NEXUS [File created by TreeBASE: 1/16/09 15:31:34] [Analysis accession#: S1913A7655] BEGIN TREES; TITLE S1913A7655; TRANSLATE 1 Liparia_splendens_ssp_splendens, 2 Liparia_splendens_ssp_comantha, 3 Virgilia_oroboides_ferruginea, 4 Virgilia_oroboides_oroboides, 5 Calpurnia_sericea_x_woodii, 6 Stirtonanthus_chrysanthus, 7 Stirtonanthus_taylorianus, 8 Ampithalea_oppositifolia, 9 Ampithalea_muraltioides, 10 Ampithalea_williamsonii, 11 Podalyria_myrtillifolia, 12 Crotalaria_lebeckioides, 13 Argyrolobium_harmsianum, 14 Styphnolobium_japonicum, 15 Ampithalea_phylicoides, 16 Cyclopia_alopecuroides, 17 Podalyria_rotundifolia, 18 Stirtonanthus_insignis, 19 Xiphotheca_phylicoides, 20 Pearsonii_sessilifolia, 21 Thermopsis_divaricarpa, 22 Ampithalea_michrantha, 23 Ampithalea_obtusiloba, 24 Ampithalea_parvifolia, 25 Cyclopia_sessiliflora, 26 Podalyria_microphylla, 27 Podalyria_orbicularis, 28 Xiphotheca_cordifolia, 29 Xiphotheca_lanceolata, 30 Aspalathus_longifolia, 31 Pearsonii_grandifolia, 32 Ampithalea_cuneifolia, 33 Ampithalea_dahlgrenii, 34 Ampithalea_ericifolia, 35 Ampithalea_intermedia, 36 Ampithalea_monticola, 37 Ampithalea_tomentosa, 38 Liparia_angustifolia, 39 Podalyria_cuneifolia, 40 Podalyria_intermedia, 41 Podalyria_lanceolata, 42 Podalyria_leipoldtii, 43 Podalyria_oleaefolia, 44 Podalyria_variabilis, 45 Xiphotheca_canescens, 46 Xiphotheca_elliptica, 47 Xiphotheca_fruticosa, 48 Melolobium_candicans, 49 Ampithalea_axillaris, 50 Ampithalea_biovulata, 51 Ampithalea_fourcadei, 52 Ampithalea_imbricata, 53 Cyclopia_genistoides, 54 Podalyria_calyptrata, 55 Ampithalea_rostrata, 56 Ampithalea_speciosa, 57 Ampithalea_tortilis, 58 Ampithalea_violacea, 59 Cyclopia_intermedia, 60 Cyclopia_longifolia, 61 Cyclopia_subternata, 62 Liparia_genistoides, 63 Liparia_umbellifera, 64 Podalyria_burchelli, 65 Podalyria_buxifolia, 66 Podalyria_canescens, 67 Podalyria_pearsonii, 68 Xiphotheca_guthriei, 69 Cadia_commersoniana, 70 Lebeckia_cytisoides, 71 Argyrolobium_lunare, 72 Melolobium_adenodes, 73 Sophora_tetraphylla, 74 Ampithalea_ciliaris, 75 Crotalaria_capensis, 76 Virgilia_divaricata, 77 Ampithalea_spinosa, 78 Ampithalea_stokoei, 79 Ampithalea_villosa, 80 Ampithalea_virgata, 81 Calpurnia_glabrata, 82 Cyclopia_aurescens, 83 Cyclopia_galioides, 84 Cyclopia_meyeriana, 85 Cyclopia_pubescens, 86 Liparia_myrtifolia, 87 Liparia_rafnioides, 88 Podalyria_argentea, 89 Podalyria_velutina, 90 Xiphotheca_reflexa, 91 Thermopsis_montana, 92 Podalyria_speciosa, 93 Ampithalea_muirii, 94 Ampithalea_pageae, 95 Ampithalea_vlokii, 96 Calpurnia_intrusa, 97 Calpurnia_sericea, 98 Cyclopia_burtonii, 99 Cyclopia_maculata, 100 Liparia_bonaespei, 101 Liparia_latifolia, 102 Podalyria_biflora, 103 Podalyria_cordata, 104 Podalyria_hirsuta, 105 Cadia_pedicellata, 106 Lebeckia_wrightii, 107 Polhillia_pallens, 108 Dichilus_strictus, 109 Maackia_amurensis, 110 Podalyria_sericea, 111 Calpurnia_woodii, 112 Cyclopia_bolusii, 113 Cyclopia_falcata, 114 Cyclopia_plicata, 115 Liparia_boucheri, 116 Liparia_calycina, 117 Liparia_capitata, 118 Liparia_congesta, 119 Liparia_racemosa, 120 Xiphotheca_tecta, 121 Aspalathus_nivea, 122 Lotononis_alpina, 123 Sophora_toromiro, 124 Ampithalea_flava, 125 Cyclopia_alpina, 126 Cyclopia_glabra, 127 Liparia_confusa, 128 Liparia_hirsuta, 129 Liparia_striata, 130 Liparia_vestita, 131 Cadia_pubescens, 132 Ampithalea_alba, 133 Calpurnia_aurea, 134 Lotononis_laxa, 135 Cadia_purpurea, 136 Liparia_parva, 137 Rafnia_vlokii, 138 Rafnia_alata, ; TREE Tree5437 = [&R] (((((((((((132,((((((49,50),((34,8),80),52),(32,51),15,55),56),35,78,58),37)),(22,10)),(((((((((74,124),((46,(47,120)),29)),(33,23)),79),95),24),93),94),(36,9,77,57))),((45,19),(28,(68,90)))),(((((((((((((38,128),127),119),62),129),((117,118),(((136,2),1),63))),100),87),(115,101,130)),86),(((((((88,((102,(39,11)),26,44)),42),67),(40,110)),((((64,(103,(104,89))),66),(65,54)),(43,92),27)),17),41)),116),((6,7),18))),(((((133,(5,111)),81),97),((76,3),4)),96)),((((16,112),((125,25),(82,(((((((98,85),61),99),113),(59,114)),53),60)))),83),(126,84))),((69,(131,135)),105)),((((((((121,30),70),(137,138)),106),(122,134)),(31,20)),(75,12)),(((107,71),13),(108,(72,48))))),(109,((91,21),(123,73)))),14); END;