NEXUS
[File created by TreeBASE:  7/26/07  20:57:54]
[Analysis accession#: S482A647]

BEGIN TREES;
	TITLE S482A647;
	TRANSLATE
		1	Neotyphodium_typhinum_var._canariense_Lc4,
		2	Neotyphodium_coenophialum_90664_tub2.2,
		3	Neotyphodium_coenophialum_90664_tub2.4,
		4	Neotyphodium_sp._FaTG3_Tf18_tub2.5,
		5	Neotyphodium_sp_FaTG2_e41_tub2.4,
		6	Epichloe_brachyelytri_200752,
		7	Epichloe_brachyelytri_201561,
		8	Neotyphodium_occultans_Lro1a,
		9	Neotyphodium_occultans_Lro1b,
		10	Neotyphodium_occultans_Lrr1a,
		11	Neotyphodium_occultans_Lrr1b,
		12	Neotyphodium_occultans_Lrr2a,
		13	Neotyphodium_occultans_Lrr2b,
		14	Neotyphodium_occultans_Lm1a,
		15	Epichloe_amarillans_200744,
		16	Epichloe_amarillans_200743,
		17	Epichloe_bromicola_200749,
		18	Epichloe_bromicola_201559,
		19	Epichloe_bromicola_200750,
		20	Epichloe_glyceriae_200747,
		21	Epichloe_glyceriae_200755,
		22	Epichloe_sylvatica_200751,
		23	Epichloe_sylvatica_200748,
		24	Epichloe_clarkii_200742,
		25	Epichloe_typhina_200738,
		26	Epichloe_typhina_200740,
		27	Epichloe_typhina_201666,
		28	Epichloe_typhina_201669,
		29	Epichloe_baconii_200745,
		30	Epichloe_festucae_90661,
		31	Epichloe_typhina_201667,
		32	Epichloe_typhina_200739,
		33	Epichloe_typhina_200849,
		34	Epichloe_typhina_200851,
		35	Epichloe_typhina_200736,
		36	Epichloe_baconii_76552,
		37	Epichloe_baconii_90167,
		38	Epichloe_elymi_200850,
		39	Epichloe_elymi_201551,
		40	Epichloe_typhina_E348,
	;
	TREE Tree1469 =  [&R] (16,(15,((29,(((36,37),((((14,8),10,12),3),5)),(30,2))),(((6,7),(((((((24,35),4),(34,27)),((25,(33,40)),26)),23),(22,32)),(28,(1,31)))),((((17,(19,18)),(9,(11,13))),(38,39)),(20,21))))));
	TREE Tree1470 =  [&R] (((16,15),(29,((36,37),(((14,8),10,12),3,5)),(30,2))),((6,7),(((((24,35),(34,27),4),((25,(33,40)),26)),23,(22,32)),(28,(1,31)))),((17,19,18,(9,(11,13))),(38,39)),(20,21));
	TREE Tree1471 =  [&R] (16,(15,((29,(((36,37),((((14,8),10,12),3),5)),(30,2))),(((6,7),(((((((24,35),4),(34,27)),((25,(33,40)),26)),23),(22,32)),(28,(1,31)))),(((17,((19,18),(9,(11,13)))),(38,39)),(20,21))))));
	TREE Tree1472 =  [&R] (16,(15,((29,(((36,37),((((14,8),10,12),3),5)),(30,2))),(((6,7),(((((((24,35),4),(34,27)),((25,(33,40)),26)),23),(22,32)),(28,(1,31)))),(((((17,18),19),(9,(11,13))),(38,39)),(20,21))))));

END;