NEXUS [File created by TreeBASE: 7/26/07 21:05:37] [Analysis accession#: S1131A3466] BEGIN TREES; TITLE S1131A3466; TRANSLATE 1 Leptomyrmex_erythrocephalus, 2 Tetraponera_morondaviensis, 3 Mischocyttarus_flavitarsis, 4 Pseudomyrmex_nigropilosus, 5 Pseudomyrmex_nigrocinctus, 6 Pseudomyrmex_phyllophilus, 7 Typhlomyrmex_rogenhoferi, 8 Pseudomyrmex_denticollis, 9 Pseudomyrmex_termitarius, 10 Pseudomyrmex_flavicornis, 11 Pseudomyrmex_elongatulus, 12 Pseudomyrmex_tenuissimus, 13 Pseudomyrmex_tachigaliae, 14 Tetraponera_grandidieri, 15 Pseudomyrmex_filiformis, 16 Pseudomyrmex_dendroicus, 17 Tetraponera_punctulata, 18 Tetraponera_natalensis, 19 Pseudomyrmex_haytianus, 20 Pseudomyrmex_kuenckeli, 21 Pseudomyrmex_cubaensis, 22 Pseudomyrmex_holmgreni, 23 Tetraponera_allaborans, 24 Tetraponera_opthalmica, 25 Ectatomma_opaciventre, 26 Pseudomyrmex_sericeus, 27 Pseudomyrmex_spiculus, 28 Pseudomyrmex_concolor, 29 Pseudomyrmex_oculatus, 30 Pseudomyrmex_pallidus, 31 Tetraponera_tessmanni, 32 Tetraponera_rufonigra, 33 Pseudomyrmex_gracilis, 34 Nothomyrmecia_macrops, 35 Pseudomyrmex_godmani, 36 Pseudomyrmex_cordiae, 37 Pseudomyrmex_pallens, 38 Pseudomyrmex_subater, 39 Pseudomyrmex_simplex, 40 Tetraponera_aethiops, 41 Tetraponera_clypeata, 42 Cerapachys_larvatus, 43 Proceratium_stictum, 44 Chyphotes_attenuata, 45 Pseudomyrmex_boopis, 46 Pseudomyrmex_tenuis, 47 Pseudomyrmex_apache, 48 Pseudomyrmex_viduus, 49 Pseudomyrmex_pazosi, 50 Myrcidris_epicharis, 51 Tetraponera_penzigi, 52 Tetraponera_ambigua, 53 Amblyopone_pallipes, 54 Myrmecia_pyriformis, 55 Tetraponera_caffra, 56 Hypoponera_opacior, 57 Tetraponera_pilosa, 58 Paraponera_clavata, 59 Myrmica_tahoensis, 60 Tetraponera_nigra, 61 Myrmecia_fulvipes, 62 Myrmecia_pilosula, 63 Pseudomyrmex_ita, 64 Pseudomyrmex_oki, 65 Myrmecia_picta, 66 Apis_mellifera, 67 Formica_moki, ; TREE Tree3208 = [&R] ((((((((((((((((((33,4),35),((63,26),36)),(((45,46),(8,9)),15),((((((10,5),19),(38,((21,29),(16,48)))),(37,6)),(20,((28,13),(((22,30),(49,39)),64)))),((47,11),(27,12)))),50),((40,32),57)),(55,18)),14),(((23,41),(51,31)),2),(52,24)),(60,17)),((((61,62),65),54),34)),(1,(59,(7,25)))),(42,67)),(53,(56,58))),43),44),3),66); END;