NEXUS [File created by TreeBASE: 1/16/09 15:37:54] [Analysis accession#: S2151A7447] BEGIN TREES; TITLE S2151A7447; TRANSLATE 1 Paraserianthes_lophantha_MEL20578621, 2 Paraserianthes_lophantha_MEL2183015, 3 Piithecellobium_dulce_MELU_SRA049, 4 Pithecellobium_dulce_ILL_DS15963, 5 Mariosousa_coulteri_ILL_DS15948, 6 Paraserianthes_toona_CANB367091, 7 Enterolobium_contortisiliquum, 8 Havardia_pallens_ILL_DS15945, 9 Havardia_pallens_ILL_DS15946, 10 Ebenopsis_ebano_ILL_DS15957, 11 Havardia_pallens_CANB615547, 12 Samanea_saman_ILL_DS160416, 13 Abarema_jupunba_CANB512615, 14 Abarema_jupunba_MEL2065121, 15 Archidendropsis_thozetiana, 16 Cojoba_arborea_ILL_DS16015, 17 Ebenopsis_ebano_MEL2062228, 18 Hesperalbizia_occidentalis, 19 Mariosousa_dolichiostachya, 20 Archidendropsis_basaltica, 21 Cojoba_arborea_MEL2065178, 22 Samanea_saman_MELU_SRA050, 23 Wallaceodendron_celebicum, 24 Pararchidendron_pruinosum, 25 Acacia_Senegalia_senegal, 26 Chloroleucon_tenuiflorum, 27 Enterolobium_cyclocarpum, 28 Pseudosamanea_guachapele, 29 Archidendron_ellipticum, 30 Acaciella_angustissima, 31 Cojoba_undulomarginata, 32 Acacia_lycopodiifolia, 33 Hydrochorea_corymbosa, 34 Vachellia_campechiana, 35 Cathormion_umbellatum, 36 Chloroleucon_mangense, 37 Mariosousa_salazarii, 38 Archidendron_kanisii, 39 Calliandra_foliolosa, 40 Vachellia_farnesiana, 41 Albizia_adinocephala, 42 Archidendron_whitei, 43 Calliandra_dysantha, 44 SphInga_acatalensis, 45 Acacia_penninervis, 46 Acacia_translucens, 47 Acacia_melanoxylon, 48 Albizia_saponaria, 49 Acacia_euthycarpa, 50 Acacia_drummondii, 51 Acacia_longifolia, 52 Acacia_platycarpa, 53 Acacia_spinescens, 54 Acacia_acradenia, 55 Samanea_tubulosa, 56 Zygia_inaequalis, 57 Acacia_ampliceps, 58 Acacia_pulchella, 59 Acacia_tumida, 60 Acacia_adoxa, 61 Acacia_alata, 62 Acacia_colei, 63 Acacia_elata, 64 Acacia_koa, ; TREE Tree6113 = [&R] (40,(30,(((37,(19,5)),(((((48,35),(27,7)),(55,(22,12))),(36,26)),(((((58,(60,32),50,61,53),57),((((63,45),49),(((46,((47,64),62)),(59,54)),51)),52)),((38,42),24),(2,1),6,(15,20)),23,29),(21,(31,16)),((17,10),((4,3),44,(9,8,11))),((14,13),33),(43,39),18,41,28,56)),25)),34); END;