#s idigest "443e093e4472d966eb51f06f52a9b88d"
#p 23 140
#s name "p26-exact-pub131"
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(((((((92,90),91),((((75,74),76),73),((24,22),(21,23)))),((((14,16),13),(((49,50),52),(59,(51,((60,58),57))))),(89,15))),(((((103,101),83),((111,112),(((109,10),9),(11,12)))),(((84,(81,82)),110),(102,104))),(138,(((140,137),139),((99,97),(98,100)))))),(((((62,(72,70)),(67,68)),69),((((95,((93,(34,36)),33)),(63,35)),64),((66,65),((71,61),((79,80),(78,77)))))),(((96,94),(18,20)),((45,(((6,(((107,(55,29)),(4,((53,54),106))),(26,25))),(((38,37),(2,108)),39)),((27,(((40,((56,3),(105,30))),(31,(32,1))),(((5,7),8),28))),(17,19)))),(46,(48,47)))))),((((((((43,44),42),(113,((121,134),(135,(123,122))))),41),(125,85)),115),(((114,116),((133,((((131,132),130),136),124)),129)),(118,((119,117),120)))),((((126,127),128),87),(88,86))));
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((((((((58,(57,59)),60),(((49,52),51),50)),(((75,74),73),76)),(((92,91),(90,89)),((24,(21,23)),((((15,16),13),14),22)))),((((96,95),((((67,((64,70),34)),((65,68),(33,36))),66),(((((72,69),61),(78,77)),(35,63)),((62,71),(79,80))))),(((((20,(19,17)),46),((8,5),((27,(25,26)),7))),(((54,38),6),(18,28))),(((48,45),47),(((((107,39),40),108),37),((((55,29),105),(53,1)),((56,(106,30)),(((2,32),31),(3,4)))))))),(93,94))),(((((137,138),140),139),(((98,97),100),99)),((((111,((11,12),(10,110))),(109,(84,(83,82)))),((102,101),(104,103))),(81,(9,112))))),((((88,87),86),(85,(128,126))),((((125,127),((114,(113,116)),117)),43),((((115,((129,((131,(132,130)),(122,(((135,134),133),136)))),(123,121))),((118,120),119)),124),(41,(42,44))))));
((((130,134),((128,125),(127,((87,85),126)))),(((((114,116),121),(115,(((120,118),119),(135,(113,((((122,(124,123)),(133,129)),132),(136,131))))))),117),(((88,86),(43,42)),(44,41)))),(((((((65,(70,(33,34))),(95,93)),(71,96)),(77,((63,72),80))),(((((38,27),(26,25)),106),((5,7),28)),((((61,(62,64)),(35,(79,78))),69),((94,(67,36)),(68,66))))),((((47,(48,45)),((53,107),(((((105,(4,40)),((39,(31,30)),(55,37))),(1,108)),54),(56,29)))),((46,(17,20)),(18,19))),((6,8),((32,2),3)))),(((((100,99),(97,98)),(((((((109,(11,12)),(10,111)),(9,112)),(103,104)),(110,102)),83),(101,((82,84),81)))),(((139,138),137),140)),((((((73,74),76),75),((((24,(22,21)),23),((15,16),13)),14)),(((51,57),(52,49)),(60,(50,(59,58))))),(((89,92),91),90)))));
#x treedecomp 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