#NEXUS Begin trees; [Treefile saved Tuesday, January 25, 2005 2:11 PM] [! >Data file = SM_Combo 12.nex >Heuristic search settings: > Optimality criterion = parsimony > Character-status summary: > 59 characters are excluded > Of the remaining 1123 included characters: > All characters are of type 'unord' > All characters have equal weight > 523 characters are constant > 166 variable characters are parsimony-uninformative > Number of (included) parsimony-informative characters = 434 > Gaps are treated as "missing" > Multistate taxa interpreted as uncertainty > Branch-swapping algorithm: tree-bisection-reconnection (TBR) > Initial swapping on 465 trees already in memory > Steepest descent option not in effect > Initial 'MaxTrees' setting = 3700 (will be auto-increased by 100) > Branches collapsed (creating polytomies) if maximum branch length is zero > 'MulTrees' option in effect > Topological constraints not enforced > Trees are unrooted > >Heuristic search completed > Total number of rearrangements tried = 11041448 > Score of best tree(s) found = 2699 > Number of trees retained = 394 > Time used = 13.55 sec ] Translate 1 Mytilus, 2 Astarte, 3 Neotrigonia, 4 Mut_rostrata, 5 Mut_dubia, 6 Ano_trigonus, 7 Ano_guanarensis, 8 Mon_minuana, 9 Eth_elliptica, 10 Aco_rivoli, 11 Hyr_depressa, 12 Hyr_australis, 13 Hyr_menziesi_1, 14 Hyr_menziesi_2, 15 Vel_angasi, 16 Vel_ambiguus, 17 Lor_rugata, 18 Dipl_chilensis, 19 Dipl_deceptus, 20 Castalia, 21 Mar_margaritifera, 22 Cum_monodonta, 23 Pilsbry_exilis, 24 Pse_vondembusch, 25 Con_contradens, 26 Gon_angulata, 27 Trit_verrucosa, 28 Qua_quadrula, 29 Amb_plicata, 30 Ell_dilatata, 31 Ple_coccineum, 32 Fus_flava, 33 Obl_reflexa_x, 34 Tru_truncata, 35 Act_carinata, 36 Ptycho_fasciolaris, 37 Vill_iris, 38 Lig_recta, 39 Lamp_cardium, 40 Epi_triquetra, 41 Las_compressa, 42 Str_undulatus, 43 Pyg_grandis, 44 Ala_marginata, 45 Unio_pictorum, 46 Caf_caffra ; tree PAUP_1 = [&U] (1,(2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),(((6,7),8),10)))); tree PAUP_2 = [&U] (1,(2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),(((6,7),8),10)),9))); tree PAUP_3 = [&U] (1,((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),((((6,7),8),10),9))); tree PAUP_4 = [&U] (1,((2,((((6,7),8),10),9)),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)))); tree PAUP_5 = [&U] (1,(2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),((((6,7),8),10),9)))); tree PAUP_6 = [&U] (1,((2,9),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),(((6,7),8),10)))); tree PAUP_7 = [&U] (1,((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),(((6,7),8),10))),9)); tree PAUP_8 = [&U] (1,((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),(((6,7),8),10))); tree PAUP_9 = [&U] (1,((2,(((6,7),8),10)),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9))); tree PAUP_10 = [&U] (1,(2,((((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),(6,7)),8))); tree PAUP_11 = [&U] (1,(2,((((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8),(6,7)))); tree PAUP_12 = [&U] (1,(2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((4,5),((((6,7),8),10),9))))); tree PAUP_13 = [&U] (1,(2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)),(4,5)))); tree PAUP_14 = [&U] (1,(2,(((((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8),6),7))); tree PAUP_15 = [&U] (1,(2,(((((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8),7),6))); tree PAUP_16 = [&U] (1,(2,(3,(((4,5),((((6,7),8),10),9)),(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))))); tree PAUP_17 = [&U] (1,(2,((3,((4,5),((((6,7),8),10),9))),(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_18 = [&U] (1,(2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)),4),5))); tree PAUP_19 = [&U] (1,(2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)),5),4))); tree PAUP_20 = [&U] (1,(((2,10),((6,7),8)),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9))); tree PAUP_21 = [&U] (1,(((2,((6,7),8)),10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9))); tree PAUP_22 = [&U] (1,(((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9),(((6,7),8),10))); tree PAUP_23 = [&U] (1,(((2,9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),(((6,7),8),10))); tree PAUP_24 = [&U] (1,((((2,8),(6,7)),10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9))); tree PAUP_25 = [&U] (1,((((2,(6,7)),8),10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9))); tree PAUP_26 = [&U] (1,((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5)),9),(((6,7),8),10))); tree PAUP_27 = [&U] (1,((((2,(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),(((6,7),8),10))); tree PAUP_28 = [&U] (1,(((((2,7),6),8),10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9))); tree PAUP_29 = [&U] (1,(((((2,6),7),8),10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9))); tree PAUP_30 = [&U] (1,(((((2,5),4),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),(((6,7),8),10))); tree PAUP_31 = [&U] (1,(((((2,4),5),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),(((6,7),8),10))); tree PAUP_32 = [&U] (1,(((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),((6,7),8)),10)); tree PAUP_33 = [&U] (1,(((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10),((6,7),8))); tree PAUP_34 = [&U] (1,(((2,(((6,7),8),10)),9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)))); tree PAUP_35 = [&U] (1,(((2,(((6,7),8),10)),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9)); tree PAUP_36 = [&U] (1,((((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10),(6,7)),8)); tree PAUP_37 = [&U] (1,((((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10),8),(6,7))); tree PAUP_38 = [&U] (1,((((2,(((6,7),8),10)),9),(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_39 = [&U] (1,((((2,(((6,7),8),10)),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5))); tree PAUP_40 = [&U] (1,(((((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10),8),6),7)); tree PAUP_41 = [&U] (1,(((((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10),8),7),6)); tree PAUP_42 = [&U] (1,(((((2,(((6,7),8),10)),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),4),5)); tree PAUP_43 = [&U] (1,(((((2,(((6,7),8),10)),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),5),4)); tree PAUP_44 = [&U] (1,(2,(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),((6,7),8)))); tree PAUP_45 = [&U] (1,((2,10),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),((6,7),8)))); tree PAUP_46 = [&U] (1,((2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),((6,7),8))),10)); tree PAUP_47 = [&U] (1,(2,(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),((6,7),8)),10))); tree PAUP_48 = [&U] (1,((2,((6,7),8)),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10))); tree PAUP_49 = [&U] (1,((2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),((6,7),8))); tree PAUP_50 = [&U] (1,(2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),(((6,7),8),10)))); tree PAUP_51 = [&U] (1,(((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),(((6,7),8),10)),9)); tree PAUP_52 = [&U] (1,((((2,10),((6,7),8)),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9)); tree PAUP_53 = [&U] (1,((((2,((6,7),8)),10),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9)); tree PAUP_54 = [&U] (1,((((2,(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(((6,7),8),10)),9)); tree PAUP_55 = [&U] (1,((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5)),(((6,7),8),10)),9)); tree PAUP_56 = [&U] (1,(((((2,8),(6,7)),10),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9)); tree PAUP_57 = [&U] (1,(((((2,(6,7)),8),10),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9)); tree PAUP_58 = [&U] (1,(((((2,5),4),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(((6,7),8),10)),9)); tree PAUP_59 = [&U] (1,(((((2,4),5),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(((6,7),8),10)),9)); tree PAUP_60 = [&U] (1,(((2,9),(((6,7),8),10)),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)))); tree PAUP_61 = [&U] (1,((((2,9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),((6,7),8)),10)); tree PAUP_62 = [&U] (1,((((2,9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),10),((6,7),8))); tree PAUP_63 = [&U] (1,((((2,9),(((6,7),8),10)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5))); tree PAUP_64 = [&U] (1,((((2,9),(((6,7),8),10)),(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_65 = [&U] (1,(((((2,9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),10),(6,7)),8)); tree PAUP_66 = [&U] (1,(((((2,9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),10),8),(6,7))); tree PAUP_67 = [&U] (1,(((((2,9),(((6,7),8),10)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),4),5)); tree PAUP_68 = [&U] (1,(((((2,9),(((6,7),8),10)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),5),4)); tree PAUP_69 = [&U] (1,(2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),(((6,7),8),10)),9))); tree PAUP_70 = [&U] (1,((((((2,7),6),8),10),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9)); tree PAUP_71 = [&U] (1,((((((2,6),7),8),10),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9)); tree PAUP_72 = [&U] (1,((((((2,9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),10),8),6),7)); tree PAUP_73 = [&U] (1,((((((2,9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),10),8),7),6)); tree PAUP_74 = [&U] (1,((((2,5),4),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),((((6,7),8),10),9))); tree PAUP_75 = [&U] (1,((((2,4),5),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),((((6,7),8),10),9))); tree PAUP_76 = [&U] (1,((((2,10),((6,7),8)),9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)))); tree PAUP_77 = [&U] (1,((((2,((6,7),8)),10),9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)))); tree PAUP_78 = [&U] (1,(((((2,8),(6,7)),10),9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)))); tree PAUP_79 = [&U] (1,(((((2,(6,7)),8),10),9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)))); tree PAUP_80 = [&U] (1,(((2,(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),((((6,7),8),10),9))); tree PAUP_81 = [&U] (1,((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),((4,5),((((6,7),8),10),9)))); tree PAUP_82 = [&U] (1,(((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),((((6,7),8),10),9)),(4,5))); tree PAUP_83 = [&U] (1,(((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5)),((((6,7),8),10),9))); tree PAUP_84 = [&U] (1,((2,(4,5)),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)))); tree PAUP_85 = [&U] (1,(((2,(4,5)),((((6,7),8),10),9)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_86 = [&U] (1,((((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9),((6,7),8)),10)); tree PAUP_87 = [&U] (1,((((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9),10),((6,7),8))); tree PAUP_88 = [&U] (1,(((2,((((6,7),8),10),9)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5))); tree PAUP_89 = [&U] (1,(((2,((((6,7),8),10),9)),(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_90 = [&U] (1,(((((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9),10),(6,7)),8)); tree PAUP_91 = [&U] (1,(((((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9),10),8),(6,7))); tree PAUP_92 = [&U] (1,((((2,((((6,7),8),10),9)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),4),5)); tree PAUP_93 = [&U] (1,((((2,((((6,7),8),10),9)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),5),4)); tree PAUP_94 = [&U] (1,((((((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9),10),8),6),7)); tree PAUP_95 = [&U] (1,((((((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9),10),8),7),6)); tree PAUP_96 = [&U] (1,((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),((((6,7),8),10),9))); tree PAUP_97 = [&U] (1,((((((2,7),6),8),10),9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)))); tree PAUP_98 = [&U] (1,((((((2,6),7),8),10),9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)))); tree PAUP_99 = [&U] (1,((2,((4,5),((((6,7),8),10),9))),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_100 = [&U] (1,((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9))),(4,5))); tree PAUP_101 = [&U] (1,((2,((((6,7),8),10),9)),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)))); tree PAUP_102 = [&U] (1,(2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),((((6,7),8),10),9)))); tree PAUP_103 = [&U] (1,((2,9),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),(((6,7),8),10)))); tree PAUP_104 = [&U] (1,((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),(((6,7),8),10))),9)); tree PAUP_105 = [&U] (1,(((2,10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),((6,7),8))); tree PAUP_106 = [&U] (1,(((2,((6,7),8)),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10)); tree PAUP_107 = [&U] (1,((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),(((6,7),8),10))); tree PAUP_108 = [&U] (1,((2,(((6,7),8),10)),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9))); tree PAUP_109 = [&U] (1,(((2,(6,7)),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),8)); tree PAUP_110 = [&U] (1,(((2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),(6,7)),8)); tree PAUP_111 = [&U] (1,((((2,7),6),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),8)); tree PAUP_112 = [&U] (1,((((2,6),7),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),8)); tree PAUP_113 = [&U] (1,((((2,10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),(6,7)),8)); tree PAUP_114 = [&U] (1,(((2,8),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),(6,7))); tree PAUP_115 = [&U] (1,(((2,8),(6,7)),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10))); tree PAUP_116 = [&U] (1,((((2,8),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),6),7)); tree PAUP_117 = [&U] (1,((((2,8),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),7),6)); tree PAUP_118 = [&U] (1,((((2,8),(6,7)),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10)); tree PAUP_119 = [&U] (1,((2,8),(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),(6,7)))); tree PAUP_120 = [&U] (1,((2,(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),(6,7))),8)); tree PAUP_121 = [&U] (1,((2,(6,7)),(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8))); tree PAUP_122 = [&U] (1,((2,(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8)),(6,7))); tree PAUP_123 = [&U] (1,(2,((((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),(6,7)),8))); tree PAUP_124 = [&U] (1,((((((2,(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),(6,7)),8)); tree PAUP_125 = [&U] (1,((((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5)),9),10),(6,7)),8)); tree PAUP_126 = [&U] (1,(((((((2,5),4),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),(6,7)),8)); tree PAUP_127 = [&U] (1,(((((((2,4),5),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),(6,7)),8)); tree PAUP_128 = [&U] (1,((((((2,8),(6,7)),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5))); tree PAUP_129 = [&U] (1,((((((2,8),(6,7)),10),9),(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_130 = [&U] (1,(((((((2,8),(6,7)),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),4),5)); tree PAUP_131 = [&U] (1,(((((((2,8),(6,7)),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),5),4)); tree PAUP_132 = [&U] (1,(((2,7),6),(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8))); tree PAUP_133 = [&U] (1,(((2,6),7),(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8))); tree PAUP_134 = [&U] (1,(((2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),8),(6,7))); tree PAUP_135 = [&U] (1,((((2,10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),8),(6,7))); tree PAUP_136 = [&U] (1,(((2,(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8)),6),7)); tree PAUP_137 = [&U] (1,(((2,(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8)),7),6)); tree PAUP_138 = [&U] (1,(((2,(6,7)),8),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10))); tree PAUP_139 = [&U] (1,((((2,(6,7)),8),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10)); tree PAUP_140 = [&U] (1,((2,7),((((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8),6))); tree PAUP_141 = [&U] (1,((2,((((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8),6)),7)); tree PAUP_142 = [&U] (1,((2,6),((((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8),7))); tree PAUP_143 = [&U] (1,((2,((((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8),7)),6)); tree PAUP_144 = [&U] (1,(2,((((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8),(6,7)))); tree PAUP_145 = [&U] (1,((((((2,(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),8),(6,7))); tree PAUP_146 = [&U] (1,((((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5)),9),10),8),(6,7))); tree PAUP_147 = [&U] (1,(((((((2,5),4),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),8),(6,7))); tree PAUP_148 = [&U] (1,(((((((2,4),5),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),8),(6,7))); tree PAUP_149 = [&U] (1,((((((2,(6,7)),8),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5))); tree PAUP_150 = [&U] (1,((((((2,(6,7)),8),10),9),(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_151 = [&U] (1,(((((((2,(6,7)),8),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),4),5)); tree PAUP_152 = [&U] (1,(((((((2,(6,7)),8),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),5),4)); tree PAUP_153 = [&U] (1,((((2,5),4),((((6,7),8),10),9)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_154 = [&U] (1,((((2,4),5),((((6,7),8),10),9)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_155 = [&U] (1,(((((2,10),((6,7),8)),9),(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_156 = [&U] (1,(((((2,((6,7),8)),10),9),(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_157 = [&U] (1,((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),((((6,7),8),10),9)),4),5)); tree PAUP_158 = [&U] (1,((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),((((6,7),8),10),9)),5),4)); tree PAUP_159 = [&U] (1,(((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5)),9),((6,7),8)),10)); tree PAUP_160 = [&U] (1,(((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5)),9),10),((6,7),8))); tree PAUP_161 = [&U] (1,(2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((4,5),((((6,7),8),10),9))))); tree PAUP_162 = [&U] (1,(((((((2,7),6),8),10),9),(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_163 = [&U] (1,(((((((2,6),7),8),10),9),(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_164 = [&U] (1,(((((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5)),9),10),8),6),7)); tree PAUP_165 = [&U] (1,(((((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5)),9),10),8),7),6)); tree PAUP_166 = [&U] (1,(((2,5),4),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)))); tree PAUP_167 = [&U] (1,(((2,4),5),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)))); tree PAUP_168 = [&U] (1,(((((2,10),((6,7),8)),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5))); tree PAUP_169 = [&U] (1,(((((2,((6,7),8)),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5))); tree PAUP_170 = [&U] (1,(((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9))),4),5)); tree PAUP_171 = [&U] (1,(((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9))),5),4)); tree PAUP_172 = [&U] (1,(((((2,(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),((6,7),8)),10)); tree PAUP_173 = [&U] (1,(((((2,(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),((6,7),8))); tree PAUP_174 = [&U] (1,((2,5),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)),4))); tree PAUP_175 = [&U] (1,((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)),4)),5)); tree PAUP_176 = [&U] (1,((2,4),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)),5))); tree PAUP_177 = [&U] (1,((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)),5)),4)); tree PAUP_178 = [&U] (1,(2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)),(4,5)))); tree PAUP_179 = [&U] (1,(((((((2,7),6),8),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5))); tree PAUP_180 = [&U] (1,(((((((2,6),7),8),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5))); tree PAUP_181 = [&U] (1,(((((((2,(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),8),6),7)); tree PAUP_182 = [&U] (1,(((((((2,(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),8),7),6)); tree PAUP_183 = [&U] (1,(((2,6),(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8)),7)); tree PAUP_184 = [&U] (1,((((2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),8),6),7)); tree PAUP_185 = [&U] (1,(((((2,10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),8),6),7)); tree PAUP_186 = [&U] (1,(((2,7),(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8)),6)); tree PAUP_187 = [&U] (1,((((2,7),6),8),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10))); tree PAUP_188 = [&U] (1,(((((2,7),6),8),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10)); tree PAUP_189 = [&U] (1,(2,(((((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8),6),7))); tree PAUP_190 = [&U] (1,((((((((2,5),4),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),8),6),7)); tree PAUP_191 = [&U] (1,((((((((2,4),5),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),8),6),7)); tree PAUP_192 = [&U] (1,((((((((2,7),6),8),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),4),5)); tree PAUP_193 = [&U] (1,((((((((2,7),6),8),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),5),4)); tree PAUP_194 = [&U] (1,((((2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),8),7),6)); tree PAUP_195 = [&U] (1,(((((2,10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),8),7),6)); tree PAUP_196 = [&U] (1,((((2,6),7),8),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10))); tree PAUP_197 = [&U] (1,(((((2,6),7),8),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10)); tree PAUP_198 = [&U] (1,(2,(((((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8),7),6))); tree PAUP_199 = [&U] (1,((((((((2,5),4),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),8),7),6)); tree PAUP_200 = [&U] (1,((((((((2,4),5),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),8),7),6)); tree PAUP_201 = [&U] (1,((((((((2,6),7),8),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),4),5)); tree PAUP_202 = [&U] (1,((((((((2,6),7),8),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),5),4)); tree PAUP_203 = [&U] (1,(2,(3,(((4,5),((((6,7),8),10),9)),(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))))); tree PAUP_204 = [&U] (1,(2,((3,((4,5),((((6,7),8),10),9))),(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_205 = [&U] (1,(((2,4),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9))),5)); tree PAUP_206 = [&U] (1,(((2,5),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9))),4)); tree PAUP_207 = [&U] (1,(2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)),4),5))); tree PAUP_208 = [&U] (1,((((((2,10),((6,7),8)),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),4),5)); tree PAUP_209 = [&U] (1,((((((2,((6,7),8)),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),4),5)); tree PAUP_210 = [&U] (1,((((((2,5),4),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),((6,7),8)),10)); tree PAUP_211 = [&U] (1,((((((2,5),4),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),((6,7),8))); tree PAUP_212 = [&U] (1,(2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)),5),4))); tree PAUP_213 = [&U] (1,((((((2,10),((6,7),8)),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),5),4)); tree PAUP_214 = [&U] (1,((((((2,((6,7),8)),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),5),4)); tree PAUP_215 = [&U] (1,((((((2,4),5),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),((6,7),8)),10)); tree PAUP_216 = [&U] (1,((((((2,4),5),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),((((35,39),37),40),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),((6,7),8))); tree PAUP_217 = [&U] (1,(((2,10),((6,7),8)),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9))); tree PAUP_218 = [&U] (1,(((2,((6,7),8)),10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9))); tree PAUP_219 = [&U] (1,(((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9),(((6,7),8),10))); tree PAUP_220 = [&U] (1,(((2,9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),(((6,7),8),10))); tree PAUP_221 = [&U] (1,((((2,8),(6,7)),10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9))); tree PAUP_222 = [&U] (1,((((2,(6,7)),8),10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9))); tree PAUP_223 = [&U] (1,((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5)),9),(((6,7),8),10))); tree PAUP_224 = [&U] (1,((((2,(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),(((6,7),8),10))); tree PAUP_225 = [&U] (1,(((((2,7),6),8),10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9))); tree PAUP_226 = [&U] (1,(((((2,6),7),8),10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9))); tree PAUP_227 = [&U] (1,(((((2,5),4),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),(((6,7),8),10))); tree PAUP_228 = [&U] (1,(((((2,4),5),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),(((6,7),8),10))); tree PAUP_229 = [&U] (1,(((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),((6,7),8)),10)); tree PAUP_230 = [&U] (1,(((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10),((6,7),8))); tree PAUP_231 = [&U] (1,(((2,(((6,7),8),10)),9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)))); tree PAUP_232 = [&U] (1,(((2,(((6,7),8),10)),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9)); tree PAUP_233 = [&U] (1,((((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10),(6,7)),8)); tree PAUP_234 = [&U] (1,((((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10),8),(6,7))); tree PAUP_235 = [&U] (1,((((2,(((6,7),8),10)),9),(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_236 = [&U] (1,((((2,(((6,7),8),10)),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5))); tree PAUP_237 = [&U] (1,(((((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10),8),6),7)); tree PAUP_238 = [&U] (1,(((((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10),8),7),6)); tree PAUP_239 = [&U] (1,(((((2,(((6,7),8),10)),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),4),5)); tree PAUP_240 = [&U] (1,(((((2,(((6,7),8),10)),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),5),4)); tree PAUP_241 = [&U] (1,(2,(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),((6,7),8)))); tree PAUP_242 = [&U] (1,((2,10),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),((6,7),8)))); tree PAUP_243 = [&U] (1,((2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),((6,7),8))),10)); tree PAUP_244 = [&U] (1,(2,(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),((6,7),8)),10))); tree PAUP_245 = [&U] (1,((2,((6,7),8)),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10))); tree PAUP_246 = [&U] (1,((2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),((6,7),8))); tree PAUP_247 = [&U] (1,(((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),(((6,7),8),10)),9)); tree PAUP_248 = [&U] (1,((((2,10),((6,7),8)),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9)); tree PAUP_249 = [&U] (1,((((2,((6,7),8)),10),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9)); tree PAUP_250 = [&U] (1,((((2,(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(((6,7),8),10)),9)); tree PAUP_251 = [&U] (1,((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5)),(((6,7),8),10)),9)); tree PAUP_252 = [&U] (1,(((((2,8),(6,7)),10),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9)); tree PAUP_253 = [&U] (1,(((((2,(6,7)),8),10),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9)); tree PAUP_254 = [&U] (1,(((((2,5),4),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(((6,7),8),10)),9)); tree PAUP_255 = [&U] (1,(((((2,4),5),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(((6,7),8),10)),9)); tree PAUP_256 = [&U] (1,(((2,9),(((6,7),8),10)),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)))); tree PAUP_257 = [&U] (1,((((2,9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),((6,7),8)),10)); tree PAUP_258 = [&U] (1,((((2,9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),10),((6,7),8))); tree PAUP_259 = [&U] (1,((((2,9),(((6,7),8),10)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5))); tree PAUP_260 = [&U] (1,((((2,9),(((6,7),8),10)),(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_261 = [&U] (1,(((((2,9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),10),(6,7)),8)); tree PAUP_262 = [&U] (1,(((((2,9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),10),8),(6,7))); tree PAUP_263 = [&U] (1,(((((2,9),(((6,7),8),10)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),4),5)); tree PAUP_264 = [&U] (1,(((((2,9),(((6,7),8),10)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),5),4)); tree PAUP_265 = [&U] (1,((((((2,7),6),8),10),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9)); tree PAUP_266 = [&U] (1,((((((2,6),7),8),10),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9)); tree PAUP_267 = [&U] (1,((((((2,9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),10),8),6),7)); tree PAUP_268 = [&U] (1,((((((2,9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),10),8),7),6)); tree PAUP_269 = [&U] (1,((((2,5),4),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),((((6,7),8),10),9))); tree PAUP_270 = [&U] (1,((((2,4),5),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),((((6,7),8),10),9))); tree PAUP_271 = [&U] (1,((((2,10),((6,7),8)),9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)))); tree PAUP_272 = [&U] (1,((((2,((6,7),8)),10),9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)))); tree PAUP_273 = [&U] (1,(((((2,8),(6,7)),10),9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)))); tree PAUP_274 = [&U] (1,(((((2,(6,7)),8),10),9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)))); tree PAUP_275 = [&U] (1,(((2,(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),((((6,7),8),10),9))); tree PAUP_276 = [&U] (1,((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),((4,5),((((6,7),8),10),9)))); tree PAUP_277 = [&U] (1,(((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),((((6,7),8),10),9)),(4,5))); tree PAUP_278 = [&U] (1,(((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5)),((((6,7),8),10),9))); tree PAUP_279 = [&U] (1,((2,(4,5)),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)))); tree PAUP_280 = [&U] (1,(((2,(4,5)),((((6,7),8),10),9)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_281 = [&U] (1,((((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9),((6,7),8)),10)); tree PAUP_282 = [&U] (1,((((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9),10),((6,7),8))); tree PAUP_283 = [&U] (1,(((2,((((6,7),8),10),9)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5))); tree PAUP_284 = [&U] (1,(((2,((((6,7),8),10),9)),(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_285 = [&U] (1,(((((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9),10),(6,7)),8)); tree PAUP_286 = [&U] (1,(((((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9),10),8),(6,7))); tree PAUP_287 = [&U] (1,((((2,((((6,7),8),10),9)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),4),5)); tree PAUP_288 = [&U] (1,((((2,((((6,7),8),10),9)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),5),4)); tree PAUP_289 = [&U] (1,((((((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9),10),8),6),7)); tree PAUP_290 = [&U] (1,((((((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5))),9),10),8),7),6)); tree PAUP_291 = [&U] (1,((((((2,7),6),8),10),9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)))); tree PAUP_292 = [&U] (1,((((((2,6),7),8),10),9),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)))); tree PAUP_293 = [&U] (1,((2,((4,5),((((6,7),8),10),9))),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_294 = [&U] (1,((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9))),(4,5))); tree PAUP_295 = [&U] (1,(((2,10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),((6,7),8))); tree PAUP_296 = [&U] (1,(((2,((6,7),8)),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10)); tree PAUP_297 = [&U] (1,(((2,(6,7)),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),8)); tree PAUP_298 = [&U] (1,(((2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),(6,7)),8)); tree PAUP_299 = [&U] (1,((((2,7),6),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),8)); tree PAUP_300 = [&U] (1,((((2,6),7),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),8)); tree PAUP_301 = [&U] (1,((((2,10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),(6,7)),8)); tree PAUP_302 = [&U] (1,(((2,8),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),(6,7))); tree PAUP_303 = [&U] (1,(((2,8),(6,7)),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10))); tree PAUP_304 = [&U] (1,((((2,8),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),6),7)); tree PAUP_305 = [&U] (1,((((2,8),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),7),6)); tree PAUP_306 = [&U] (1,((((2,8),(6,7)),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10)); tree PAUP_307 = [&U] (1,((2,8),(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),(6,7)))); tree PAUP_308 = [&U] (1,((2,(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),(6,7))),8)); tree PAUP_309 = [&U] (1,((2,(6,7)),(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8))); tree PAUP_310 = [&U] (1,((2,(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8)),(6,7))); tree PAUP_311 = [&U] (1,((((((2,(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),(6,7)),8)); tree PAUP_312 = [&U] (1,((((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5)),9),10),(6,7)),8)); tree PAUP_313 = [&U] (1,(((((((2,5),4),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),(6,7)),8)); tree PAUP_314 = [&U] (1,(((((((2,4),5),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),(6,7)),8)); tree PAUP_315 = [&U] (1,((((((2,8),(6,7)),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5))); tree PAUP_316 = [&U] (1,((((((2,8),(6,7)),10),9),(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_317 = [&U] (1,(((((((2,8),(6,7)),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),4),5)); tree PAUP_318 = [&U] (1,(((((((2,8),(6,7)),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),5),4)); tree PAUP_319 = [&U] (1,(((2,7),6),(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8))); tree PAUP_320 = [&U] (1,(((2,6),7),(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8))); tree PAUP_321 = [&U] (1,(((2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),8),(6,7))); tree PAUP_322 = [&U] (1,((((2,10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),8),(6,7))); tree PAUP_323 = [&U] (1,(((2,(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8)),6),7)); tree PAUP_324 = [&U] (1,(((2,(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8)),7),6)); tree PAUP_325 = [&U] (1,(((2,(6,7)),8),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10))); tree PAUP_326 = [&U] (1,((((2,(6,7)),8),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10)); tree PAUP_327 = [&U] (1,((2,7),((((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8),6))); tree PAUP_328 = [&U] (1,((2,((((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8),6)),7)); tree PAUP_329 = [&U] (1,((2,6),((((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8),7))); tree PAUP_330 = [&U] (1,((2,((((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8),7)),6)); tree PAUP_331 = [&U] (1,((((((2,(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),8),(6,7))); tree PAUP_332 = [&U] (1,((((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5)),9),10),8),(6,7))); tree PAUP_333 = [&U] (1,(((((((2,5),4),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),8),(6,7))); tree PAUP_334 = [&U] (1,(((((((2,4),5),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),8),(6,7))); tree PAUP_335 = [&U] (1,((((((2,(6,7)),8),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5))); tree PAUP_336 = [&U] (1,((((((2,(6,7)),8),10),9),(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_337 = [&U] (1,(((((((2,(6,7)),8),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),4),5)); tree PAUP_338 = [&U] (1,(((((((2,(6,7)),8),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),5),4)); tree PAUP_339 = [&U] (1,((((2,5),4),((((6,7),8),10),9)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_340 = [&U] (1,((((2,4),5),((((6,7),8),10),9)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_341 = [&U] (1,(((((2,10),((6,7),8)),9),(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_342 = [&U] (1,(((((2,((6,7),8)),10),9),(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_343 = [&U] (1,((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),((((6,7),8),10),9)),4),5)); tree PAUP_344 = [&U] (1,((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),((((6,7),8),10),9)),5),4)); tree PAUP_345 = [&U] (1,(((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5)),9),((6,7),8)),10)); tree PAUP_346 = [&U] (1,(((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5)),9),10),((6,7),8))); tree PAUP_347 = [&U] (1,(((((((2,7),6),8),10),9),(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_348 = [&U] (1,(((((((2,6),7),8),10),9),(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))))); tree PAUP_349 = [&U] (1,(((((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5)),9),10),8),6),7)); tree PAUP_350 = [&U] (1,(((((((2,(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5)),9),10),8),7),6)); tree PAUP_351 = [&U] (1,(((2,5),4),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)))); tree PAUP_352 = [&U] (1,(((2,4),5),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)))); tree PAUP_353 = [&U] (1,(((((2,10),((6,7),8)),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5))); tree PAUP_354 = [&U] (1,(((((2,((6,7),8)),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5))); tree PAUP_355 = [&U] (1,(((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9))),4),5)); tree PAUP_356 = [&U] (1,(((2,((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9))),5),4)); tree PAUP_357 = [&U] (1,(((((2,(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),((6,7),8)),10)); tree PAUP_358 = [&U] (1,(((((2,(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),((6,7),8))); tree PAUP_359 = [&U] (1,((2,5),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)),4))); tree PAUP_360 = [&U] (1,((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)),4)),5)); tree PAUP_361 = [&U] (1,((2,4),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)),5))); tree PAUP_362 = [&U] (1,((2,(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9)),5)),4)); tree PAUP_363 = [&U] (1,(((((((2,7),6),8),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5))); tree PAUP_364 = [&U] (1,(((((((2,6),7),8),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),(4,5))); tree PAUP_365 = [&U] (1,(((((((2,(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),8),6),7)); tree PAUP_366 = [&U] (1,(((((((2,(4,5)),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),8),7),6)); tree PAUP_367 = [&U] (1,(((2,6),(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8)),7)); tree PAUP_368 = [&U] (1,((((2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),8),6),7)); tree PAUP_369 = [&U] (1,(((((2,10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),8),6),7)); tree PAUP_370 = [&U] (1,(((2,7),(((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10),8)),6)); tree PAUP_371 = [&U] (1,((((2,7),6),8),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10))); tree PAUP_372 = [&U] (1,(((((2,7),6),8),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10)); tree PAUP_373 = [&U] (1,((((((((2,5),4),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),8),6),7)); tree PAUP_374 = [&U] (1,((((((((2,4),5),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),8),6),7)); tree PAUP_375 = [&U] (1,((((((((2,7),6),8),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),4),5)); tree PAUP_376 = [&U] (1,((((((((2,7),6),8),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),5),4)); tree PAUP_377 = [&U] (1,((((2,((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10)),8),7),6)); tree PAUP_378 = [&U] (1,(((((2,10),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),8),7),6)); tree PAUP_379 = [&U] (1,((((2,6),7),8),((((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9),10))); tree PAUP_380 = [&U] (1,(((((2,6),7),8),(((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),(4,5)),9)),10)); tree PAUP_381 = [&U] (1,((((((((2,5),4),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),8),7),6)); tree PAUP_382 = [&U] (1,((((((((2,4),5),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),8),7),6)); tree PAUP_383 = [&U] (1,((((((((2,6),7),8),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),4),5)); tree PAUP_384 = [&U] (1,((((((((2,6),7),8),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),5),4)); tree PAUP_385 = [&U] (1,(((2,4),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9))),5)); tree PAUP_386 = [&U] (1,(((2,5),((3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46))))))),((((6,7),8),10),9))),4)); tree PAUP_387 = [&U] (1,((((((2,10),((6,7),8)),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),4),5)); tree PAUP_388 = [&U] (1,((((((2,((6,7),8)),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),4),5)); tree PAUP_389 = [&U] (1,((((((2,5),4),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),((6,7),8)),10)); tree PAUP_390 = [&U] (1,((((((2,5),4),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),((6,7),8))); tree PAUP_391 = [&U] (1,((((((2,10),((6,7),8)),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),5),4)); tree PAUP_392 = [&U] (1,((((((2,((6,7),8)),10),9),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),5),4)); tree PAUP_393 = [&U] (1,((((((2,4),5),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),((6,7),8)),10)); tree PAUP_394 = [&U] (1,((((((2,4),5),(3,(((((11,(13,14)),(12,((18,19),20))),((15,17),16)),(21,22)),((23,24),(25,((26,(((((27,28),(30,(31,32))),29),(((35,39),(37,40)),(36,38))),(33,34))),((41,((42,43),44)),(45,46)))))))),9),10),((6,7),8))); End;