NEXUS
[File created by TreeBASE:  1/16/09  15:32:29]
[Analysis accession#: S1948A7885]

BEGIN TREES;
	TITLE S1948A7885;
	TRANSLATE
		1	Phialocephala_turiciensis_1_117_3,
		2	Phialocephala_turiciensis_1_120_2,
		3	Phialocephala_turiciensis_1_124_1,
		4	Phialocephala_turiciensis_1_124_2,
		5	Phialocephala_turiciensis_1_130_3,
		6	Phialocephala_turiciensis_1_133_3,
		7	Phialocephala_turiciensis_1_154_1,
		8	Phialocephala_turiciensis_1_176_1,
		9	Phialocephala_turiciensis_1_190_4,
		10	Phialocephala_turiciensis_1_197_4,
		11	Phialocephala_uotolensis_5_252_7r,
		12	Phialocephala_uotolensis_5_264_1r,
		13	Phialocephala_uotolensis_5_220_1,
		14	Phialocephala_uotolensis_5_234_5,
		15	Phialocephala_uotolensis_5_265_3,
		16	Phialocephala_uotolensis_5_265_4,
		17	Phialocephala_uotolensis_5_134_3,
		18	Phialocephala_helvetica_4_123_4,
		19	Phialocephala_helvetica_4_135_1,
		20	Phialocephala_helvetica_4_136_4,
		21	Phialocephala_helvetica_4_138_5,
		22	Phialocephala_helvetica_4_140_4,
		23	Phialocephala_helvetica_4_144_4,
		24	Phialocephala_helvetica_4_145_2,
		25	Phialocephala_helvetica_4_153_2,
		26	Phialocephala_helvetica_4_160_1,
		27	Phialocephala_helvetica_4_195_2,
		28	Phialocephala_europaea_3_117_2,
		29	Phialocephala_europaea_3_122_3,
		30	Phialocephala_europaea_3_129_1,
		31	Phialocephala_europaea_3_136_1,
		32	Phialocephala_europaea_3_136_3,
		33	Phialocephala_europaea_3_137_3,
		34	Phialocephala_europaea_3_139_3,
		35	Phialocephala_europaea_3_158_4,
		36	Phialocephala_europaea_3_169_2,
		37	Phialocephala_europaea_3_171_5,
		38	Phialocephala_europaea_3_173_2,
		39	Phialocephala_europaea_3_177_3,
		40	Phialocephala_letzii_2_120_3,
		41	Phialocephala_letzii_2_126_3,
		42	Phialocephala_letzii_2_137_4,
		43	Phialocephala_letzii_2_146_1,
		44	Phialocephala_letzii_2_146_2,
		45	Phialocephala_letzii_2_147_3,
		46	Phialocephala_letzii_2_149_5,
		47	Phialocephala_letzii_2_152_2,
		48	Phialocephala_letzii_2_168_4,
		49	Phialocephala_letzii_2_194_1,
		50	Phialocephala_letzii_2_194_4,
	;
	TREE Tree5528 =  [&R] ((((((1,(2,3,(4,9),5,8,10),6,7),(13,14,15,16,(17,11),12)),(40,(41,43,49),42,44,45,46,47,48,50)),((29,38),(31,36))),(28,(30,32,35),33,34,37,39)),((18,24),((19,20,23,27),((21,22,25),26))));

END;