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#NEXUS
begin taxa ;
dimensions ntax = 59 ;
taxlabels
Weinbergina
Limuloides
Euproops
Limulus
Tachypleus
Baltoeurypterus
Stylonurus
Chasmataspis
Diploaspis
Octoberaspis
Prokoenenia
Eukoenenia
Plesiosiro
Palaeocharinus
Gilboarachne
Liphistius
Aphonopelma
Hypochilus
Charinus
Phrynus
Stenochrus
Protoschizomus
Mastigoproctus
Proschizomus
Terpsicroton
Poliochera
Cryptocellus
Ricinoides
Neocarus
Siamacarus
Australothyrus
Allothyrus
Glyptholaspis
Amblyomma
Argas
Alycus
Allothrombium
Microcaeculus
Palaeacarus
Archegozetes
Cyphophthalmus
Chileogovea
Caddo
Leiobunum
Sclerobunus
Gonyleptes
Centruroides
Hadrurus
Heterometrus
Prearcturus
Palaeoscorpius
Stoermeroscorpio
Proscorpius
Chthonius
Neobisium
Feaella
Chelifer
Eremocosta
Galeodes;
end ;
begin trees;
translate
1 Weinbergina,
2 Limuloides,
3 Euproops,
4 Limulus,
5 Tachypleus,
6 Baltoeurypterus,
7 Stylonurus,
8 Chasmataspis,
9 Diploaspis,
10 Octoberaspis,
11 Prokoenenia,
12 Eukoenenia,
13 Plesiosiro,
14 Palaeocharinus,
15 Gilboarachne,
16 Liphistius,
17 Aphonopelma,
18 Hypochilus,
19 Charinus,
20 Phrynus,
21 Stenochrus,
22 Protoschizomus,
23 Mastigoproctus,
24 Proschizomus,
25 Terpsicroton,
26 Poliochera,
27 Cryptocellus,
28 Ricinoides,
29 Neocarus,
30 Siamacarus,
31 Australothyrus,
32 Allothyrus,
33 Glyptholaspis,
34 Amblyomma,
35 Argas,
36 Alycus,
37 Allothrombium,
38 Microcaeculus,
39 Palaeacarus,
40 Archegozetes,
41 Cyphophthalmus,
42 Chileogovea,
43 Caddo,
44 Leiobunum,
45 Sclerobunus,
46 Gonyleptes,
47 Centruroides,
48 Hadrurus,
49 Heterometrus,
50 Prearcturus,
51 Palaeoscorpius,
52 Stoermeroscorpio,
53 Proscorpius,
54 Chthonius,
55 Neobisium,
56 Feaella,
57 Chelifer,
58 Eremocosta,
59 Galeodes;
tree bootrep1= [&U] [-1913.477477 e 0.5 0.5 ] (((6,(7,((1,(2,((5,4),3))),((12,(((58,59),(13,((14,15),((19,((23,(21,22),24),20)),((18,17),16))))),11)),((27,28),((((30,29),((42,41),(43,44,(45,46)))),((34,35),((32,31),33))),((((39,40),36),(38,37)),(54,56,(57,55)))),25,26))))),(8,9,10)),(52,(50,((48,47),49)),53),51);
tree bootrep2= [&U] [-1965.611543 e 0.5 0.5 ] (37,(((40,39),36),((34,(31,(33,32,((29,30),(((58,59),(56,54,(55,57))),(((11,12),((((4,5),3),(((8,(2,1)),9,10),7,6)),((42,41),((53,52,(51,(47,(50,(49,48))))),44,43,(46,45))))),(((27,28),25,26),((14,15),((16,(17,18)),((((23,24,(22,21)),20),19),13)))))))))),35)),38);
tree bootrep3= [&U] [-1854.663793 e 0.5 0.5 ] ((52,53,((((((5,4),3,2),1),(((8,9,10),6),7)),((42,41),(43,44,(46,45)))),(((((57,56),54),55),(58,59)),(((((30,29),(26,(28,27),25)),(35,(34,(31,(32,33))))),((38,37),(36,(39,40)))),(((13,12),11),((14,15),(16,(18,17)),(19,(20,(23,(21,(24,22))))))))))),((48,51,47),50),49);
tree bootrep4= [&U] [-1844.044868 e 0.5 0.5 ] ((19,(((21,(24,22)),23),20)),(((((59,58),(55,(57,(54,56)))),(((37,38),(36,(39,40))),((25,26,(27,28)),(((33,32),(34,35,31)),(30,29))))),(((7,((((1,2),((3,(5,4)),8)),9,10),6)),((53,(((47,48),49),50),52,51),(((45,46),43,44),(42,41)))),(12,(13,11)))),(15,14)),(17,16,18));
tree bootrep5= [&U] [-1870.793461 e 0.5 0.5 ] (18,17,(((13,(19,(20,(23,(21,22,24))))),(((11,12),((((4,5),(3,(1,2))),(7,(((9,10),8),6))),(((51,(50,47,(48,49))),52,53),((41,42),44,43,(45,46))))),((((55,57),54,56),(58,59)),(((34,35),(((29,(36,(((37,38),39),40))),30),((32,31),33))),(27,28,(25,26))),(15,14)))),16));
tree bootrep6= [&U] [-1964.343557 e 0.5 0.5 ] (14,(16,(17,((11,12),(((59,58),(54,(57,55),56)),((((33,((31,32),(35,34))),((37,38),(36,(40,(39,(29,30)))))),(25,26,(28,27))),((((1,2),((4,5),3)),(7,((10,9,8),6))),(((42,41),((46,45),43,44)),(53,51,52,(50,(47,(49,48)))))))))),(13,(19,((23,24,(21,22)),20))),18),15);
tree bootrep7= [&U] [-1929.547289 e 0.5 0.5 ] (17,(16,((((20,(23,24,((22,21),(((26,25),28,27),(1,2))))),19),13),((((9,8,10),(52,53,(47,(48,((49,50),51))))),(6,7)),(((56,54,(55,57)),((58,59),((((29,30),(34,35,(31,(33,32)))),((36,(38,37)),(40,39))),(12,11)))),((((45,3,46),43,44),(41,42)),(4,5)))),(14,15))),18);
tree bootrep8= [&U] [-1933.740499 e 0.5 0.5 ] (41,((((((17,18,16),(15,14),(19,((((24,22),21),23),20))),((58,59),13,((12,11),(((((27,28),26,25),(29,30)),(((32,31),33),35,34)),((36,((37,38),39)),40))))),((55,57),54,56)),((53,(51,(((((2,1),3),4,5),(9,10,8)),(6,7)))),52,50,(49,(48,47)))),((46,45),43,44)),42);
tree bootrep9= [&U] [-1934.63807 e 0.5 0.5 ] (29,30,(((33,(32,31)),(34,35)),((26,(27,28),25),(((15,14),(((16,17,18),(13,(19,((24,23,(22,21)),20)))),(((((45,46),43,44),(41,42)),(((53,(((49,(48,47)),50),52)),51),(7,((2,(10,8,9),(3,(5,4))),1),6))),((58,59),((57,55),56,54))))),((40,((37,38),39)),36),(12,11)))));
tree bootrep10= [&U] [-1901.62914 e 0.5 0.5 ] (57,(56,54,((((((39,40),36),(38,37)),(((28,27),26,25),(((((15,14),((19,(20,((21,22,24),23))),(16,(18,17)))),11),12),((51,((((46,45),43,44),(41,42)),53,52,(50,(47,(48,49))))),((((2,(1,(6,7))),(10,9,8)),(3,(4,5))),13))))),((29,30),((33,(31,32)),(35,34)))),(59,58))),55);
tree bootrep11= [&U] [-1949.22932 e 0.5 0.5 ] (((1,2),(3,(4,5))),((6,7),(8,(10,9))),(53,((((49,(47,48)),((42,41),(44,43,(45,46)))),50),51,52,(((12,(((14,15),((13,((20,(23,24,(22,21))),19)),(16,(18,17)))),11)),((59,58),(((29,(30,((39,(37,38)),(40,36)))),((32,(31,(35,34))),33)),((27,28),25,26)))),(54,56,(57,55))))));
tree bootrep12= [&U] [-1890.547804 e 0.5 0.5 ] (16,((((((36,(39,40)),(37,38)),(((28,27),25,26),((29,30),((35,34),33,(31,32))))),(((59,58),((57,(56,54)),55)),(((41,42),((45,44,46),43)),(((1,((3,(5,4)),2)),((6,(8,(10,9))),7)),(((50,(47,(49,48))),52,53),51))))),(11,12)),(15,14),(13,((((24,22,21),23),20),19))),18,17);
tree bootrep13= [&U] [-1835.649945 e 0.5 0.5 ] (42,41,((43,44,(45,46)),((((((48,47),49),51),50,52,53),(54,56,(57,55))),(((1,(2,(3,(4,5)))),7,((8,9,10),6)),((((((30,29),(33,(34,35),(31,32))),(25,26,(27,28))),(((40,39),36),(38,37))),(((15,14),((18,17),16)),(13,(19,(20,((21,22),24,23)))))),((58,59),(11,12)))))));
tree bootrep14= [&U] [-2034.485778 e 0.5 0.5 ] (28,(26,25,(((((55,57),56,54),(((41,42),(43,(44,(46,45)))),((((8,(10,9)),6),7,((2,1),(3,(4,5)))),(51,(53,(((49,50,48),47),52)))))),((15,14),((19,((23,(22,24,21)),20)),13),((17,18),16))),((((36,(40,39)),(37,38)),((33,(32,((34,35),31))),(29,30))),((12,11),(59,58))))),27);
tree bootrep15= [&U] [-1950.935424 e 0.5 0.5 ] ((31,(34,35)),((30,29),((((37,38),((39,40),36)),(((15,14),((16,(17,18)),(13,(((23,24,(21,22)),20),19)))),((((((46,45),43,44,(41,42)),(51,(52,53,(50,((48,47),49))))),(6,((10,9,((4,5),(3,(1,2)))),8),7)),(12,11)),((59,58),((57,(54,56)),55))))),((28,27),25,26))),(33,32));
tree bootrep16= [&U] [-1912.140866 e 0.5 0.5 ] ((((((14,15),((13,((((24,22),21),23),(19,20))),(16,(18,17)))),((((42,41),(43,44,(46,45))),(((26,25,(28,27)),(((30,29),((33,(31,32)),(34,35))),(36,(((37,38),39),40)))),(11,12,(1,2)))),(((53,((50,49,(47,48)),51,52)),(6,7,(8,9,10))),((3,5),4)))),(58,59)),54,56),57,55);
tree bootrep17= [&U] [-1936.783378 e 0.5 0.5 ] (34,(((29,30),(((12,11),((25,26,(27,28)),(((19,(20,((21,22),24,23))),13,(16,(18,17)),(15,14)),((((5,4),((43,(46,45),44),(42,41)),((1,2),3)),7,(((((50,((49,48),51)),47),52,53),(10,8,9)),6)),((59,58),((57,(56,54)),55)))))),((38,37),(36,(39,40))))),(31,(33,32))),35);
tree bootrep18= [&U] [-1988.292187 e 0.5 0.5 ] (((16,18,17),(13,((20,(23,24,(22,21))),19))),(15,14),((11,12),(((((((1,2),3),(4,5)),(((8,(10,9)),6),7)),((41,42),((53,((50,48,49),47),52,51),(43,(46,45),44)))),((58,59),((57,55),54,56))),((((30,29),(26,25,(27,28))),(((31,32),33),(34,35))),((37,38),(36,(40,39)))))));
tree bootrep19= [&U] [-1906.916922 e 0.5 0.5 ] (42,((((((19,(20,(23,((21,24),22)))),((17,18),16),(15,14)),(((57,((59,58),55)),56,54),((((29,30),((34,35),(33,32,31))),((27,28),25,26)),((38,37),(36,(40,39)))))),((11,12),13),((((1,2),3),(5,4)),(((9,10,8),6),7))),(51,(52,53,(((48,49),47),50)))),(44,43,(45,46))),41);
tree bootrep20= [&U] [-1877.820555 e 0.5 0.5 ] ((56,54,((((11,((14,15),((19,(20,((23,13),24,(22,21)))),(16,18,17)))),12),((((((((1,2),(3,(4,5))),7,((8,9,10),6)),38,37),39),(30,((((32,(31,(34,35))),33),((58,59),(26,25,(28,27)))),29))),36),40)),((51,((50,49,(47,48)),52,53)),((42,41),(44,43,(46,45)))))),55,57);
tree bootrep21= [&U] [-1928.954867 e 0.5 0.5 ] (38,(((39,40),((((26,25,(27,28)),((32,(31,(35,34))),33)),(((((58,59),(56,54,(57,55))),((53,52,(50,((47,48),49)),51),((44,43,(46,45)),(42,41)),((7,6,(1,((9,8,10),2))),(3,4,5)))),(((13,(19,(((22,21),23,24),20))),(17,16,18)),(14,15))),(11,12))),(29,30))),36),37);
tree bootrep22= [&U] [-1993.961321 e 0.5 0.5 ] (21,22,(((19,((13,(((11,12),(((58,59),(54,55,56,57)),(((45,46),(41,42),43,44),(51,(50,52,(49,(48,47)),53))))),((((((5,4),3),8),(2,1)),9,10),6,7)),((14,15),((((39,40),36),(38,37)),(((30,29),((34,35),(31,(33,32)))),(25,26,(28,27)))))),(16,(17,18)))),20),24,23));
tree bootrep23= [&U] [-1915.543173 e 0.5 0.5 ] (50,(52,(((10,8,9),((((3,5),4),(7,6)),((((((39,40),((38,37),36)),(33,(((31,32),(35,34)),(((1,2),((27,28),25,26)),(29,30))))),(12,11)),((43,(46,45),44),(42,41))),((58,59),(55,((56,54),57))),(((((((21,22),23,24),20),19),13),((18,17),16)),(14,15))))),53,51)),((47,48),49));
tree bootrep24= [&U] [-1895.434305 e 0.5 0.5 ] (((30,29),(((59,58),((11,12),(((((18,17),16),(13,(((23,24,(22,21)),20),19))),(15,14)),(((57,(54,56)),55),(((42,41),((45,46),44,43)),(((7,((10,9,8),6)),((2,(3,5,4)),1)),(51,(53,52,((47,(49,48)),50))))))))),((28,27),26,25),((38,(39,(40,36))),37))),33,(32,((35,34),31)));
tree bootrep25= [&U] [-1757.628268 e 0.5 0.5 ] ((52,50,53,(49,(47,48))),51,((56,57,55,54),(((41,42),(43,(45,44,46))),(((27,28),26,25),((((31,32),33),(35,34)),(((((38,37),36),40,39),(30,29)),((58,59),(((18,16,((((((21,24),22),(23,13)),20),19),(14,15))),17),(12,11)))))),(((3,(4,5)),(1,2)),7,((8,9,10),6)))));
tree bootrep26= [&U] [-1867.347742 e 0.5 0.5 ] (28,27,(26,25,(((((18,17),16),((19,20),(23,24,(22,21)))),(((((2,(10,9,((5,4,3),8))),1),(7,6)),(12,11)),((((58,59),((57,55),56,54)),((52,(51,((50,48,47),49)),53),((41,42),43,44,(46,45)))),((35,(34,(((29,30),(32,33)),31))),(((40,39),36),(38,37))),13))),(14,15))));
tree bootrep27= [&U] [-1876.400726 e 0.5 0.5 ] (46,(((((53,52,(((48,50,49),47),51)),((55,57),54,56)),(((((6,(8,9,10)),7),(2,1)),(3,(4,5))),(34,35,(31,(((28,27,(25,26)),((((((17,18,16),(13,((20,19),((21,22),23,24)))),(15,14)),(11,12)),(59,58)),((36,(38,37),(40,39)),(30,29)))),(32,33)))))),(42,41)),44,43),45);
tree bootrep28= [&U] [-1872.104726 e 0.5 0.5 ] (17,(16,((((55,(57,56),54),(51,(53,52,(50,((48,47),49))))),((((27,28),26,25),(14,15)),((((33,((31,32),(34,35))),(29,30)),((38,37),36,(40,39))),(((59,58),(12,11)),((41,42),((45,46),44,43))))),((((9,10),8),6),7,(1,(2,(3,(5,4)))))),(19,((13,(23,((22,21),24))),20)))),18);
tree bootrep29= [&U] [-1813.120845 e 0.5 0.5 ] ((42,41),((45,46),43,44),((((((((5,4),3),8),(2,1)),9,10),(6,7)),(((55,57),56,54),((((25,26,(27,28)),((((32,31),33,(35,34)),(36,((37,38),39),40)),(30,29))),((12,11),(((13,((19,20),(23,(22,24,21)))),((18,17),16)),(14,15)))),(58,59)))),(((47,48,50),49),51,53,52)));
tree bootrep30= [&U] [-1955.530026 e 0.5 0.5 ] (48,47,(((53,52,((((((3,(5,4)),(1,2)),7,(6,(10,9,8))),(((((38,37),(36,(40,39))),(((34,(((31,32),33),(29,30))),35),(25,26,(27,28)))),(((55,57),56,54),(58,59))),((18,16,17),(13,(19,(20,(24,23,(21,22))))),(14,15))),(11,12)),(44,(45,46),(41,42),43)),51)),50),49));
tree bootrep31= [&U] [-1890.234118 e 0.5 0.5 ] ((((((14,15),((16,(17,18)),(13,(19,((23,24,(21,22)),20))))),((59,58),(54,56,(55,57))),((((((48,49),47),50),52,51,53),((43,44,(45,46)),(42,41))),((((5,3),4),(2,1)),(((8,9,10),6),7)))),(11,12)),(33,(((25,(27,28),26),(29,30)),((32,31),(34,35))))),((39,(37,38)),40),36);
tree bootrep32= [&U] [-1867.400915 e 0.5 0.5 ] (((((1,((9,10),2,((5,4),3,8))),6,7),(((41,42),(43,44,(46,45))),(51,(53,52,(50,((48,47),49)))))),((((25,26,(28,27)),((29,30),((34,35),((33,32),31)))),((38,37),((39,40),36))),(12,11))),((14,15),(((((((24,22),21),23),13),20),19),(16,17,18))),((57,54,56,55),(59,58)));
tree bootrep33= [&U] [-1930.813916 e 0.5 0.5 ] ((59,58),((((27,28),25,26),((36,(((38,37),39),40)),(((15,14),(((((23,((24,22),21)),20),19),13),((17,18),16))),(((53,52,(51,50,((48,49),47))),((43,44,(46,45)),(42,41))),((12,11),(((((3,(4,5)),((10,9),8)),2),1),(6,7))))))),(((32,31),33,(34,35)),(29,30))),(54,55,(56,57)));
tree bootrep34= [&U] [-1825.866097 e 0.5 0.5 ] (((36,(40,39)),((29,(((31,(34,35)),32,33),((((12,(((14,15),((19,((23,((21,24),22)),20)),(16,(17,18)))),11)),13,(((41,42),((53,52,(50,47,((49,48),51))),((46,45),44,43))),((1,((3,(4,5)),2,((9,10),8))),(6,7)))),((58,59),(55,((54,56),57)))),((27,28),25,26)))),30)),38,37);
tree bootrep35= [&U] [-2043.622373 e 0.5 0.5 ] (12,(((15,14),((59,58),(((((51,(((49,(47,48)),50),52,53)),(54,56,(55,57))),((43,44,(46,45)),(41,42))),(6,(1,(((4,5),3),2)),7,(8,9,10))),(((28,27),26,25),(((29,30),((35,34),(33,(31,32)))),((40,36),((39,38),37))))))),13,((((24,23,(21,22)),20),19),(16,(17,18)))),11);
tree bootrep36= [&U] [-1990.253232 e 0.5 0.5 ] (57,(54,56,((((14,15),((16,(17,18)),(13,(((24,(21,22),23),20),19)))),((((29,30),(26,(28,27),25)),(((32,31),33),(34,35))),((40,(39,(38,37))),36)),((12,11),(((51,(53,50,52,((48,49),47))),((41,42),((45,46),43,44))),(((2,1),((6,(8,(10,9))),7)),((3,5),4))))),(59,58))),55);
tree bootrep37= [&U] [-1937.253326 e 0.5 0.5 ] (27,28,(26,(((33,((31,32),(35,34))),(30,29)),(((37,38),((40,39),36)),(((11,12),((14,15),((16,(17,18)),((19,(20,(23,24,(21,22)))),13)))),(((59,58),((57,55),54,56)),((51,((((43,44,(46,45)),42,41),((49,48),47)),50)),52,(((6,7),(((3,(4,5)),8),((1,2),9,10))),53)))))),25));
tree bootrep38= [&U] [-1939.472961 e 0.5 0.5 ] ((39,40),(((59,58),((30,29),((27,28),26,25)),((12,11),((33,(((34,35),31),32)),(((((17,18),16),(13,(19,(20,((22,21),24,23))))),(14,15)),((54,(57,55),56),(((47,(48,50,49)),52,51,53),(((42,41),(44,(45,46),43)),((3,(5,4)),((1,2),7,((8,9,10),6)))))))))),(38,37)),36);
tree bootrep39= [&U] [-1916.06597 e 0.5 0.5 ] (14,((13,(((23,(22,(24,21))),20),19)),((((51,(53,(52,50,(49,(48,47))))),(((8,9,10),6,7),((1,2),(3,(5,4))))),((((45,44,46),43),(41,42)),((25,(27,28),26),(((55,((56,54),57)),(59,58)),(((34,35),(31,(33,32))),((29,30),((36,(39,40)),(38,37)))))))),(12,11)),(18,16,17)),15);
tree bootrep40= [&U] [-1911.84459 e 0.5 0.5 ] (19,(13,(((18,17),16),((15,14),((12,11),((((((36,(39,40)),(38,37)),((30,29),(33,(32,((35,34),31))))),(25,26,(28,27))),((((43,44,(45,46)),(42,41)),((1,((3,(4,5)),2)),((8,(10,9)),6),7)),((54,56,(57,55)),((49,(48,51,50,47)),52,53)))),(59,58)))))),(20,(23,24,(21,22))));
tree bootrep41= [&U] [-1859.545549 e 0.5 0.5 ] (40,((((((27,28),25,26),((29,30),((32,((34,35),31)),33))),(((((57,56,55,54),(59,58)),((((20,((24,(22,21)),23)),19),(16,18,17)),13,(14,15))),(((42,41),(44,43,(46,45))),((53,52,51,(50,(47,(49,48)))),((1,((8,(9,10)),2,(3,(4,5)))),7,6)))),(12,11))),(38,37)),36),39);
tree bootrep42= [&U] [-1767.854261 e 0.5 0.5 ] (41,(((((((((24,23,(22,21)),(19,20)),(16,(18,17))),((2,1),7,(6,((((5,4),3),8),9,10))),((((48,(51,(47,50))),49),52,53),(56,54,(57,55)))),(14,15)),(((12,11),(59,58)),(((25,(27,28),26),(((31,32),33),34,35)),((36,(((37,38),39),40)),(29,30)))),13),45,46),44),43),42);
tree bootrep43= [&U] [-1927.709925 e 0.5 0.5 ] (41,42,((43,44,(45,46)),((((4,(3,5)),(6,7)),(((12,11),((14,15),((16,(18,17)),13,((20,(((1,2),23),24,(21,22))),19)))),((((57,(54,56)),55),(59,58)),((33,((29,30),((34,35),(27,28,(25,26)),(31,32)))),((36,(39,40)),(37,38)))))),((8,(10,9)),(53,52,((50,48,49),47),51)))));
tree bootrep44= [&U] [-1949.937519 e 0.5 0.5 ] (11,12,((59,58),((((15,14),(16,(17,18))),(((20,19),(24,23,(22,21))),13)),((((37,38),((39,40),36)),((((28,27),26,25),(29,30)),(35,(34,(31,(32,33)))))),((55,54,57,56),((((1,((3,(5,4)),2)),((6,(9,10,8)),7)),((50,((47,48),49)),51,52,53)),(((46,45),43,44),(42,41))))))));
tree bootrep45= [&U] [-1887.639822 e 0.5 0.5 ] ((15,14),(16,18,17),((((58,59),((30,29),(((((((57,55),54,56),(((47,48),49),50,52,51,53)),((44,43,(46,45)),(41,42))),(6,((2,((3,(4,5)),(8,(10,9)))),1),7)),((35,(34,(31,(33,32)))),(((39,40),36),(37,38)))),(26,25,(27,28))))),(12,11)),(13,(19,((23,(22,21)),20,24)))));
tree bootrep46= [&U] [-2101.460485 e 0.5 0.5 ] (12,((((((37,38),((39,40),36)),(35,(((33,32),31),34))),(((56,(55,57),54),(59,58)),(30,29))),((27,28),25,26)),(((15,14),((((20,(24,23,(22,21))),19),13),(16,(17,18)))),((((((9,10),8),6),7),((((2,1),3),4),5)),(((41,42),(44,43,(45,46))),(51,(53,52,((49,48),47,50))))))),11);
tree bootrep47= [&U] [-1901.540689 e 0.5 0.5 ] (46,((((((49,48),47),50,51),53,52),((((1,2),(7,(((9,10),8),6))),((3,5),4)),((12,11),(((15,14),(((19,(20,(23,24,(21,22)))),13),(16,(18,17)))),(((((32,33),(31,(34,35))),(29,30)),((26,25,(28,27)),(((54,(57,56)),55),(59,58)))),((37,38),(36,(39,40)))))))),44,(41,42),43),45);
tree bootrep48= [&U] [-1862.154919 e 0.5 0.5 ] (22,21,(((13,(20,(19,((((6,((5,4),8),((9,10),1,2,3),7),(12,11)),((15,14),((58,59),((((38,37),((39,40),36)),(((((29,30),(31,(32,33))),34),35),(28,(25,26),27))),(((57,56),55,54),(((50,52,((48,47),49),53),51),(42,41,(44,43,(45,46))))))))),((18,17),16))))),23),24));
tree bootrep49= [&U] [-1969.25886 e 0.5 0.5 ] (8,((53,52),51,((6,7),((((1,2),3),(5,4)),(((11,12),((((55,(57,(54,56))),(58,59)),(((36,(39,40)),(37,38)),(((28,27),25,26),((30,29),(35,(34,(33,(32,31)))))))),((15,14),((13,((20,19),(23,24,(22,21)))),(16,(18,17)))))),((43,((42,41),(49,(50,48,47))),44),(46,45)))))),(9,10));
tree bootrep50= [&U] [-2028.44824 e 0.5 0.5 ] (((12,11),(((((13,(19,(20,((23,(1,2)),24,(22,21))))),(16,(17,18))),(14,15)),((59,58),((55,57),56,54))),((((28,27),26,25),((30,29),((34,35),(33,(31,32))))),((36,(39,40)),(38,37))))),((44,43,(42,(((49,48),47),50,((53,(51,(7,((9,8,10),6)))),52)),41)),(45,46)),((3,5),4));
tree bootrep51= [&U] [-1852.468231 e 0.5 0.5 ] (((37,38),((40,39),36)),((27,(26,25),28),((34,((30,29),(31,(33,32)))),35)),((((42,41),(44,43,(45,46))),13,(((((((((3,5,4),8),(10,9)),2),1),(6,7)),((51,((50,(47,(49,48))),52)),53)),(((16,(18,17)),(19,((23,(21,24,22)),20))),(15,14))),((59,58),((57,(56,54)),55)))),(11,12)));
tree bootrep52= [&U] [-1984.695682 e 0.5 0.5 ] ((31,(34,(((((((59,58),((55,57),54,56)),(((7,(((9,10),8),6)),(51,52,(50,((49,48),47)),53)),(((3,(4,5)),13),(45,(43,44,(41,42)),46)))),((18,16,17),((19,(20,(((1,2),23),((21,22),24)))),(14,15)))),((12,11),((27,28),25,26))),((37,38),(36,((29,30),(39,40))))),35))),32,33);
tree bootrep53= [&U] [-1933.211232 e 0.5 0.5 ] ((53,52,(51,(49,50,48,47))),(44,43,(45,46)),((42,41),(((7,((8,(10,9)),6)),(((2,1),3),(4,5))),(((31,(33,32)),(34,35)),((((25,(28,27),26),(59,58,(55,(57,(54,56))))),(30,29)),((36,(40,(39,(37,38)))),13,((((16,(17,18)),(14,15)),(19,(20,(23,24,(21,22))))),(11,12))))))));
tree bootrep54= [&U] [-1993.058303 e 0.5 0.5 ] ((13,(((24,23,(21,22)),20),19)),(18,16,17),(((((30,29),((36,(39,40)),(37,38))),(((((((7,(2,1)),6),(10,9,(8,((4,5),3)))),(51,(52,53,((49,(48,47)),50)))),((41,42),(43,44,(45,46)))),((57,(54,56)),55)),((12,11),(58,59)))),((33,(32,31)),((26,25),28,27),(34,35))),(15,14)));
tree bootrep55= [&U] [-1812.029844 e 0.5 0.5 ] (1,(((((3,(5,4)),8),(10,9)),(((12,11),(((((35,34),((31,32),33)),(30,29)),(((15,14),(13,(17,18,16),(((27,28),25,26),(20,(23,24,(21,22)),19)))),((59,58),((55,57),(56,54))))),((36,(40,39)),(37,38)))),51,(53,52,((44,(((47,((49,50),48)),(41,42)),43)),(46,45))))),(7,6)),2);
tree bootrep56= [&U] [-1914.555727 e 0.5 0.5 ] (19,((16,(18,17)),((((((42,41),(43,44,(46,45))),(((53,52,(48,50,49,47)),51),((57,55),56,54)),((3,4,5),(((((9,10),8),6),7),(2,1)))),((36,(40,((37,38),39))),(((30,29),((27,28),26,25)),(34,35,(31,(33,32)))))),((12,11),13,(59,58))),(14,15))),(20,(((24,22),21),23)));
tree bootrep57= [&U] [-1949.643905 e 0.5 0.5 ] (57,(56,54,(((((33,((31,(35,34)),32)),(29,30)),((36,(39,40)),(37,38))),(((28,27),26,25),((((((19,(20,((22,21),24,23))),13),((18,17),16)),(((((2,1),3),(5,4)),((7,6),((10,9,8),51,(53,(52,((47,(48,49)),50)))))),((44,43,(45,46)),(42,41)))),(12,11)),(14,15)))),(58,59))),55);
tree bootrep58= [&U] [-1954.534883 e 0.5 0.5 ] (17,18,(((((((25,(27,28),26),(((30,29),((34,35),(33,(32,31)))),((37,38),((39,40),36)))),((59,58),((56,57),54,55))),((((((51,(((49,48),47),50)),52,53),(43,44,(46,45))),(41,42)),(((9,10,8),(7,6)),3,(4,5))),((1,2),(11,12)))),(15,14)),((((23,24,(22,21)),20),19),13)),16));
tree bootrep59= [&U] [-1849.52895 e 0.5 0.5 ] (15,14,((((20,19),13,((22,21),23,24)),((18,17),16)),((((((57,55),54,56),(58,59)),((51,((((47,48),49),50),52,53)),(44,(41,42),43,(46,45)))),(12,11)),(((30,29),((((38,37),39),40),36)),((((2,1),7,(6,((((4,5),3),8),10,9))),((33,(32,31)),(35,34))),((27,28),26,25))))));
tree bootrep60= [&U] [-1921.199426 e 0.5 0.5 ] (40,(36,((38,37),(((30,29),((32,31),33,(34,35))),((((57,(56,54)),55),(58,59)),((((12,(2,1),11),(((16,18,17),(19,(20,(23,(21,(24,22)))))),(15,14))),(25,26,(27,28))),(((53,52,(48,50,47,51,49)),(7,(((9,10),8),6))),((3,(5,4)),13),((44,43,(46,45)),(42,41)))))))),39);
tree bootrep61= [&U] [-1846.185622 e 0.5 0.5 ] ((43,(((((3,5),4),(((1,2),7,((10,9,8),6)),(((52,((50,48,49),47)),53),51))),(((59,58),((57,55),54,56)),(((((((30,((36,(37,38)),39,40)),29),((32,31),33)),34),35),(28,(25,26),27)),(((14,15),((18,17),16),((19,(20,(24,23,(21,22)))),13)),(12,11))))),42,41),44),46,45);
tree bootrep62= [&U] [-2032.623809 e 0.5 0.5 ] (57,(((51,((50,49,(47,48)),52,53)),((((12,11),(((28,27),25,26),(((34,35),33,(32,31)),(29,(30,((40,39),((38,37),36))))))),(58,59),((14,15),((13,(((24,23,(21,22)),20),19)),((6,((8,((4,5),3)),9,10)),7,(1,2)),(16,(18,17))))),((42,41),(46,45),44,43))),54,56),55);
tree bootrep63= [&U] [-1932.117145 e 0.5 0.5 ] (29,((((((41,42),(44,43,(45,46))),((6,(8,(51,(53,(((47,48),49,50),52))),9,(((2,1),((5,4),3)),10))),7)),((27,28),26,25)),(((11,12),(((15,14),((17,18,16),(13,(19,(20,(24,23,(22,21))))))),((58,59),(55,(57,(56,54)))))),((37,38),(36,(40,39))))),(33,((32,31),(34,35)))),30);
tree bootrep64= [&U] [-1899.395622 e 0.5 0.5 ] ((26,(28,27),25),(((((19,((24,23,(21,22)),20)),(((18,17),16),(15,14)),13),(((56,54,(55,57)),(58,59)),((12,11),(((51,(((49,(48,47)),50),53,52)),((43,44,(45,46)),(42,41))),(((7,(6,(9,10,8))),(1,2)),(5,4,3)))))),((38,37),(36,(40,39)))),(((31,(32,33)),34),35)),(29,30));
tree bootrep65= [&U] [-1958.543161 e 0.5 0.5 ] (42,(((50,(49,(48,47))),53,((((1,((3,(5,4)),2)),(7,6)),(((59,58),((54,57,56),55)),(((38,37),((39,40),36)),(((28,27),25,26),(((35,34),(31,(33,32))),(29,30))))),((11,12),13,((19,(20,((22,21),24,23))),(16,18,17),(15,14)))),51,(10,8,9)),52),(44,43,(46,45))),41);
tree bootrep66= [&U] [-1926.703912 e 0.5 0.5 ] (((43,(45,46),44),(42,((51,53,52,50),((49,48),47)),41)),(5,4,3),((((2,(8,10,9)),1),6,7),((54,(55,57),56),(((19,(20,(23,((21,24),22)))),13,((14,15),(16,18,17))),(((28,27),26,25),(((58,59),(((30,29),((33,(32,31)),(34,35))),(36,40,(39,(37,38))))),(12,11)))))));
tree bootrep67= [&U] [-1909.762659 e 0.5 0.5 ] ((39,((37,38),((29,30),((((28,(26,25),27),((((1,((8,10,9),2,((5,4),3))),(6,7)),(((((58,59),55),57),54,56),((((45,46),43,44),(42,41)),(53,52,51,(49,(47,48)),50)))),(((22,21),(23,24,(20,((((14,15),(16,(17,18))),13),19)))),(11,12)))),(34,35)),((32,31),33))))),36,40);
tree bootrep68= [&U] [-1862.623058 e 0.5 0.5 ] (39,(38,37,((29,30),((59,58),((26,(27,28),25),(((34,35),(33,(32,31))),((((42,41),(43,44,(45,46))),((51,((48,50,49,47),52,53)),(54,(55,57),56))),((((18,17),16),(15,14),(((12,11),(19,(20,(23,((21,24),22))))),13)),(((5,4),3),((6,7),((10,9,8),(2,1))))))))))),(36,40));
tree bootrep69= [&U] [-2016.857963 e 0.5 0.5 ] (57,(54,56,(((((46,45),43,44),(42,41)),((((8,((2,1),9,10)),(7,6)),(3,(5,4))),(((((12,11),13),((15,14),((19,(20,(23,(21,24,22)))),(17,18,16)))),((29,30),((58,59),((27,28),26,25)),((37,38),((39,40),36)))),((33,(31,32)),(34,35))))),(51,(((47,(48,49)),50),52,53)))),55);
tree bootrep70= [&U] [-1894.989799 e 0.5 0.5 ] (58,59,(((((15,14),(((19,((23,24,(21,22)),20)),13),(16,(18,17)))),((11,12),(((51,53,52,((50,(49,48)),47)),((44,43,(45,46)),(41,42))),(7,6,((((4,3,5),2,1),10),8,9))))),(((38,37),(36,(40,39))),((26,(28,27),25),((29,30),((32,33),((34,35),31)))))),(56,54,(57,55))));
tree bootrep71= [&U] [-1894.155884 e 0.5 0.5 ] (((3,(5,4)),2,1),((49,(50,48,47)),53,52,(((42,41),((45,46),43,44)),(((((57,55),54,56),(59,58)),((11,((15,14),((13,(((23,24,(21,22)),20),19)),(16,(17,18))))),12)),((((39,40),36),(37,38)),((30,29),((28,27),25,26),((33,(32,31)),35,34))))),51),((10,9,8),6,7));
tree bootrep72= [&U] [-1926.710639 e 0.5 0.5 ] (38,((36,(39,40)),((((27,28),25,26),((29,30),((35,34),((32,31),33)))),(((((52,(49,(47,48)),50,((51,((((3,(4,5)),10),8,9),(6,7))),53)),((42,41),(44,43,(46,45)))),(54,(57,56),55)),(59,58)),(((((((((2,1),23),24,(21,22)),20),19),13),((18,17),16)),(15,14)),(12,11))))),37);
tree bootrep73= [&U] [-1883.717808 e 0.5 0.5 ] (49,(50,(((((58,59),((((((29,30),((33,(32,31)),(35,34))),((27,28),25,26)),((37,38),(36,(40,39)))),13,(((((46,45),43,44),(42,41)),((3,(1,2)),((6,(8,9,10)),7),(5,4))),(12,11))),((14,15),(((17,18),16),(19,(20,((21,22),23,24))))))),(55,57),56,54),51),52,53)),(47,48));
tree bootrep74= [&U] [-1887.050933 e 0.5 0.5 ] ((56,54,(57,55)),(58,59),(((((16,(18,17)),(13,((20,(24,23,(21,22))),19))),(14,15)),(11,12)),((((37,38),(36,(40,39))),((((34,35),(31,(32,33))),(29,30)),(26,25,(27,28)))),(((41,42),(43,44,(46,45))),((51,(52,53,(50,((47,48),49)))),(((3,(5,4)),8),(((2,1),(7,6)),9,10)))))));
tree bootrep75= [&U] [-1902.040204 e 0.5 0.5 ] (((((40,((39,(37,38)),36)),((11,12),(((16,(18,17)),(13,((20,(24,23,(22,21))),19))),(14,15))),(((((46,45),43,44),(42,41)),((51,(52,50,53,((48,47),49))),(((((5,4),3),2),1),7,(6,(8,10,9))))),(((58,59),55,57),54,56))),(28,27,(26,25))),35),((32,31),33,(30,29)),34);
tree bootrep76= [&U] [-1958.066176 e 0.5 0.5 ] (11,(((((2,((4,5),3),(8,9,10)),1),7,6),(((45,46),44,43,(42,41)),(52,51,53,(50,((49,48),47))))),((((56,(55,57),54),(59,58)),(30,29)),(((13,((14,15),((19,(20,(23,24,(22,21)))),(16,18,17)))),((27,28),26,25)),((((31,(32,33)),34),35),((37,38),((39,40),36)))))),12);
tree bootrep77= [&U] [-2001.862421 e 0.5 0.5 ] (57,55,(56,54,((((28,27),25,26),(((((((20,((21,22,24),23)),19),(17,18,16)),(((((43,44,(45,46)),(41,42)),(47,(50,48,49)),52,53),51),(((5,4),((1,2),3)),((6,(8,(10,9))),7)),((11,12),13))),(15,14)),(58,59)),((30,29),((35,34),(32,33,31))))),((36,(40,39)),(37,38)))));
tree bootrep78= [&U] [-1824.188189 e 0.5 0.5 ] (38,37,(((((((56,54),57),55),(59,58)),((13,(12,((((17,16,18),(19,(20,((21,22),24,23)))),(14,15)),11))),((((1,2),((6,(8,10,9)),7)),((5,4),3)),(((43,44,(45,46)),(42,41)),(53,52,51,(50,(47,48,49))))))),((((32,31),(34,35)),((26,(27,28),25),(30,29))),33)),((39,40),36)));
tree bootrep79= [&U] [-1935.279915 e 0.5 0.5 ] (42,(((34,(33,((29,30),((26,(28,27),25),(((38,37),((39,40),36)),(12,(11,((17,(18,(16,((13,((20,((21,22),24,23)),19)),(15,14))))),((((3,(5,4)),1,2),(((9,10,8),6),7)),(51,(53,(52,(50,(48,47,49))))))))),((55,(57,(54,56))),(59,58)))))),35),(31,32)),((46,45),43,44)),41);
tree bootrep80= [&U] [-1849.593871 e 0.5 0.5 ] (50,((((3,5,4),((1,2),7,((8,10,9),6))),((((57,55),54,56),(59,58)),(((((46,45),43,44),(42,41)),(11,12)),((((40,39),36),(37,38)),(33,(((30,29),(26,(27,28),25)),((35,34),(32,31)))))),((14,15),((13,(19,(20,(24,23,(22,21))))),(16,(18,17)))))),51,52,53),(47,(49,48)));
tree bootrep81= [&U] [-1941.81281 e 0.5 0.5 ] (40,((36,(((59,58),((29,30),((35,34),((32,31),33)))),((((19,(((21,22),23,24),20)),13,((15,14),(17,16,18))),((((4,(3,5)),((9,10,8),(1,2),6,7)),(((42,41),((46,45),44,43)),((56,(55,57),54),((((49,(48,47)),50),52,53),51)))),(12,11))),(25,26,(27,28))))),(37,38)),39);
tree bootrep82= [&U] [-2009.838814 e 0.5 0.5 ] ((34,35),(((30,29),(((((54,56),57),55),(59,58)),(((36,(39,40)),(38,37)),(((((19,(20,(24,23,(21,22)))),((18,17),16)),(14,15)),((12,11),(13,((46,45),((41,42),(((53,51,((((48,49),47),50),52)),(((2,1),(7,6)),(8,10,9))),(5,(3,4)))),44,43)))),((27,28),25,26))))),(32,33)),31);
tree bootrep83= [&U] [-1831.369789 e 0.5 0.5 ] (17,(((((((((((37,38),39),(29,30)),40),36),(((25,26),28,27),(35,((33,(32,31)),34)))),((12,11),((((3,(2,1)),(4,5),(8,9,10)),(6,7)),((42,(43,(46,45),44),41),(51,(52,53,((49,48),50,47))))))),((58,59),(56,54,(55,57)))),(15,14)),(13,((20,(24,23,(22,21))),19))),16),18);
tree bootrep84= [&U] [-2049.237956 e 0.5 0.5 ] (33,(((29,30),((((36,(39,40)),(37,38)),(((((((8,(10,9)),6),(1,(2,((5,4),3))),7),((53,52,(50,(49,(48,47)))),51)),((43,44,(45,46)),(41,42))),(56,54,(55,57))),(((12,11),(13,((15,14),((19,((23,24,(21,22)),20)),(16,18,17))))),(59,58)))),(26,25,(27,28)))),((34,35),31)),32);
tree bootrep85= [&U] [-1914.467406 e 0.5 0.5 ] (59,((((44,43,(46,45),(42,41)),((52,(49,(50,47,48)),53),51)),((((6,7),(((3,(4,5)),2,(8,(10,9))),1)),(12,11)),(((36,(37,38),(39,40)),(((28,27),26,25),((29,30),((33,(31,32)),(35,34))))),(((16,(17,18)),(13,((20,(23,24,(22,21))),19))),(14,15))))),((55,57),54,56)),58);
tree bootrep86= [&U] [-1918.947803 e 0.5 0.5 ] (1,2,(((20,(19,(((18,17),16),(((55,57),54,56),(((3,(4,5)),((52,((9,10),8),51,53,(50,((48,47),49))),((41,42),(44,43,(45,46))))),(6,7)),(((12,11),((36,(40,39)),(37,38)),((58,59),(((15,14),(33,(((34,35),31),32))),(30,29)))),((27,28),26,25),13))))),24,(22,21)),23));
tree bootrep87= [&U] [-1896.690591 e 0.5 0.5 ] (3,((1,2),(((((44,(45,46),43),(42,41)),(((12,11),(((((27,28),25,26),(33,32,(31,(34,35)))),(29,30)),((36,(39,(38,37))),40))),(((56,54,55,57),(59,58)),((14,15),((16,(18,17)),((19,(20,(23,24,(22,21)))),13)))))),(51,(53,50,52,(49,(48,47))))),7,(6,(10,9,8)))),(5,4));
tree bootrep88= [&U] [-1979.717155 e 0.5 0.5 ] ((50,(53,52,(((12,11),(((3,(2,1)),(5,4),(10,8,9)),7,6),(((((13,(19,(20,(23,24,(21,22))))),((18,17),16)),(14,15)),((56,54,(55,57)),(58,59))),((((27,28),26,25),((30,29),((34,35),((32,33),31)))),((37,38),(36,(40,39)))))),51))),((43,44,(45,46)),(41,42)),((47,48),49));
tree bootrep89= [&U] [-1841.73759 e 0.5 0.5 ] ((19,((13,((16,18,17),(14,15))),((((((37,38),((39,40),36)),(((34,35),(33,(32,31))),(30,29))),((((7,((9,10,8),(1,(((4,5),3),2))),6),((42,41),((46,45),44,43)),((51,(((49,(47,48)),50),52,53)),(((56,54),57),55))),((27,28),25,26)),(58,59))),12),11))),20,((24,22,21),23));
tree bootrep90= [&U] [-1990.089131 e 0.5 0.5 ] (27,28,(((((((((6,((51,((52,((49,(47,48)),50)),53)),(10,9,8))),7),(((5,3),4),(1,2))),((13,((20,(23,(21,24,22))),19)),(14,15),(16,(17,18))),((57,55),56,54)),(59,58)),((44,43,(46,45),(41,42)),(12,11))),((38,37),(36,(40,39)))),((29,30),((34,35),(31,(33,32))))),26,25));
tree bootrep91= [&U] [-1799.788322 e 0.5 0.5 ] (((49,48),50),((52,(((42,41),((((4,5),(3,(2,1))),(7,(6,(8,(10,9))))),(((12,(11,(((19,(((24,22,21),23),20)),(16,18,17)),(14,15)))),13),(((59,58),(55,(57,(56,54)))),((25,26,(27,28)),(((39,(36,40)),38,37),(((34,35),((31,32),33)),(30,29)))))))),(44,43,(45,46))),53),47),51);
tree bootrep92= [&U] [-1944.663416 e 0.5 0.5 ] (19,(13,((((((36,(((37,38),39),40)),((((28,27),26,25),(58,59),(30,29)),(((32,33),31),(35,34)))),(15,14)),(11,12)),(((((41,42),((46,45),43,44)),(53,52,51,(49,(50,48,47)))),(56,54,(55,57))),((3,(4,5)),((1,((10,9,8),2)),(6,7))))),(16,(17,18)))),((23,24,(22,21)),20));
tree bootrep93= [&U] [-1890.990097 e 0.5 0.5 ] (16,(18,17),((15,14),(((20,(23,(24,22,21))),19),(((((11,12),(((41,42),((46,45),43,44)),((((9,10,(2,1)),8),(7,6)),(50,51,(((47,48),49),53,52))),(13,((5,4),3))),((((39,40),36),(37,38)),((29,30),((32,(31,(34,35))),33)))),(58,59)),((55,57),56,54)),(26,25,(28,27))))));
tree bootrep94= [&U] [-1955.098973 e 0.5 0.5 ] (((39,40),((38,37),36)),((((((13,((20,19),(23,(22,21),24))),(16,(17,18))),(14,15)),((55,54,(57,56)),(59,58))),((((41,42),(43,(45,46),44)),((51,50,((49,48),47)),52,53)),((((2,(3,(5,4))),1),(6,((10,9),8),7)),(12,11)))),((34,(33,(31,32))),35,(27,(25,26),28))),(29,30));
tree bootrep95= [&U] [-1875.765893 e 0.5 0.5 ] ((((39,40),36),((((11,12),((((20,(((22,21),24),23)),19),13),(16,(18,17)),(14,15))),(((59,58),((57,(56,54)),55)),(((42,41),(44,(46,45),43)),((51,(52,((47,48,49),50),53)),((7,6),(1,((10,8,9),2,(3,(4,5))))))))),(((29,30),(33,32,(31,(34,35)))),((28,27),25,26)))),37,38);
tree bootrep96= [&U] [-1981.056994 e 0.5 0.5 ] (20,((((14,15),((12,11),13,((((58,59),(55,((54,56),57))),(((28,27),25,26),((29,30),(33,(32,(31,(34,(35,((38,37),(36,(40,39))))))))))),((((44,43,(45,46)),(42,41)),(53,(((47,(49,48)),50),51),52)),(((2,1),((6,(10,9,8)),7)),3,(5,4)))))),(16,(18,17))),19),(23,24,(22,21)));
tree bootrep97= [&U] [-1896.559056 e 0.5 0.5 ] (35,34,((32,((33,((58,59),((11,12),(((((57,(56,54)),55),(((7,(6,(10,9,8))),((3,(5,4)),(2,1))),((51,(53,50,((48,47),49),52)),((43,44,(45,46)),(42,41))))),(((15,14),((13,((19,20),((22,21),23,24))),(16,(17,18)))),(25,26,(27,28)))),(38,(39,(36,40)),37))))),(30,29))),31));
tree bootrep98= [&U] [-1836.429489 e 0.5 0.5 ] (37,(((40,39),36),((((33,(31,32)),(35,34)),(29,30)),(((11,12),(1,2),((28,27),25,26)),(((14,15),((18,17),16),(13,((19,20),(23,24,(21,22))))),(((3,(5,4)),(7,((51,(((49,(47,48)),50,52),53)),(9,10,8)),6)),((((46,45),44,43),(42,41)),((58,59),(56,54,(57,55))))))))),38);
tree bootrep99= [&U] [-1919.582804 e 0.5 0.5 ] (((((49,50,48),47),51),53,52),(((44,43,(46,45)),(42,41)),(((28,27),25,26),(((((((16,(18,17)),13,(((24,23,(22,21)),20),19)),(15,14)),(11,12)),(59,58)),(((34,35),(33,(31,32))),(((39,40),(36,(37,38))),(30,29)))),(56,54,55,57)))),((((8,(10,9)),6),7),(((4,5),3),(2,1))));
tree bootrep100= [&U] [-1974.239176 e 0.5 0.5 ] ((3,(4,5)),(9,(6,(((((56,54,(55,57)),(((11,12),((((26,25,(28,27)),((30,29),((33,(31,32)),(35,34)))),((37,38),(36,(39,40)))),(59,58))),(((18,17),16),((19,(20,(23,((21,24),22)))),13),(14,15)))),((44,(45,46),43),(42,41))),(((50,(49,(47,48))),52,53),51)),7,(2,1))),10),8);
end;
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