NEXUS
[File created by TreeBASE:  7/26/07  20:58:20]
[Analysis accession#: S536A845]

BEGIN TREES;
	TITLE S536A845;
	TRANSLATE
		1	Downingia_ornatissima_e,
		2	Downingia_bacigalupii_a,
		3	Downingia_ornatissima_b,
		4	Downingia_ornatissima_a,
		5	Downingia_ornatissima_c,
		6	Downingia_bacigalupii_c,
		7	Downingia_ornatissima_d,
		8	Downingia_bacigalupii_b,
		9	Porterella_carnosula_b,
		10	Porterella_carnosula_a,
		11	Downingia_cuspidata_b,
		12	Downingia_cuspidata_a,
		13	Downingia_cuspidata_d,
		14	Downingia_cuspidata_c,
		15	Downingia_bicornuta_e,
		16	Downingia_cuspidata_j,
		17	Downingia_cuspidata_i,
		18	Downingia_cuspidata_e,
		19	Downingia_pulchella_b,
		20	Downingia_bicornuta_c,
		21	Downingia_cuspidata_f,
		22	Downingia_bicornuta_b,
		23	Downingia_bicornuta_a,
		24	Downingia_pulchella_a,
		25	Downingia_cuspidata_g,
		26	Downingia_bicornuta_d,
		27	Downingia_cuspidata_h,
		28	Downingia_pulchella_c,
		29	Downingia_concolor_a,
		30	Downingia_concolor_d,
		31	Downingia_concolor_c,
		32	Downingia_insignis_a,
		33	Howellia_aquatilis_a,
		34	Howellia_aquatilis_b,
		35	Howellia_aquatilis_c,
		36	Downingia_concolor_b,
		37	Downingia_insignis_b,
		38	Downingia_pusilla_c,
		39	Downingia_pusilla_a,
		40	Downingia_pusilla_e,
		41	Downingia_pusilla_d,
		42	Downingia_pusilla_f,
		43	Downingia_montana_a,
		44	Downingia_elegans_b,
		45	Downingia_pusilla_b,
		46	Downingia_elegans_c,
		47	Downingia_elegans_a,
		48	Downingia_montana_b,
		49	Downingia_bella_a,
		50	Downingia_laeta_a,
		51	Downingia_bella_c,
		52	Downingia_bella_b,
		53	Downingia_laeta_b,
		54	Downingia_bella_d,
		55	Downingia_laeta_c,
		56	Downingia_yina_i,
		57	Downingia_yina_d,
		58	Downingia_yina_f,
		59	Downingia_yina_j,
		60	Downingia_yina_e,
		61	Downingia_yina_k,
		62	Downingia_yina_a,
		63	Downingia_yina_b,
		64	Downingia_yina_h,
		65	Downingia_yina_c,
		66	Downingia_yina_g,
		67	Legenere_limosa,
	;
	TREE Tree1598 =  [&R] ((((((22,15,26,20),(24,28,37,19,50,(53,55),32),(49,(52,51),54),(((11,14,40,42),(12,38,39,45),(13,(18,21)),25,27,17,41),16),23),((29,36,30,31),(5,7,1,3,4),(((2,8,62,6,63,57,60,65),58),(44,47,66,46,56,64,59,61)),(43,48))),(9,10)),(33,34,35)),67);
	TREE Tree1613 =  [&R] ((((((((((22,26),(15,20)),(49,(52,51),54)),(24,(28,19,(50,(53,55))),(37,32))),23),(((11,14,40,42),(12,38,39,45),(13,(18,21)),25,27,17,41),16)),(((29,((36,30),31)),(43,48)),(((5,7,3,4),1),(((2,8,62,6,63,57,60,65),58),(44,47,66,46,56,64,59,61))))),(9,10)),((33,34),35)),67);

END;