NEXUS [File created by TreeBASE: 7/26/07 20:55:33] [Analysis accession#: A248c4x10x98c16c41c11] BEGIN TREES; TITLE A248c4x10x98c16c41c11; TRANSLATE 1 Scutellospora_dipurpurescens, 2 Scutellospora_corralloidea, 3 Scutellospora_dipapillosa, 4 Scutellospora_weresubiae, 5 Scutellospora_heterogama, 6 Sclerocystis_coremioides, 7 Entrophospora_infrequens, 8 Entrophospora_colombiana, 9 Scutellospora_pellucida, 10 Scutellospora_calospora, 11 Sclerocystis_rubiformis, 12 Entrophospora_schenckii, 13 Acaulospora_denticulata, 14 Acaulospora_appendicula, 15 Scutellospora_gregaria, 16 Acaulospora_myriocarpa, 17 Glomus_fecundisporum, 18 Acaulospora_morrowae, 19 Acaulospora_lacunosa, 20 Acaulospora_dilatata, 21 Acaulospora_delicata, 22 Gigaspora_margarita, 23 Gigaspora_decipiens, 24 Glomus_intraradices, 25 Glomus_heterosporum, 26 Glomus_glomerulatum, 27 Glomus_fasciculatum, 28 Glomus_cerebriforme, 29 Acaulospora_spinosa, 30 Acaulospora_longula, 31 Gigaspora_gigantea, 32 Glomus_macrocarpum, 33 Glomus_leptotichum, 34 Glomus_dimorphicum, 35 Glomus_deserticola, 36 Acaulospora_rugosa, 37 Acaulospora_rehmii, 38 Acaulospora_mellea, 39 Acaulospora_laevis, 40 Glomus_versiforme, 41 Glomus_etunicatum, 42 Glomus_claroideum, 43 Glomus_ambisporum, 44 Glomus_aggregatum, 45 Gigaspora_albida, 46 Glomus_tortuosum, 47 Glomus_manihotus, 48 Glomus_maculosum, 49 Glomus_diaphanum, 50 Glomus_arborense, 51 Glomus_warcupii, 52 Glomus_pallidum, 53 Glomus_occultum, 54 Glomus_tenerum, 55 Glomus_mosseae, 56 Glomus_clarum, ; TREE Tree705 = [&R] (((45,23,31,22)Gigaspora,(((5,15),(10,4)),(2,(3,(1,9))))Scutellospora),(((((((((30,21,38),(37,13)),39),36),(29,(19,(18,20)))),16),14)Acaulospora,(7,(12,8))Entrophospora),((((((25,43),(11,6)Sclerocystis),((28,26),(52,(54,32)))),((51,55),(50,(40,27)))),(((33,17),35),(34,(44,(24,(49,(47,56))))))),(46,((41,42),(53,48))))))Endogonaceae; TREE Tree706 = [&R] (((((9,1),3),2,(5,15,(10,4))),22,31,23,45),(((((((37,13),21,30,38),39),36,(29,(20,19,18))),16,(7,(12,8))),14),((53,48),(42,41)),46,(35,((((47,56,(24,49)),44),34),(33,17),(50,((51,55),(40,27),(52,((54,32),(26,28),(11,(6,(25,43))))))))))); END;