NEXUS
[File created by TreeBASE:  7/26/07  20:58:23]
[Analysis accession#: S541A856]

BEGIN TREES;
	TITLE S541A856;
	TRANSLATE
		1	Gloeocystiellum_leucoxantha,
		2	Clavariadelphus_pistillaris,
		3	Phanerochaete_chrysosporium,
		4	Botryobasidim_subcoronatum,
		5	Phanerochaete_filamentosa,
		6	Auricularia_auriculajudae,
		7	Hapalopilus_salmonicolor,
		8	Hapalopilus_albocitrinus,
		9	Echinodontium_tinctorium,
		10	Oxyporus_latemarginatus,
		11	Tyromyces_alborubescens,
		12	Daedaleopsis_confragosa,
		13	Heterobasidion_annosum,
		14	Schizophyllum_commune,
		15	Laetiporus_sulphureus,
		16	Pleurotus_tuberregium,
		17	Lopharia_cinerascens,
		18	Hapalopilus_nidulans,
		19	Polyporus_arcularius,
		20	Albatrellus_syringae,
		21	Hyphodontia_alutaria,
		22	Scytinostroma_alutum,
		23	Trichaptum_abietinum,
		24	Auriscalpium_vulgare,
		25	Bondarzewia_berkleyi,
		26	Hapalopilus_croceus,
		27	Hexagonia_hydnoides,
		28	Tyromyces_sambuceus,
		29	Oligoporus_fragilis,
		30	Trametes_versicolor,
		31	Scleroderma_citrina,
		32	Phellinus_igniarius,
		33	Schizopora_paradoxa,
		34	Fomitopsis_pinicola,
		35	Meripilus_giganteus,
		36	Hapalopilus_mutans,
		37	Lopharia_papyracea,
		38	Daedalea_dickinsii,
		39	Nigroporus_vinosus,
		40	Coltricia_perennis,
		41	Clavulina_cristata,
		42	Paxillus_panuoides,
		43	Ceriporia_purpurea,
		44	Bjerkandera_adusta,
		45	Fistulina_hepatica,
		46	Panellus_stypticus,
		47	Antrodia_carbonica,
		48	Lopharia_spadicea,
		49	Tyromyces_lacteus,
		50	Phylloporia_ribis,
		51	Ganoderma_lucidum,
		52	Pluteus_petasatus,
		53	Cortinarius_iodes,
		54	Agaricus_bisporus,
		55	Inonotus_hispidus,
		56	Cerrena_unicolor,
		57	Amanita_muscaria,
		58	Stereum_hirsutum,
		59	Suillus_cavipes,
		60	Hydnum_repandum,
		61	Ramaria_stricta,
		62	Lepiota_procera,
		63	Boletus_satanas,
		64	Peniophora_nuda,
		65	Irpex_lacteus,
		66	Panus_rudis,
	;
	TREE Tree1625 =  [&R] ((((((((((((19,12),51),30),((18,(26,37)),36)),17),(28,8)),(((43,(65,(10,27))),7),11)),(15,((49,4),(41,60)))),((44,48),3)),((((((29,5),47),35),(34,38)),(((39,20),42),(56,66))),(((((57,53),(62,54)),52),16),(46,(14,45))))),(((((64,22),((24,(25,13)),9)),((58,1),(((40,((55,(32,50)),23)),33),21))),(59,(63,31))),(2,61))),6);

END;