NEXUS
[File created by TreeBASE:  7/26/07  21:12:08]
[Analysis accession#: S1479A5406]

BEGIN TREES;
	TITLE S1479A5406;
	TRANSLATE
		1	Phaeoacremonium_spinctrophorum_DQ173151,
		2	Phaeoacremonium_spinctrophorum_DQ173152,
		3	Striatosphaeria_codinaeophora,
		4	Togninia_fraxinopennsylvanica,
		5	Pleurostomophora_richardsiae,
		6	Togniniella_acerosa_AY761077,
		7	Togniniella_acerosa_AY761076,
		8	Chaetosphaerella_phaeostroma,
		9	Ceratosphaeria_lampadophora,
		10	Annulatascus_hongkongensis,
		11	Annulusmagnus_bruneisporus,
		12	Clypeosphaeria_phillyreae,
		13	Lanatonectria_flavolanata,
		14	Microascus_trigonosporus,
		15	Pleurostomophora_repens,
		16	Togninia_novazealandiae,
		17	Graphostroma_platystoma,
		18	Arthrinium_phaeospermum,
		19	Phragmoporthe_conformis,
		20	Chaetosphaeria_innumera,
		21	Cercophora_newfieldiana,
		22	Gaeumannomyces_graminis,
		23	Calosphaeria_pulchella,
		24	Amphiasphaeria_umbrina,
		25	Ascolacicola_austriaca,
		26	Apiognomonia_errabunda,
		27	Melanconis_stilbostoma,
		28	Setosphaeria_monoceras,
		29	Fragosphaeria_purpurea,
		30	Ophioceras_tenuisporum,
		31	Hypomyces_subiculosus,
		32	Hypocrea_schweinitzii,
		33	Ophiostoma_africanum,
		34	Oxydothis_frondicola,
		35	Diatrype_disciformis,
		36	Daldinia_concentrica,
		37	Ophiostoma_piliferum,
		38	Pleurostoma_ootheca,
		39	Lepteutypa_cupresii,
		40	Diaporthe_pustulata,
		41	Nitschkia_grevillei,
		42	Jobellisia_fraterna,
		43	Camarops_microspora,
		44	Lasiosphaeria_ovina,
		45	Chaetomium_globosum,
		46	Apiospora_sinensis,
		47	Jobellisia_luteola,
		48	Melanospora_zamiae,
		49	Magnaporthe_grisea,
		50	Petriella_setifera,
		51	Pleospora_herbarum,
		52	Camarops_tubulina,
		53	Xylaria_hypoxylon,
		54	Neurospora_crassa,
		55	Sordaria_fimicola,
		56	Codinaea_simplex,
		57	Leucostoma_nivea,
		58	Togninia_minima,
		59	Gnomonia_gnomon,
		60	Valsa_ambiens,
	;
	TREE Tree4230 =  [&R] ((51,28),(((((((31,32),((13,48),12)),(41,8)),(50,14)),(((((19,((26,59),27)),(57,60)),40),((23,(7,6)),((15,38),5))),((47,42),(((16,4),58),(1,2))))),(((((((54,55),(21,44)),45),((56,3),20)),(52,43)),((22,49),(9,30))),(((11,25),10),(33,(37,29))))),(((((53,17),(36,35)),(46,18)),(24,39)),34)));

END;