NEXUS [File created by TreeBASE: 7/26/07 21:00:30] [Analysis accession#: S732A1125] BEGIN TREES; TITLE S732A1125; TRANSLATE 1 Cladobotryum_rubrobrunnescens, 2 Chaunopychnis_pustulata_5785, 3 Chaunopychnis_pustulata_5368, 4 Sporophagomyces_chrysostomus, 5 Tolypocladium_cylindrosporum, 6 Sphaerostilbella_aureonitens, 7 Atricordyceps_harposporifera, 8 Myriogenospora_atramentosa, 9 Aphysiostroma_stercorarium, 10 Cordyceps_ramosopulvinata, 11 Cordyceps_ophioglossoides, 12 Neotyphodium_coenophialum, 13 Echinodothis_tuberiformis, 14 Hypomyces_sympodiophorus, 15 Cordycepioideus_bisporus, 16 Chaunopychnis_alba_6799, 17 Claviceps_ranunculoides, 18 Cordyceps_cochlidiicola, 19 Hyperdermium_pulvinatum, 20 Hypomyces_chrysospermus, 21 Beauveria_brongniartii, 22 Cordyceps_coccidiicola, 23 Tolypocladium_inflatum, 24 Atkinsonella_hypoxylon, 25 Hypomyces_tremellicola, 26 Ustilaginoidea_virens, 27 Cordyceps_kanzashiana, 28 Cordyceps_subsessilis, 29 Hirsutella_thompsonii, 30 Hyperdermium_bertonii, 31 Balansia_henningsiana, 32 Hypomyces_orthosporus, 33 Paecilomyces_tenuipes, 34 Hypocrea_schweinitzii, 35 Cordyceps_inegoensis, 36 Hypomyces_armeniacus, 37 Claviceps_fusiformis, 38 Balansia_strangulans, 39 Verticillium_lecanii, 40 Cordyceps_prolifica, 41 Cordyceps_jezoensis, 42 Cordyceps_capitata2, 43 Hypomyces_completus, 44 Hypomyces_aurantius, 45 Cordyceps_militaris, 46 Arachnocrea_stipata, 47 Balansia_sclerotica, 48 Epichloe_amarillans, 49 Chaunopychnis_alba, 50 Ustilaginoidea_sp., 51 Cordyceps_japonica, 52 Cordyceps_sp_97009, 53 Hypomyces_rosellus, 54 Claviceps_africana, 55 Beauveria_bassiana, 56 Hypomyces_odoratus, 57 Claviceps_purpurea, 58 Cordyceps_capitata, 59 Balansia_aristidae, 60 Chaunopychnis_sp., 61 Claviceps_paspali, 62 Atkinsonella_sp., 63 Balansia_obtecta, 64 Epichloe_typhina, 65 Hypocrea_lutea, 66 Balansia_sp, ; TREE Tree2218 = [&R] (8,(((((((((7,((29,15),(18,22))),((27,10),40)),((((((5,(28,23)),41),11,((49,60),((3,2)Chaunopychnis_pustulata,16))),58),35),(42,51)),(30,((((((55,21),45),33),39),52),19))),(((((54,17),37),57),61),66)),((((((((9,(34,65)),46),4),6),(20,43)),(14,(((1,53,36),56),44))),(25,32)),(13,(26,50)))),((48,12),64)),(24,62)),(((31,59),38),63)),47)); END;