NEXUS [File created by TreeBASE: 7/26/07 21:04:42] [Analysis accession#: S1064A3099] BEGIN TREES; TITLE S1064A3099; TRANSLATE 1 Neolentiporus_maculatissimus, 2 Laeticorticium_roseocarneum, 3 Dentocorticium_sulphurellum, 4 Botryobasidium_isabellinum, 5 Sparassis_spathulata_USA7, 6 Sparassis_spathulata_USA8, 7 Chondrostereum_purpureum, 8 Echinodontium_tinctorium, 9 Dacrymyces_chrysospermus, 10 Amylostereum_laevigatum, 11 Pycnoporus_cinnabarinus, 12 Heterobasidion_annosum, 13 Sparassis_crispa_CHN2, 14 Sparassis_crispa_USA9, 15 Thelephora_sp._96_010, 16 Albatrellus_skamanius, 17 Pycnoporellus_fulgens, 18 Schizophyllum_commune, 19 Phaeolus_schweinitzii, 20 Laetiporus_sulphureus, 21 Grifola_frondosa_USA, 22 Plicaturopsis_crispa, 23 Serpula_himantioides, 24 Cryptoporus_volvatus, 25 Piptoporus_betulinus, 26 Polyporus_arcularius, 27 Albatrellus_syringae, 28 Hyphodontia_alutaria, 29 Scytinostroma_alutum, 30 Auriscalpium_vulgare, 31 Sarcodon_imbricatus, 32 Sistotrema_musicola, 33 Sparassis_sp._AUS31, 34 Polyporus_melanopus, 35 Trametes_versicolor, 36 Bondarzewia_montana, 37 Pleurotus_ostreatus, 38 Fomitopsis_pinicola, 39 Lentinula_lateritia, 40 Polyporus_squamosus, 41 Meripilus_giganteus, 42 Rectipilus_sp_T156, 43 Sparassis_brevipes, 44 Albatrellus_fletti, 45 Entoloma_strictius, 46 Coltricia_perennis, 47 Typhula_phacorhiza, 48 Ganoderma_australe, 49 Ceriporia_purpurea, 50 Antrodia_carbonica, 51 Sistotrema_eximum, 52 Oligoporus_rennyi, 53 Heliocybe_sulcata, 54 Lenzites_betulina, 55 Agaricus_bisporus, 56 Lentinus_tigrinus, 57 Gautieria_otthii, 58 Coniophora_arida, 59 Polyporus_varius, 60 Amanita_muscaria, 61 Stereum_hirsutum, 62 Russula_compacta, 63 Auriporia_aurea, 64 Ramaria_formosa, 65 Suillus_cavipes, 66 Hydnum_repandum, 67 Boletus_satanas, 68 Phlebia_radiata, 69 Peniophora_nuda, 70 Lycoperdon_sp., 71 Postia_lactea, 72 Nia_vibrissa, ; TREE Tree3065 = [&R] (((((((((55,70),(22,47)),(((60,7),45),(((39,(72,42)),18),37))),(((67,65),23),58)),28),((((44,16),(((10,8),(69,29)),(30,62))),12),61),(((27,41),((49,68),32)),((((50,63),(52,71),(((19,20),((14,13),((5,6),43))),(21,17))),(38,1)),(3,((48,56),40)))),((4,(66,51)),57),53,(31,15)),2),46),9); END;