#s idigest "45baf8a573e1f7e308f4f806197df694" #p 21 405 #s name "p26-exact-pub135" 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(((((((((247,248),(246,249)),274),(338,339)),((((((199,197),200),(56,((96,((60,(59,(58,57))),244)),((258,82),((260,335),(256,(((((85,(331,333)),83),(81,334)),(84,332)),257))))))),(198,196)),(325,((35,276),(((277,(279,278)),(322,321)),324)))),(156,(((139,(138,((177,176),(179,178)))),140),(290,(287,289)))))),(((22,13),23),70)),(303,((301,(304,302)),305))),((((((((((251,((126,127),220)),130),(128,(217,129))),(((218,216),219),(152,((30,28),((72,73),(71,75)))))),((((108,107),109),((399,398),(400,396))),(397,(110,106)))),(43,42)),(((253,255),(254,252)),((((162,(((165,161),(26,(27,29))),164)),297),(153,151)),((155,154),((((299,300),298),296),74))))),(((231,(234,233)),(384,((206,208),210))),(41,(44,45)))),(316,(((((10,(6,8)),7),9),(163,(((382,(2,(4,(3,5)))),(235,232)),((385,381),((1,383),(207,209)))))),(((284,283),(((170,168),(167,166)),169)),(282,281))))),(((117,(118,119)),((181,(48,((183,(184,50)),(47,49)))),((80,((55,53),(51,52))),54))),(((((144,40),37),(36,38)),((46,(182,185)),((141,39),142))),(143,145))))),(((((69,67),(68,66)),((((((292,294),((89,90),(87,(171,175)))),(102,(((((101,103),104),105),((174,172),((173,86),88))),293))),(((135,(133,((132,134),131))),((195,(194,192)),(191,193))),(295,291))),(((((62,63),61),(65,64)),(((273,(313,(312,314))),272),((125,(122,123)),(((275,271),311),121)))),((266,(16,268)),270))),(285,(((326,329),327),(328,330))))),((((365,363),(((342,(343,(344,345))),(395,(393,(354,353)))),(348,341))),375),(367,(366,368)))),((((370,369),(((373,371),372),((374,(((((351,(355,394)),352),(392,391)),(346,349)),350)),(364,((361,347),362))))),(((318,319),(317,320)),(((24,(((15,11),261),(237,(265,264)))),((21,25),((263,262),(((14,238),(240,(239,12))),236)))),((((((32,((34,31),33)),323),280),(((159,(158,160)),157),(136,137))),(((((221,225),222),224),223),((((((112,((111,114),(113,115))),(((203,(202,205)),204),(((91,(93,95)),201),((92,94),((150,310),(307,(211,(213,((149,212),147))))))))),(405,(214,148))),(315,124)),(((401,403),((306,(404,402)),146)),((215,308),309))),(20,(((19,18),(267,269)),17))))),(((288,286),180),((190,((250,((189,188),(186,187))),(((245,242),243),241))),(259,(99,(97,(98,100)))))))))),(((((388,389),(358,(387,390))),386),((360,((357,359),(((378,356),377),376))),(379,380))),(((((229,226),230),(228,227)),((120,79),(116,(78,(77,76))))),((336,340),337)))))); #x treedecomp 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