  2.5731 +(let ((@x24977 (unit-resolution @x20662 (unit-resolution (def-axiom (or $x19950 $x19944)) (hypothesis $x19953) $x19944) @x24971 (unit-resolution @x24996 @x23427 $x13353) $x19941)))
  2.5732 +(let ((@x20652 (def-axiom (or $x19938 $x19932))))
  2.5733 +(let (($x20596 (>= ?x11582 (- 1))))
  2.5734 +(let ((@x24640 (unit-resolution ((_ th-lemma arith triangle-eq) (or $x19452 $x20596)) (unit-resolution (def-axiom (or $x19938 $x11580)) @x24977 $x11580) $x20596)))
  2.5735 +(let ((?x11631 (* (- 1) v_b_L_H_max_G_3$)))
  2.5736 +(let ((?x20720 (+ v_b_L_H_max_G_1$ ?x11631)))
  2.5737 +(let (($x20721 (<= ?x20720 0)))
  2.5738 +(let ((?x24669 (+ ?x10327 ?x11631)))
  2.5739 +(let (($x24665 (<= ?x24669 0)))
  2.5740 +(let (($x24691 (= ?x10327 v_b_L_H_max_G_3$)))
  2.5741 +(let ((@x24748 (trans (monotonicity (hypothesis $x10338) (= $x24691 (= ?x10327 v_b_L_H_max_G_2$))) (commutativity (= (= ?x10327 v_b_L_H_max_G_2$) $x10333)) (= $x24691 $x10333))))
  2.5742 +(let ((@x24239 (unit-resolution (hypothesis (not $x24691)) (mp (hypothesis $x10333) (symm @x24748 (= $x10333 $x24691)) $x24691) false)))
  2.5743 +(let ((@x24667 (unit-resolution (lemma @x24239 (or $x24691 $x19469 $x19472)) (unit-resolution (def-axiom (or $x19950 $x10333)) (hypothesis $x19953) $x10333) (unit-resolution (def-axiom (or $x19950 $x10338)) (hypothesis $x19953) $x10338) $x24691)))
  2.5744 +(let ((@x24699 (unit-resolution @x20768 (unit-resolution (def-axiom (or $x19950 $x10324)) (hypothesis $x19953) $x10324) @x24666 (hypothesis $x19998) $x19995)))
  2.5745 +(let (($x20719 (= v_b_L_H_max_G_1$ v_b_L_H_max_G_3$)))
  2.5746 +(let ((@x22521 (hypothesis $x24665)))
  2.5747 +(let (($x20722 (>= ?x20720 0)))
  2.5748 +(let ((@x24987 (unit-resolution ((_ th-lemma arith farkas 1 1) (or $x20722 $x20721)) (hypothesis (not $x20721)) $x20722)))
  2.5749 +(let ((@x25026 (lemma ((_ th-lemma arith farkas 1 1 1) (hypothesis $x11515) (hypothesis $x20722) @x22521 false) (or $x11516 (not $x20722) (not $x24665)))))
  2.5750 +(let ((@x25004 (unit-resolution (def-axiom (or $x19974 $x11515)) (unit-resolution @x25026 @x24987 @x22521 $x11516) $x19974)))
  2.5751 +(let ((@x20748 (def-axiom (or $x19989 $x19977 $x19983))))
  2.5752 +(let ((@x20732 (def-axiom (or $x19980 $x10391))))
  2.5753 +(let ((@x24978 (unit-resolution @x20732 (unit-resolution @x20748 @x25004 (hypothesis $x19986) $x19983) $x10391)))
  2.5754 +(let ((@x25028 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x20719) $x20721)) (hypothesis (not $x20721)) (not $x20719))))
  2.5755 +(let ((@x24992 (unit-resolution @x25028 (mp @x24978 (symm (commutativity (= $x20719 $x10391)) (= $x10391 $x20719)) $x20719) false)))
  2.5756 +(let ((@x24755 (unit-resolution (lemma @x24992 (or $x20721 $x19989 (not $x24665))) (unit-resolution @x20758 @x24699 $x19986) (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x24691) $x24665)) @x24667 $x24665) $x20721)))
  2.5757 +(let ((@x24801 (monotonicity (monotonicity (hypothesis $x10340) (= ?x10372 ?x10320)) (= ?x10373 ?x10327))))
  2.5758 +(let ((@x24798 (trans @x24801 (symm (hypothesis $x10333) (= ?x10327 v_b_L_H_max_G_2$)) (= ?x10373 v_b_L_H_max_G_2$))))
  2.5759 +(let ((@x24758 (trans @x24798 (symm (hypothesis $x10338) (= v_b_L_H_max_G_2$ v_b_L_H_max_G_3$)) $x10374)))
  2.5760 +(let ((@x24760 (lemma (unit-resolution (hypothesis $x19411) @x24758 false) (or $x10374 $x19472 $x19469 $x19473))))
  2.5761 +(let ((@x25092 (unit-resolution @x24760 (unit-resolution (def-axiom (or $x19950 $x10338)) (hypothesis $x19953) $x10338) (unit-resolution (def-axiom (or $x19950 $x10333)) (hypothesis $x19953) $x10333) (unit-resolution (def-axiom (or $x19950 $x10340)) (hypothesis $x19953) $x10340) $x10374)))
  2.5762 +(let ((?x11645 (* (- 1) v_b_SL_H_witness_G_1$)))
  2.5763 +(let ((?x24983 (+ v_b_L_H_p_G_0$ ?x11645)))
  2.5764 +(let (($x24986 (>= ?x24983 0)))
  2.5765 +(let (($x25036 (= v_b_L_H_p_G_0$ v_b_SL_H_witness_G_1$)))
  2.5766 +(let ((@x24772 (mp (hypothesis $x10340) (symm (commutativity (= $x25036 $x10340)) (= $x10340 $x25036)) $x25036)))
  2.5767 +(let ((@x25067 (lemma (unit-resolution (hypothesis (not $x25036)) @x24772 false) (or $x25036 $x19473))))
  2.5768 +(let ((@x25089 (unit-resolution @x25067 (unit-resolution (def-axiom (or $x19950 $x10340)) (hypothesis $x19953) $x10340) $x25036)))
  2.5769 +(let ((@x25136 (lemma ((_ th-lemma arith farkas 1 -1 1) (hypothesis $x24986) (hypothesis $x11647) @x23427 false) (or (not $x24986) $x11648 $x11486))))
  2.5770 +(let ((@x25093 (unit-resolution @x25136 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x25036) $x24986)) @x25089 $x24986) @x23427 $x11648)))
  2.5771 +(let ((@x20614 (def-axiom (or $x19413 $x11647 $x19411))))
  2.5772 +(let ((@x20618 (def-axiom (or $x19914 $x19412))))
  2.5773 +(let ((?x15869 (* (- 1) ?v0!14)))
  2.5774 +(let ((?x24928 (+ v_b_L_H_p_G_0$ ?x15869)))
  2.5775 +(let (($x25152 (>= ?x24928 0)))
  2.5776 +(let (($x25082 (not $x25152)))
  2.5777 +(let (($x25159 (= v_b_L_H_p_G_0$ ?v0!14)))
  2.5778 +(let (($x25184 (not $x25159)))
  2.5779 +(let (($x25165 (= ?x10327 ?x15634)))
  2.5780 +(let (($x25169 (not $x25165)))
  2.5781 +(let ((?x23824 (+ ?x10327 ?x15891)))
  2.5782 +(let (($x23830 (>= ?x23824 0)))
  2.5783 +(let (($x23816 (not $x23830)))
  2.5784 +(let ((@x23818 (hypothesis (not $x15893))))
  2.5785 +(let ((@x23838 (lemma ((_ th-lemma arith farkas -1 -1 1) @x22521 @x23818 (hypothesis $x23830) false) (or $x23816 (not $x24665) $x15893))))
  2.5786 +(let ((@x25123 (unit-resolution ((_ th-lemma arith triangle-eq) (or $x25169 $x23830)) (unit-resolution @x23838 @x22521 @x23818 $x23816) $x25169)))
  2.5787 +(let ((@x25179 (monotonicity (symm (hypothesis $x25159) (= ?v0!14 v_b_L_H_p_G_0$)) (= ?x15633 ?x10320))))
  2.5788 +(let ((@x25183 (unit-resolution (hypothesis $x25169) (symm (monotonicity @x25179 (= ?x15634 ?x10327)) $x25165) false)))
  2.5789 +(let (($x24929 (<= ?x24928 0)))
  2.5790 +(let (($x24941 (>= (+ v_b_L_H_max_G_1$ ?x15891) 0)))
  2.5791 +(let (($x23835 (not $x24941)))
  2.5792 +(let ((@x25078 (unit-resolution ((_ th-lemma arith assign-bounds 1 1) (or $x23835 $x15893 (not $x20721))) (hypothesis $x20721) @x23818 $x23835)))
  2.5793 +(let ((@x25066 (hypothesis $x20596)))
  2.5794 +(let ((@x23813 ((_ th-lemma arith assign-bounds -1 -1) (or $x11608 $x11486 (not $x20596)))))
  2.5795 +(let ((@x20638 (def-axiom (or $x19935 $x11612 $x19929))))
  2.5796 +(let ((@x25144 (unit-resolution @x20638 (unit-resolution @x23813 @x25066 @x23427 $x11608) (hypothesis $x19932) $x19929)))
  2.5797 +(let ((@x20630 (def-axiom (or $x19926 $x19920))))
  2.5798 +(let ((@x20626 (def-axiom (or $x19923 $x19386 $x19917))))
  2.5799 +(let ((@x25132 (unit-resolution @x20626 (unit-resolution @x20630 @x25144 $x19920) (hypothesis $x19914) $x19386)))
  2.5800 +(let (($x24949 (or $x19903 $x19365 $x19366 $x24929 $x24941)))
  2.5801 +(let (($x24778 (<= (+ ?x15634 (* (- 1) v_b_L_H_max_G_1$)) 0)))
  2.5802 +(let (($x24909 (>= (+ ?v0!14 ?x11484) 0)))
  2.5803 +(let (($x24784 (or $x19365 $x19366 $x24909 $x24778)))
  2.5804 +(let (($x24950 (or $x19903 $x24784)))
  2.5805 +(let (($x24935 (= (+ ?x15634 (* (- 1) v_b_L_H_max_G_1$)) (+ (* (- 1) v_b_L_H_max_G_1$) ?x15634))))
  2.5806 +(let ((@x24939 (monotonicity (rewrite $x24935) (= $x24778 (<= (+ (* (- 1) v_b_L_H_max_G_1$) ?x15634) 0)))))
  2.5807 +(let ((@x24945 (trans @x24939 (rewrite (= (<= (+ (* (- 1) v_b_L_H_max_G_1$) ?x15634) 0) $x24941)) (= $x24778 $x24941))))
  2.5808 +(let ((@x24905 (monotonicity (rewrite (= (+ ?v0!14 ?x11484) (+ ?x11484 ?v0!14))) (= $x24909 (>= (+ ?x11484 ?v0!14) 0)))))
  2.5809 +(let ((@x24933 (trans @x24905 (rewrite (= (>= (+ ?x11484 ?v0!14) 0) $x24929)) (= $x24909 $x24929))))
  2.5810 +(let ((@x24954 (monotonicity (monotonicity @x24933 @x24945 (= $x24784 (or $x19365 $x19366 $x24929 $x24941))) (= $x24950 (or $x19903 (or $x19365 $x19366 $x24929 $x24941))))))
  2.5811 +(let ((@x24958 (trans @x24954 (rewrite (= (or $x19903 (or $x19365 $x19366 $x24929 $x24941)) $x24949)) (= $x24950 $x24949))))
  2.5812 +(let ((@x23833 (unit-resolution (mp ((_ quant-inst ?v0!14) $x24950) @x24958 $x24949) @x23333 (unit-resolution (def-axiom (or $x19381 $x15626)) @x25132 $x15626) (unit-resolution (def-axiom (or $x19381 $x15627)) @x25132 $x15627) (or $x24929 $x24941))))
  2.5813 +(let ((@x25097 (unit-resolution ((_ th-lemma arith triangle-eq) (or $x25159 (not $x24929) $x25082)) (unit-resolution @x23833 @x25078 $x24929) (or $x25159 $x25082))))
  2.5814 +(let ((@x25098 (unit-resolution @x25097 (unit-resolution (lemma @x25183 (or $x25184 $x25165)) @x25123 $x25184) $x25082)))
  2.5815 +(let ((@x25100 ((_ th-lemma arith farkas -1 -1 1) (unit-resolution (def-axiom (or $x19381 $x15876)) @x25132 $x15876) @x25066 @x25098 false)))
  2.5816 +(let ((@x25087 (lemma @x25100 (or (not $x24665) (not $x20596) $x15893 $x19903 (not $x20721) $x19917 $x19935 $x11486))))
  2.5817 +(let ((@x25104 (unit-resolution @x25087 (unit-resolution @x20618 (unit-resolution @x20614 @x25093 @x25092 $x19413) $x19914) (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x24691) $x24665)) @x24667 $x24665) @x23333 @x24755 @x24640 (unit-resolution @x20652 @x24977 $x19932) @x23427 $x15893)))
  2.5818 +(let ((@x25102 (unit-resolution @x20638 (unit-resolution @x23813 @x24640 @x23427 $x11608) (unit-resolution @x20652 @x24977 $x19932) $x19929)))
  2.5819 +(let ((@x25125 (unit-resolution @x20626 (unit-resolution @x20618 (unit-resolution @x20614 @x25093 @x25092 $x19413) $x19914) (unit-resolution @x20630 @x25102 $x19920) $x19386)))
  2.5820 +(let ((@x20605 (def-axiom (or $x19381 (not $x15893)))))
  2.5821 +(let ((@x25095 (lemma (unit-resolution @x20605 @x25125 @x25104 false) (or $x19950 $x19903 $x11486 $x15611 $x15590 $x20001))))
  2.5822 +(let ((@x25249 (unit-resolution @x25095 (unit-resolution (def-axiom (or $x20074 $x19898)) (hypothesis $x20077) $x19898) @x23427 @x24971 @x24666 (unit-resolution (def-axiom (or $x20004 $x19998)) @x25236 $x19998) $x19950)))
  2.5823 +(let ((@x25250 (unit-resolution (def-axiom (or $x19959 $x15590 $x15599 $x19953)) @x25245 @x24666 @x25249 $x19959)))
  2.5824 +(let ((@x25252 (unit-resolution (def-axiom (or $x19971 $x15590 $x15593 $x19965)) (unit-resolution (def-axiom (or $x19962 $x19956)) @x25250 $x19962) @x24666 @x25230 $x19971)))
  2.5825 +(let ((@x25254 (unit-resolution @x20748 (unit-resolution (def-axiom (or $x19974 $x19968)) @x25252 $x19974) (unit-resolution @x20758 @x25246 $x19986) $x19983)))
  2.5826 +(let ((@x25256 (unit-resolution @x20662 (unit-resolution (def-axiom (or $x19980 $x19944)) @x25254 $x19944) @x24971 (unit-resolution @x24996 @x23427 $x13353) $x19941)))
  2.5827 +(let ((@x25259 (unit-resolution ((_ th-lemma arith triangle-eq) (or $x19452 $x20596)) (unit-resolution (def-axiom (or $x19938 $x11580)) @x25256 $x11580) $x20596)))
  2.5828 +(let ((@x25261 (unit-resolution @x20638 (unit-resolution @x23813 @x25259 @x23427 $x11608) (unit-resolution @x20652 @x25256 $x19932) $x19929)))
  2.5829 +(let ((@x25267 (monotonicity (unit-resolution (def-axiom (or $x19980 $x10392)) @x25254 $x10392) (= ?x10372 ?x10190))))
  2.5830 +(let ((@x25272 (trans (monotonicity @x25267 (= ?x10373 ?x10191)) (unit-resolution (def-axiom (or $x20074 $x10192)) (hypothesis $x20077) $x10192) (= ?x10373 v_b_L_H_max_G_1$))))
  2.5831 +(let ((?x20724 (+ v_b_SL_H_witness_G_0$ ?x11645)))
  2.5832 +(let (($x20726 (>= ?x20724 0)))
  2.5833 +(let (($x20723 (= v_b_SL_H_witness_G_0$ v_b_SL_H_witness_G_1$)))
  2.5834 +(let ((@x25279 (mp (unit-resolution (def-axiom (or $x19980 $x10392)) @x25254 $x10392) (symm (commutativity (= $x20723 $x10392)) (= $x10392 $x20723)) $x20723)))
  2.5835 +(let ((@x25229 (lemma ((_ th-lemma arith farkas 1 -1 1) (hypothesis $x20726) (hypothesis $x11647) @x23180 false) (or $x11648 (not $x20726) $x11867))))
  2.5836 +(let ((@x25284 (unit-resolution @x25229 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x20723) $x20726)) @x25279 $x20726) (unit-resolution (def-axiom (or $x20074 $x11868)) (hypothesis $x20077) $x11868) $x11648)))
  2.5837 +(let ((@x25285 (unit-resolution @x20614 @x25284 (trans @x25272 (symm (unit-resolution @x20732 @x25254 $x10391) $x20719) $x10374) $x19413)))
  2.5838 +(let ((@x25287 (unit-resolution @x20626 (unit-resolution @x20618 @x25285 $x19914) (unit-resolution @x20630 @x25261 $x19920) $x19386)))
  2.5839 +(let ((@x25289 (mp (unit-resolution @x20732 @x25254 $x10391) (symm (commutativity (= $x20719 $x10391)) (= $x10391 $x20719)) $x20719)))
  2.5840 +(let ((@x25293 (unit-resolution ((_ th-lemma arith assign-bounds 1 -1) (or $x24665 $x11515 (not $x20721))) (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x20719) $x20721)) @x25289 $x20721) (unit-resolution (def-axiom (or $x19980 $x11516)) @x25254 $x11516) $x24665)))
  2.5841 +(let ((@x25294 (unit-resolution @x25087 (unit-resolution @x20618 @x25285 $x19914) (unit-resolution @x20652 @x25256 $x19932) (unit-resolution (def-axiom (or $x20074 $x19898)) (hypothesis $x20077) $x19898) (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x20719) $x20721)) @x25289 $x20721) @x25293 @x25259 @x23427 $x15893)))
  2.5842 +(let ((@x25297 (lemma (unit-resolution @x20605 @x25294 @x25287 false) (or $x20074 $x11486 $x15611 $x15590 $x15593 $x23368 $x24385))))
  2.5843 +(let ((@x24156 (unit-resolution @x25297 @x24155 @x24113 @x24166 (unit-resolution ((_ th-lemma arith farkas 1 1) (or $x11570 $x19670)) @x24140 $x11570) @x24136 @x24176 $x24385)))
  2.5844 +(let ((?x24715 (+ ?x23287 ?x23622)))
  2.5845 +(let ((?x24720 (b_S_ptr$ b_T_T_u1$ ?x24715)))
  2.5846 +(let ((?x24697 (b_S_idx$ ?x21983 v_b_L_H_p_G_0$ b_T_T_u1$)))
  2.5847 +(let (($x24723 (= ?x24697 ?x24720)))
  2.5848 +(let (($x24726 (not $x24723)))
  2.5849 +(let (($x24698 (b_S_extent_n_hint$ ?x24697 ?x21983)))
  2.5850 +(let (($x24705 (not $x24698)))
  2.5851 +(let (($x24729 (or $x24705 $x24726)))
  2.5852 +(let (($x24732 (not $x24729)))
  2.5853 +(let (($x24735 (or $x22568 $x24732)))
  2.5854 +(let (($x24709 (not (= ?x24697 (b_S_ptr$ b_T_T_u1$ (+ ?x23622 (* v_b_L_H_p_G_0$ ?x10045)))))))
  2.5855 +(let (($x24711 (not (or $x24705 $x24709))))
  2.5856 +(let (($x24724 (= (= ?x24697 (b_S_ptr$ b_T_T_u1$ (+ ?x23622 (* v_b_L_H_p_G_0$ ?x10045)))) $x24723)))
  2.5857 +(let ((@x24714 (monotonicity @x23250 (= (+ ?x23622 (* v_b_L_H_p_G_0$ ?x10045)) (+ ?x23622 ?x23287)))))
  2.5858 +(let ((@x24719 (trans @x24714 (rewrite (= (+ ?x23622 ?x23287) ?x24715)) (= (+ ?x23622 (* v_b_L_H_p_G_0$ ?x10045)) ?x24715))))
  2.5859 +(let ((@x24722 (monotonicity @x24719 (= (b_S_ptr$ b_T_T_u1$ (+ ?x23622 (* v_b_L_H_p_G_0$ ?x10045))) ?x24720))))
  2.5860 +(let ((@x24731 (monotonicity (monotonicity (monotonicity @x24722 $x24724) (= $x24709 $x24726)) (= (or $x24705 $x24709) $x24729))))
  2.5861 +(let ((@x24739 (monotonicity (monotonicity @x24731 (= $x24711 $x24732)) (= (or $x22568 $x24711) $x24735))))
  2.5862 +(let ((@x24743 (mp ((_ quant-inst (b_S_ptr$ ?x10076 ?x21014) v_b_L_H_p_G_0$ b_T_T_u1$) (or $x22568 $x24711)) (trans @x24739 (rewrite (= $x24735 $x24735)) (= (or $x22568 $x24711) $x24735)) $x24735)))
  2.5863 +(let ((@x24747 (def-axiom (or $x24729 $x24723))))
  2.5864 +(let ((@x23880 (unit-resolution @x24747 (lemma (unit-resolution @x24743 @x18183 (hypothesis $x24729) false) $x24732) $x24723)))
  2.5865 +(let ((?x24111 (+ ?x10079 ?x23287)))
  2.5866 +(let ((?x24114 (b_S_ptr$ b_T_T_u1$ ?x24111)))
  2.5867 +(let (($x23925 (= ?x10320 ?x24114)))
  2.5868 +(let (($x23973 (or (not (b_S_extent_n_hint$ ?x10320 ?x10078)) (not $x23925))))
  2.5869 +(let (($x23975 (not $x23973)))
  2.5870 +(let (($x23999 (or $x22568 $x23975)))
  2.5871 +(let (($x24108 (not (= ?x10320 (b_S_ptr$ b_T_T_u1$ (+ ?x10079 (* v_b_L_H_p_G_0$ ?x10045)))))))
  2.5872 +(let (($x24110 (not (or (not (b_S_extent_n_hint$ ?x10320 ?x10078)) $x24108))))
  2.5873 +(let (($x23928 (= (= ?x10320 (b_S_ptr$ b_T_T_u1$ (+ ?x10079 (* v_b_L_H_p_G_0$ ?x10045)))) $x23925)))
  2.5874 +(let ((@x23927 (monotonicity (monotonicity @x23250 (= (+ ?x10079 (* v_b_L_H_p_G_0$ ?x10045)) ?x24111)) (= (b_S_ptr$ b_T_T_u1$ (+ ?x10079 (* v_b_L_H_p_G_0$ ?x10045))) ?x24114))))
  2.5875 +(let ((@x23972 (monotonicity (monotonicity (monotonicity @x23927 $x23928) (= $x24108 (not $x23925))) (= (or (not (b_S_extent_n_hint$ ?x10320 ?x10078)) $x24108) $x23973))))
  2.5876 +(let ((@x23964 (monotonicity (monotonicity @x23972 (= $x24110 $x23975)) (= (or $x22568 $x24110) $x23999))))
  2.5877 +(let ((@x23967 (mp ((_ quant-inst (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) v_b_L_H_p_G_0$ b_T_T_u1$) (or $x22568 $x24110)) (trans @x23964 (rewrite (= $x23999 $x23999)) (= (or $x22568 $x24110) $x23999)) $x23999)))
  2.5878 +(let ((@x24824 (unit-resolution (def-axiom (or $x23973 $x23925)) (unit-resolution @x23967 @x18183 $x23975) $x23925)))
  2.5879 +(let ((?x24252 (+ ?x10079 ?x23287 (* (- 1) (b_S_ref$ ?x24114)))))
  2.5880 +(let (($x24242 (= ?x24252 0)))
  2.5881 +(let (($x24247 (or $x21152 $x24242)))
  2.5882 +(let ((@x24254 (monotonicity (rewrite (= (= (b_S_ref$ ?x24114) ?x24111) $x24242)) (= (or $x21152 (= (b_S_ref$ ?x24114) ?x24111)) $x24247))))
  2.5883 +(let ((@x24256 (trans @x24254 (rewrite (= $x24247 $x24247)) (= (or $x21152 (= (b_S_ref$ ?x24114) ?x24111)) $x24247))))
  2.5884 +(let ((@x24827 (unit-resolution (mp ((_ quant-inst b_T_T_u1$ (+ ?x10079 ?x23287)) (or $x21152 (= (b_S_ref$ ?x24114) ?x24111))) @x24256 $x24247) @x19840 $x24242)))
  2.5885 +(let ((@x24831 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x24242) (<= ?x24252 0))) @x24827 (<= ?x24252 0))))
  2.5886 +(let ((@x24834 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not $x24242) (>= ?x24252 0))) @x24827 (>= ?x24252 0))))
  2.5887 +(let (($x24814 (= ?x24111 ?x24715)))
  2.5888 +(let ((?x24815 (* (- 1) ?x24715)))
  2.5889 +(let ((?x24818 (+ ?x24111 ?x24815)))
  2.5890 +(let (($x24819 (<= ?x24818 0)))
  2.5891 +(let ((?x24234 (* (- 1) ?x21014)))
  2.5892 +(let ((?x24214 (+ ?x10079 ?x24234)))
  2.5893 +(let (($x24215 (<= ?x24214 0)))
  2.5894 +(let ((@x24854 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not (= ?x10079 ?x21014)) $x24215)) (symm (unit-resolution @x21192 @x19840 $x21186) (= ?x10079 ?x21014)) $x24215)))
  2.5895 +(let ((?x24751 (* (- 1) ?x23622)))
  2.5896 +(let ((?x24752 (+ ?x21014 ?x24751)))
  2.5897 +(let (($x24753 (<= ?x24752 0)))
  2.5898 +(let ((@x24857 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not (= ?x21014 ?x23622)) $x24753)) (symm (monotonicity @x23670 (= ?x23622 ?x21014)) (= ?x21014 ?x23622)) $x24753)))
  2.5899 +(let ((@x24862 (unit-resolution ((_ th-lemma arith assign-bounds -1 -1) (or $x24819 (not $x24753) (not $x24215))) @x24857 @x24854 $x24819)))
  2.5900 +(let (($x24820 (>= ?x24818 0)))
  2.5901 +(let (($x24216 (>= ?x24214 0)))
  2.5902 +(let ((@x24841 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not (= ?x10079 ?x21014)) $x24216)) (symm (unit-resolution @x21192 @x19840 $x21186) (= ?x10079 ?x21014)) $x24216)))
  2.5903 +(let (($x24754 (>= ?x24752 0)))
  2.5904 +(let ((@x24846 (unit-resolution ((_ th-lemma arith triangle-eq) (or (not (= ?x21014 ?x23622)) $x24754)) (symm (monotonicity @x23670 (= ?x23622 ?x21014)) (= ?x21014 ?x23622)) $x24754)))
  2.5905 +(let ((@x24851 (unit-resolution ((_ th-lemma arith assign-bounds -1 -1) (or $x24820 (not $x24754) (not $x24216))) @x24846 @x24841 $x24820)))
  2.5906 +(let ((@x24907 (unit-resolution ((_ th-lemma arith triangle-eq) (or $x24814 (not $x24819) (not $x24820))) @x24851 @x24862 $x24814)))
  2.5907 +(let ((@x24911 (trans (symm @x24907 (= ?x24715 ?x24111)) ((_ th-lemma arith eq-propagate -1 -1) @x24834 @x24831 (= ?x24111 (b_S_ref$ ?x24114))) (= ?x24715 (b_S_ref$ ?x24114)))))
  2.5908 +(let ((@x24912 (trans @x24911 (monotonicity (symm @x24824 (= ?x24114 ?x10320)) (= (b_S_ref$ ?x24114) ?x24147)) (= ?x24715 ?x24147))))
  2.5909 +(let ((@x24915 (trans (monotonicity @x23682 (= ?x24598 ?x24697)) (hypothesis $x24723) (= ?x24598 ?x24720))))
  2.5910 +(let ((@x24917 (monotonicity (trans @x24915 (monotonicity @x24912 (= ?x24720 ?x24169)) (= ?x24598 ?x24169)) (= ?x24302 ?x24320))))
  2.5911 +(let ((@x24920 (trans (monotonicity (symm @x24917 (= ?x24320 ?x24302)) (= ?x24323 ?x24605)) (hypothesis $x24606) (= ?x24323 ?x22595))))
  2.5912 +(let ((@x24924 (trans (monotonicity (trans @x24920 @x23680 (= ?x24323 ?x10080)) (= ?x24331 ?x10082)) @x12043 $x24332)))
  2.5913 +(let ((@x24927 (lemma (unit-resolution (hypothesis $x24385) @x24924 false) (or $x24726 $x24332 $x24607))))
  2.5914 +(unit-resolution (unit-resolution @x24927 @x23880 (or $x24332 $x24607)) @x24156 @x24149 false))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))
  2.5915 +
  2.5916 +06100f97c3a244ddafdb8cd3437991e2729cce2c 3051 0
  2.5917 +unsat
  2.5918 +((set-logic AUFLIA)
  2.5919 +(declare-fun ?v0!14 () Int)
  2.5920 +(declare-fun ?v0!15 () Int)
  2.5921 +(declare-fun ?v0!13 () Int)
  2.5922 +(proof
  2.5923 +(let ((?x11604 (* (- 1) v_b_SL_H_witness_G_1$)))
  2.5924 +(let ((?x20744 (+ v_b_SL_H_witness_G_0$ ?x11604)))
  2.5925 +(let (($x20746 (>= ?x20744 0)))
  2.5926 +(let (($x20743 (= v_b_SL_H_witness_G_0$ v_b_SL_H_witness_G_1$)))
  2.5927 +(let ((@x25111 (commutativity (= $x20743 (= v_b_SL_H_witness_G_1$ v_b_SL_H_witness_G_0$)))))
  2.5928 +(let ((@x25113 (symm @x25111 (= (= v_b_SL_H_witness_G_1$ v_b_SL_H_witness_G_0$) $x20743))))
  2.5929 +(let (($x10351 (= v_b_SL_H_witness_G_1$ v_b_SL_H_witness_G_0$)))
  2.5930 +(let ((?x10037 (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$)))
  2.5931 +(let ((?x10331 (b_S_idx$ ?x10037 v_b_SL_H_witness_G_1$ b_T_T_u1$)))
  2.5932 +(let ((?x10332 (b_S_read_n_u1$ v_b_S_s$ ?x10331)))
  2.5933 +(let (($x10333 (= ?x10332 v_b_L_H_max_G_3$)))
  2.5934 +(let (($x11606 (<= (+ v_b_P_H_len$ ?x11604) 0)))
  2.5935 +(let (($x19430 (or $x11606 (not $x10333))))
  2.5936 +(let (($x19431 (not $x19430)))
  2.5937 +(let (($x20349 (forall ((?v0 Int) )(! (let ((?x11590 (* (- 1) v_b_L_H_max_G_3$)))
  2.5938 +(let ((?x10037 (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$)))
  2.5939 +(let ((?x10121 (b_S_idx$ ?x10037 ?v0 b_T_T_u1$)))
  2.5940 +(let ((?x10122 (b_S_read_n_u1$ v_b_S_s$ ?x10121)))
  2.5941 +(let (($x11592 (<= (+ ?x10122 ?x11590) 0)))
  2.5942 +(let (($x11574 (>= (+ ?v0 (* (- 1) v_b_L_H_p_G_1$)) 0)))
  2.5943 +(let (($x12489 (<= ?v0 4294967295)))
  2.5944 +(let (($x16571 (not $x12489)))
  2.5945 +(let (($x2815 (>= ?v0 0)))
  2.5946 +(let (($x3743 (not $x2815)))
  2.5947 +(or $x3743 $x16571 $x11574 $x11592))))))))))) :pattern ( (b_S_idx$ (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) ?v0 b_T_T_u1$) ) :qid k!705))
  2.5948 +))
  2.5949 +(let (($x20354 (not $x20349)))
  2.5950 +(let (($x20357 (or $x20354 $x19431)))
  2.5951 +(let (($x20360 (not $x20357)))
  2.5952 +(let ((?x15673 (b_S_idx$ ?x10037 ?v0!14 b_T_T_u1$)))
  2.5953 +(let ((?x15674 (b_S_read_n_u1$ v_b_S_s$ ?x15673)))
  2.5954 +(let ((?x15920 (* (- 1) ?x15674)))
  2.5955 +(let (($x15922 (>= (+ v_b_L_H_max_G_3$ ?x15920) 0)))
  2.5956 +(let (($x15900 (<= (+ v_b_L_H_p_G_1$ (* (- 1) ?v0!14)) 0)))
  2.5957 +(let (($x15667 (<= ?v0!14 4294967295)))
  2.5958 +(let (($x19384 (not $x15667)))
  2.5959 +(let (($x15666 (>= ?v0!14 0)))
  2.5960 +(let (($x19383 (not $x15666)))
  2.5961 +(let (($x19399 (or $x19383 $x19384 $x15900 $x15922)))
  2.5962 +(let (($x19404 (not $x19399)))
  2.5963 +(let (($x20363 (or $x19404 $x20360)))
  2.5964 +(let (($x20366 (not $x20363)))
  2.5965 +(let ((?x11540 (* (- 1) v_b_L_H_p_G_1$)))
  2.5966 +(let ((?x11568 (+ v_b_P_H_len$ ?x11540)))
  2.5967 +(let (($x11567 (>= ?x11568 0)))
  2.5968 +(let (($x11571 (not $x11567)))
  2.5969 +(let (($x20369 (or $x11571 $x20366)))
  2.5970 +(let (($x20372 (not $x20369)))
  2.5971 +(let (($x20375 (or $x11571 $x20372)))
  2.5972 +(let (($x20378 (not $x20375)))
  2.5973 +(let (($x11495 (>= v_b_SL_H_witness_G_1$ 0)))
  2.5974 +(let (($x19473 (not $x11495)))
  2.5975 +(let (($x11537 (>= v_b_L_H_p_G_1$ 2)))
  2.5976 +(let (($x19472 (not $x11537)))
  2.5977 +(let (($x10317 (b_S_local_n_value_n_is$ v_b_S_s$ b_H_tok_S_1_T_16_o_24$ b_H_loc_o_p$ v_b_L_H_p_G_1$ b_T_T_u4$)))
  2.5978 +(let (($x19471 (not $x10317)))
  2.5979 +(let ((?x11541 (+ v_b_L_H_p_G_0$ ?x11540)))
  2.5980 +(let (($x11539 (= ?x11541 (- 1))))
  2.5981 +(let (($x19470 (not $x11539)))
  2.5982 +(let (($x12582 (<= v_b_L_H_p_G_0$ 4294967294)))
  2.5983 +(let (($x15654 (not $x12582)))
  2.5984 +(let (($x11529 (>= v_b_L_H_p_G_0$ (- 1))))
  2.5985 +(let (($x15651 (not $x11529)))
  2.5986 +(let (($x20381 (or $x15651 $x15654 $x19470 $x19471 $x19472 $x19473 $x20378)))
  2.5987 +(let (($x20384 (not $x20381)))
  2.5988 +(let (($x20387 (or $x15651 $x15654 $x20384)))
  2.5989 +(let (($x20390 (not $x20387)))
  2.5990 +(let (($x11388 (>= v_b_L_H_p_G_0$ 1)))
  2.5991 +(let (($x19492 (not $x11388)))
  2.5992 +(let (($x19531 (not $x10351)))
  2.5993 +(let (($x10350 (= v_b_L_H_max_G_3$ v_b_L_H_max_G_1$)))
  2.5994 +(let (($x19530 (not $x10350)))
  2.5995 +(let (($x11391 (>= v_b_SL_H_witness_G_0$ 0)))
  2.5996 +(let (($x19519 (not $x11391)))
  2.5997 +(let ((?x10279 (b_S_idx$ ?x10037 v_b_L_H_p_G_0$ b_T_T_u1$)))
  2.5998 +(let ((?x10286 (b_S_read_n_u1$ v_b_S_s$ ?x10279)))
  2.5999 +(let ((?x11476 (* (- 1) ?x10286)))
  2.6000 +(let ((?x11477 (+ v_b_L_H_max_G_1$ ?x11476)))
  2.6001 +(let (($x11475 (>= ?x11477 0)))
  2.6002 +(let (($x11474 (not $x11475)))
  2.6003 +(let (($x20423 (or $x11474 $x19519 $x19530 $x19531 $x19492 $x19473 $x20390)))
  2.6004 +(let (($x20426 (not $x20423)))
  2.6005 +(let (($x10299 (= v_b_SL_H_witness_G_1$ v_b_L_H_p_G_0$)))
  2.6006 +(let (($x19491 (not $x10299)))
  2.6007 +(let (($x10297 (= v_b_L_H_max_G_3$ v_b_L_H_max_G_2$)))
  2.6008 +(let (($x19490 (not $x10297)))
  2.6009 +(let (($x10294 (b_S_local_n_value_n_is$ v_b_S_s$ b_H_tok_S_1_T_24_o_47$ b_H_loc_o_witness$ v_b_L_H_p_G_0$ b_T_T_u4$)))
  2.6010 +(let (($x19489 (not $x10294)))
  2.6011 +(let (($x10293 (b_S_local_n_value_n_is$ v_b_S_s$ b_H_tok_S_1_T_23_o_7$ b_H_loc_o_max$ v_b_L_H_max_G_2$ b_T_T_u1$)))
  2.6012 +(let (($x19488 (not $x10293)))
  2.6013 +(let (($x10292 (= v_b_L_H_max_G_2$ ?x10286)))
  2.6014 +(let (($x19487 (not $x10292)))
  2.6015 +(let (($x10283 (b_S_thread_n_local$ v_b_S_s$ ?x10279)))
  2.6016 +(let (($x15639 (not $x10283)))
  2.6017 +(let (($x10280 (b_S_is$ ?x10279 b_T_T_u1$)))
  2.6018 +(let (($x15630 (not $x10280)))
  2.6019 +(let (($x20393 (or $x15630 $x15639 $x19487 $x19488 $x19489 $x19490 $x19491 $x19492 $x19473 $x20390)))
  2.6020 +(let (($x20396 (not $x20393)))
  2.6021 +(let (($x20399 (or $x15630 $x15639 $x20396)))
  2.6022 +(let (($x20402 (not $x20399)))
  2.6023 +(let (($x10281 (b_S_typed$ v_b_S_s$ ?x10279)))
  2.6024 +(let (($x15633 (not $x10281)))
  2.6025 +(let (($x20405 (or $x15630 $x15633 $x20402)))
  2.6026 +(let (($x20408 (not $x20405)))
  2.6027 +(let (($x20411 (or $x15630 $x15633 $x20408)))
  2.6028 +(let (($x20414 (not $x20411)))
  2.6029 +(let (($x20417 (or $x11475 $x19492 $x19519 $x20414)))
  2.6030 +(let (($x24901 (= v_b_L_H_p_G_0$ v_b_SL_H_witness_G_1$)))
  2.6031 +(let ((@x24227 (hypothesis $x20396)))
  2.6032 +(let ((@x24923 (unit-resolution (def-axiom (or $x20393 $x10299)) @x24227 $x10299)))
  2.6033 +(let (($x24944 (not $x24901)))
  2.6034 +(let ((@x25016 (unit-resolution (def-axiom (or $x20393 $x10292)) @x24227 $x10292)))
  2.6035 +(let ((@x24980 (unit-resolution (def-axiom (or $x20393 $x10297)) @x24227 $x10297)))
  2.6036 +(let ((?x24895 (+ v_b_L_H_p_G_0$ ?x11604)))
  2.6037 +(let (($x24790 (>= ?x24895 0)))
  2.6038 +(let ((@x24834 ((_ th-lemma arith triangle-eq) (or $x24944 $x24790))))
  2.6039 +(let ((@x25134 (monotonicity (monotonicity (hypothesis $x10299) (= ?x10331 ?x10279)) (= ?x10332 ?x10286))))
  2.6040 +(let ((@x25137 (trans @x25134 (symm (hypothesis $x10292) (= ?x10286 v_b_L_H_max_G_2$)) (= ?x10332 v_b_L_H_max_G_2$))))
  2.6041 +(let ((@x25138 (trans @x25137 (symm (hypothesis $x10297) (= v_b_L_H_max_G_2$ v_b_L_H_max_G_3$)) $x10333)))
  2.6042 +(let ((?x23065 (b_S_ref$ ?x10279)))
  2.6043 +(let ((?x23183 (b_S_ptr$ b_T_T_u1$ ?x23065)))
  2.6044 +(let ((?x24253 (b_S_typ$ ?x23183)))
  2.6045 +(let ((?x24254 (b_S_kind_n_of$ ?x24253)))
  2.6046 +(let (($x24255 (= ?x24254 b_S_kind_n_primitive$)))
  2.6047 +(let ((?x21475 (b_S_kind_n_of$ b_T_T_u1$)))
  2.6048 +(let (($x21476 (= ?x21475 b_S_kind_n_primitive$)))
  2.6049 +(let (($x9727 (b_S_is_n_primitive$ b_T_T_u1$)))
  2.6050 +(let (($x21483 (= $x9727 $x21476)))
  2.6051 +(let (($x9850 (forall ((?v0 B_S_ctype$) )(! (let ((?x9808 (b_S_kind_n_of$ ?v0)))
  2.6052 +(let (($x9842 (= ?x9808 b_S_kind_n_primitive$)))
  2.6053 +(let (($x2704 (b_S_is_n_primitive$ ?v0)))
  2.6054 +(= $x2704 $x9842)))) :pattern ( (b_S_is_n_primitive$ ?v0) ) :qid k!665))
  2.6055 +))
  2.6056 +(let ((?x9808 (b_S_kind_n_of$ ?0)))
  2.6057 +(let (($x9842 (= ?x9808 b_S_kind_n_primitive$)))
  2.6058 +(let (($x2704 (b_S_is_n_primitive$ ?0)))
  2.6059 +(let (($x9847 (= $x2704 $x9842)))
  2.6060 +(let (($x9845 (forall ((?v0 B_S_ctype$) )(! (let ((?x9808 (b_S_kind_n_of$ ?v0)))
  2.6061 +(let (($x9842 (= ?x9808 b_S_kind_n_primitive$)))
  2.6062 +(let (($x2704 (b_S_is_n_primitive$ ?v0)))
  2.6063 +(= $x2704 $x9842)))) :pattern ( (b_S_is_n_primitive$ ?v0) ) :qid k!665))
  2.6064 +))
  2.6065 +(let ((@x9855 (mp (asserted $x9845) (quant-intro (rewrite (= (= $x2704 $x9842) $x9847)) (= $x9845 $x9850)) $x9850)))
  2.6066 +(let ((@x15496 (mp~ @x9855 (nnf-pos (refl (~ $x9847 $x9847)) (~ $x9850 $x9850)) $x9850)))
  2.6067 +(let (($x21227 (not $x9850)))
  2.6068 +(let (($x21486 (or $x21227 $x21483)))
  2.6069 +(let ((@x21487 ((_ quant-inst b_T_T_u1$) $x21486)))
  2.6070 +(let ((@x9728 (asserted $x9727)))
  2.6071 +(let ((@x23038 (unit-resolution (def-axiom (or (not $x21483) (not $x9727) $x21476)) @x9728 (or (not $x21483) $x21476))))
  2.6072 +(let ((?x23196 (b_S_typ$ ?x10279)))
  2.6073 +(let (($x23197 (= ?x23196 b_T_T_u1$)))
  2.6074 +(let (($x23206 (= $x10280 $x23197)))
  2.6075 +(let (($x20261 (forall ((?v0 B_S_ptr$) (?v1 B_S_ctype$) )(! (let ((?x6595 (b_S_typ$ ?v0)))
  2.6076 +(let (($x7824 (= ?x6595 ?v1)))
  2.6077 +(let (($x9555 (b_S_is$ ?v0 ?v1)))
  2.6078 +(= $x9555 $x7824)))) :pattern ( (b_S_is$ ?v0 ?v1) ) :qid k!624))
  2.6079 +))
  2.6080 +(let (($x9576 (forall ((?v0 B_S_ptr$) (?v1 B_S_ctype$) )(! (let ((?x6595 (b_S_typ$ ?v0)))
  2.6081 +(let (($x7824 (= ?x6595 ?v1)))
  2.6082 +(let (($x9555 (b_S_is$ ?v0 ?v1)))
  2.6083 +(= $x9555 $x7824)))) :qid k!624))
  2.6084 +))
  2.6085 +(let ((?x6595 (b_S_typ$ ?1)))
  2.6086 +(let (($x7824 (= ?x6595 ?0)))
  2.6087 +(let (($x9555 (b_S_is$ ?1 ?0)))
  2.6088 +(let (($x9573 (= $x9555 $x7824)))
  2.6089 +(let (($x9570 (forall ((?v0 B_S_ptr$) (?v1 B_S_ctype$) )(! (let ((?x6595 (b_S_typ$ ?v0)))
  2.6090 +(let (($x7824 (= ?x6595 ?v1)))
  2.6091 +(let (($x9555 (b_S_is$ ?v0 ?v1)))
  2.6092 +(= $x9555 $x7824)))) :qid k!624))
  2.6093 +))
  2.6094 +(let ((@x9581 (mp (asserted $x9570) (quant-intro (rewrite (= (= $x9555 $x7824) $x9573)) (= $x9570 $x9576)) $x9576)))
  2.6095 +(let ((@x20266 (mp (mp~ @x9581 (nnf-pos (refl (~ $x9573 $x9573)) (~ $x9576 $x9576)) $x9576) (quant-intro (refl (= $x9573 $x9573)) (= $x9576 $x20261)) $x20261)))
  2.6096 +(let (($x22005 (not $x20261)))
  2.6097 +(let (($x24534 (or $x22005 $x23206)))
  2.6098 +(let ((@x24536 ((_ quant-inst (b_S_idx$ ?x10037 v_b_L_H_p_G_0$ b_T_T_u1$) b_T_T_u1$) $x24534)))
  2.6099 +(let ((?x10004 (b_S_sizeof$ b_T_T_u1$)))
  2.6100 +(let ((?x23293 (times$ v_b_L_H_p_G_0$ ?x10004)))
  2.6101 +(let ((?x10038 (b_S_ref$ ?x10037)))
  2.6102 +(let ((?x23294 (+ ?x10038 ?x23293)))
  2.6103 +(let ((?x23295 (b_S_ptr$ b_T_T_u1$ ?x23294)))
  2.6104 +(let ((?x24201 (b_S_typ$ ?x23295)))
  2.6105 +(let (($x24202 (= ?x24201 b_T_T_u1$)))
  2.6106 +(let (($x20274 (forall ((?v0 B_S_ctype$) (?v1 Int) )(! (= (b_S_typ$ (b_S_ptr$ ?v0 ?v1)) ?v0) :pattern ( (b_S_ptr$ ?v0 ?v1) ) :qid k!629))
  2.6107 +))
  2.6108 +(let (($x9618 (forall ((?v0 B_S_ctype$) (?v1 Int) )(! (= (b_S_typ$ (b_S_ptr$ ?v0 ?v1)) ?v0) :qid k!629))
  2.6109 +))
  2.6110 +(let (($x9617 (= (b_S_typ$ (b_S_ptr$ ?1 ?0)) ?1)))
  2.6111 +(let ((@x15401 (mp~ (asserted $x9618) (nnf-pos (refl (~ $x9617 $x9617)) (~ $x9618 $x9618)) $x9618)))
  2.6112 +(let ((@x20279 (mp @x15401 (quant-intro (refl (= $x9617 $x9617)) (= $x9618 $x20274)) $x20274)))
  2.6113 +(let (($x23296 (= ?x10279 ?x23295)))
  2.6114 +(let (($x23297 (not $x23296)))
  2.6115 +(let (($x23291 (b_S_extent_n_hint$ ?x10279 ?x10037)))
  2.6116 +(let (($x23292 (not $x23291)))
  2.6117 +(let (($x23298 (or $x23292 $x23297)))
  2.6118 +(let (($x23299 (not $x23298)))
  2.6119 +(let (($x18198 (forall ((?v0 B_S_ptr$) (?v1 Int) (?v2 B_S_ctype$) )(! (let ((?x7164 (b_S_idx$ ?v0 ?v1 ?v2)))
  2.6120 +(let (($x7172 (= ?x7164 (b_S_ptr$ ?v2 (+ (b_S_ref$ ?v0) (times$ ?v1 (b_S_sizeof$ ?v2)))))))
  2.6121 +(not (or (not (b_S_extent_n_hint$ ?x7164 ?v0)) (not $x7172))))) :pattern ( (b_S_idx$ ?v0 ?v1 ?v2) ) :qid k!500))
  2.6122 +))
  2.6123 +(let (($x7175 (forall ((?v0 B_S_ptr$) (?v1 Int) (?v2 B_S_ctype$) )(! (let ((?x7164 (b_S_idx$ ?v0 ?v1 ?v2)))
  2.6124 +(let (($x7172 (= ?x7164 (b_S_ptr$ ?v2 (+ (b_S_ref$ ?v0) (times$ ?v1 (b_S_sizeof$ ?v2)))))))
  2.6125 +(and (b_S_extent_n_hint$ ?x7164 ?v0) $x7172))) :pattern ( (b_S_idx$ ?v0 ?v1 ?v2) ) :qid k!500))
  2.6126 +))
  2.6127 +(let ((?x7164 (b_S_idx$ ?2 ?1 ?0)))
  2.6128 +(let (($x7172 (= ?x7164 (b_S_ptr$ ?0 (+ (b_S_ref$ ?2) (times$ ?1 (b_S_sizeof$ ?0)))))))
  2.6129 +(let (($x7173 (and (b_S_extent_n_hint$ ?x7164 ?2) $x7172)))
  2.6130 +(let ((@x18197 (rewrite (= $x7173 (not (or (not (b_S_extent_n_hint$ ?x7164 ?2)) (not $x7172)))))))
  2.6131 +(let ((@x14601 (mp~ (asserted $x7175) (nnf-pos (refl (~ $x7173 $x7173)) (~ $x7175 $x7175)) $x7175)))
  2.6132 +(let ((@x18201 (mp @x14601 (quant-intro @x18197 (= $x7175 $x18198)) $x18198)))
  2.6133 +(let (($x22554 (not $x18198)))
  2.6134 +(let (($x24176 (or $x22554 $x23299)))
  2.6135 +(let ((@x24177 ((_ quant-inst (b_S_ptr$ b_T_T_u1$ v_b_P_H_arr$) v_b_L_H_p_G_0$ b_T_T_u1$) $x24176)))
  2.6136 +(let ((@x24838 (unit-resolution (def-axiom (or $x23298 $x23296)) (unit-resolution @x24177 @x18201 $x23299) $x23296)))
  2.6137 +(let ((@x24213 (trans (monotonicity @x24838 (= ?x23196 ?x24201)) (unit-resolution ((_ quant-inst b_T_T_u1$ (+ ?x10038 ?x23293)) (or (not $x20274) $x24202)) @x20279 $x24202) $x23197)))
  2.6138 +(let (($x24134 (not $x23197)))
  2.6139 +(let ((@x24238 (unit-resolution (def-axiom (or (not $x23206) $x10280 $x24134)) (hypothesis $x15630) (or (not $x23206) $x24134))))
  2.6140 +(let ((@x24214 (unit-resolution (unit-resolution @x24238 (unit-resolution @x24536 @x20266 $x23206) $x24134) @x24213 false)))
  2.6141 +(let ((@x24216 (lemma @x24214 $x10280)))
  2.6142 +(let ((@x24153 (unit-resolution (def-axiom (or (not $x23206) $x15630 $x23197)) @x24216 (or (not $x23206) $x23197))))
  2.6143 +(let (($x23184 (= ?x10279 ?x23183)))
  2.6144 +(let (($x9566 (forall ((?v0 B_S_ptr$) (?v1 B_S_ctype$) )(! (or (not (b_S_is$ ?v0 ?v1)) (= ?v0 (b_S_ptr$ ?v1 (b_S_ref$ ?v0)))) :pattern ( (b_S_is$ ?v0 ?v1) ) :qid k!623))
  2.6145 +))
  2.6146 +(let (($x9563 (or (not $x9555) (= ?1 (b_S_ptr$ ?0 (b_S_ref$ ?1))))))
  2.6147 +(let (($x9560 (forall ((?v0 B_S_ptr$) (?v1 B_S_ctype$) )(! (let (($x9555 (b_S_is$ ?v0 ?v1)))
  2.6148 +(=> $x9555 (= ?v0 (b_S_ptr$ ?v1 (b_S_ref$ ?v0))))) :pattern ( (b_S_is$ ?v0 ?v1) ) :qid k!623))
  2.6149 +))
  2.6150 +(let ((@x9565 (rewrite (= (=> $x9555 (= ?1 (b_S_ptr$ ?0 (b_S_ref$ ?1)))) $x9563))))
  2.6151 +(let ((@x15376 (mp~ (mp (asserted $x9560) (quant-intro @x9565 (= $x9560 $x9566)) $x9566) (nnf-pos (refl (~ $x9563 $x9563)) (~ $x9566 $x9566)) $x9566)))
  2.6152 +(let (($x21997 (not $x9566)))
  2.6153 +(let (($x24681 (or $x21997 $x15630 $x23184)))
  2.6154 +(let ((@x24130 (mp ((_ quant-inst (b_S_idx$ ?x10037 v_b_L_H_p_G_0$ b_T_T_u1$) b_T_T_u1$) (or $x21997 (or $x15630 $x23184))) (rewrite (= (or $x21997 (or $x15630 $x23184)) $x24681)) $x24681)))
  2.6155 +(let ((@x25031 (symm (unit-resolution @x24130 @x15376 @x24216 $x23184) (= ?x23183 ?x10279))))
  2.6156 +(let ((@x24431 (trans (monotonicity @x25031 (= ?x24253 ?x23196)) (unit-resolution @x24153 (unit-resolution @x24536 @x20266 $x23206) $x23197) (= ?x24253 b_T_T_u1$))))
  2.6157 +(let ((@x24423 (trans (monotonicity @x24431 (= ?x24254 ?x21475)) (unit-resolution @x23038 (unit-resolution @x21487 @x15496 $x21483) $x21476) $x24255)))
  2.6158 +(let ((?x10231 (b_S_typemap$ v_b_S_s$)))
  2.6159 +(let ((?x24594 (b_S_select_o_tm$ ?x10231 ?x23183)))
  2.6160 +(let ((?x24595 (b_S_ts_n_emb$ ?x24594)))
  2.6161 +(let (($x24248 (b_S_closed$ v_b_S_s$ ?x24595)))
  2.6162 +(let (($x24257 (b_S_ts_n_is_n_volatile$ ?x24594)))
  2.6163 +(let (($x24258 (not $x24257)))
  2.6164 +(let (($x24247 (or $x24258 (not $x24248))))
  2.6165 +(let ((@x24430 (monotonicity (monotonicity @x25031 (= ?x24594 (b_S_select_o_tm$ ?x10231 ?x10279))) (= $x24257 (b_S_ts_n_is_n_volatile$ (b_S_select_o_tm$ ?x10231 ?x10279))))))
  2.6166 +(let ((@x24428 (symm @x24430 (= (b_S_ts_n_is_n_volatile$ (b_S_select_o_tm$ ?x10231 ?x10279)) $x24257))))
  2.6167 +(let ((@x24487 (monotonicity @x24428 (= (not (b_S_ts_n_is_n_volatile$ (b_S_select_o_tm$ ?x10231 ?x10279))) $x24258))))
  2.6168 +(let ((?x23060 (b_S_select_o_tm$ ?x10231 ?x10279)))
  2.6169 +(let (($x23316 (b_S_ts_n_is_n_volatile$ ?x23060)))
  2.6170 +(let (($x23317 (not $x23316)))
  2.6171 +(let (($x23432 (or $x15633 $x23316)))
  2.6172 +(let (($x23433 (not $x23432)))
  2.6173 +(let ((?x10035 (b_S_array$ b_T_T_u1$ v_b_P_H_len$)))
  2.6174 +(let ((?x10039 (b_S_ptr$ ?x10035 ?x10038)))
  2.6175 +(let ((?x21017 (b_S_ref$ ?x10039)))
  2.6176 +(let ((?x21986 (b_S_ptr$ ?x10035 ?x21017)))
  2.6177 +(let ((?x22346 (b_S_domain$ v_b_S_s$ ?x21986)))
  2.6178 +(let ((?x22567 (b_S_ptr$ ?x10035 v_b_P_H_arr$)))
  2.6179 +(let (($x22568 (b_S_set_n_in$ ?x22567 ?x22346)))
  2.6180 +(let (($x21993 (= ?x10039 ?x21986)))
  2.6181 +(let (($x10043 (b_S_is$ ?x10039 ?x10035)))
  2.6182 +(let (($x11204 (>= (+ b_S_max_o_u4$ (* (- 1) v_b_P_H_len$)) 0)))
  2.6183 +(let (($x11202 (>= v_b_P_H_len$ 0)))
  2.6184 +(let (($x10398 (forall ((?v0 B_S_ptr$) )(! (let (($x10072 (b_S_in_n_writes_n_at$ v_b_H_wrTime_S_1_T_6_o_1$ ?v0)))
  2.6185 +(not $x10072)) :pattern ( (b_S_in_n_writes_n_at$ v_b_H_wrTime_S_1_T_6_o_1$ ?v0) ) :qid k!705))
  2.6186 +))
  2.6187 +(let ((?x10070 (b_S_current_n_timestamp$ v_b_S_s$)))
  2.6188 +(let (($x10071 (= v_b_H_wrTime_S_1_T_6_o_1$ ?x10070)))
  2.6189 +(let (($x10068 (b_S_local_n_value_n_is$ v_b_S_s$ b_H_tok_S_1_T_6_o_1$ b_H_loc_o_len$ v_b_P_H_len$ b_T_T_u4$)))
  2.6190 +(let ((?x2238 (b_S_ptr_n_to$ b_T_T_u1$)))
  2.6191 +(let (($x10066 (b_S_local_n_value_n_is_n_ptr$ v_b_S_s$ b_H_tok_S_1_T_6_o_1$ b_H_loc_o_arr$ ?x10037 ?x2238)))
  2.6192 +(let ((?x10064 (b_S_ptr_n_to_n_int$ ?x10037)))
  2.6193 +(let (($x10065 (b_S_local_n_value_n_is$ v_b_S_s$ b_H_tok_S_1_T_6_o_1$ b_H_loc_o_arr$ ?x10064 ?x2238)))
  2.6194 +(let (($x11215 (forall ((?v0 B_S_pure_n_function$) )(! (let (($x11210 (>= (+ (b_S_frame_n_level$ ?v0) (* (- 1) b_S_current_n_frame_n_level$)) 0)))
  2.6195 +(not $x11210)) :pattern ( (b_S_frame_n_level$ ?v0) ) :qid k!705))
  2.6196 +))
  2.6197 +(let (($x10056 (b_S_full_n_stop$ v_b_S_s$)))
  2.6198 +(let (($x10055 (b_S_good_n_state_n_ext$ b_H_tok_S_1_T_6_o_1$ v_b_S_s$)))
  2.6199 +(let (($x10054 (b_S_function_n_entry$ v_b_S_s$)))
  2.6200 +(let (($x10048 (b_S_is_n_non_n_primitive$ ?x10035)))
  2.6201 +(let ((?x10045 (b_S_kind_n_of$ ?x10035)))
  2.6202 +(let (($x10046 (= ?x10045 b_S_kind_n_primitive$)))
  2.6203 +(let (($x10047 (not $x10046)))
  2.6204 +(let (($x10044 (b_S_typed$ v_b_S_s$ ?x10039)))
  2.6205 +(let ((?x10041 (b_S_owner$ v_b_S_s$ ?x10039)))
  2.6206 +(let (($x10042 (= ?x10041 b_S_me$)))
  2.6207 +(let (($x10040 (b_S_closed$ v_b_S_s$ ?x10039)))
  2.6208 +(let (($x11218 (<= v_b_P_H_len$ 0)))
  2.6209 +(let (($x11219 (not $x11218)))
  2.6210 +(let (($x11222 (>= v_b_P_H_len$ 1099511627776)))
  2.6211 +(let (($x11223 (not $x11222)))
  2.6212 +(let (($x11229 (>= (+ b_S_max_o_u4$ (* (- 1) v_b_SL_H_witness$)) 0)))
  2.6213 +(let (($x11227 (>= v_b_SL_H_witness$ 0)))