NEXUS
[File created by TreeBASE:  7/26/07  20:58:20]
[Analysis accession#: S536A848]

BEGIN TREES;
	TITLE S536A848;
	TRANSLATE
		1	Downingia_ornatissima_c,
		2	Downingia_bacigalupii_c,
		3	Downingia_ornatissima_d,
		4	Downingia_bacigalupii_b,
		5	Porterella_carnosula_a,
		6	Grammatotheca_bergiana,
		7	Downingia_bicornuta_b,
		8	Downingia_bicornuta_a,
		9	Downingia_pulchella_a,
		10	Downingia_cuspidata_g,
		11	Downingia_bicornuta_d,
		12	Downingia_cuspidata_h,
		13	Downingia_pulchella_c,
		14	Downingia_concolor_b,
		15	Downingia_insignis_b,
		16	Downingia_montana_a,
		17	Downingia_elegans_b,
		18	Downingia_pusilla_b,
		19	Downingia_elegans_c,
		20	Downingia_elegans_a,
		21	Downingia_montana_b,
		22	Lobelia_aberdarica,
		23	Downingia_bella_b,
		24	Downingia_laeta_b,
		25	Downingia_bella_d,
		26	Downingia_laeta_c,
		27	Downingia_yina_a,
		28	Downingia_yina_b,
		29	Downingia_yina_h,
		30	Downingia_yina_c,
		31	Downingia_yina_g,
		32	Legenere_limosa,
		33	Lobelia_dunnii,
		34	Lobelia_tupa,
	;
	TREE Tree1595 =  [&R] ((((((((((7,11),8),((9,24,13,26),15)),23,25),(10,(18,12))),(((1,3),((17,19,29,20,31),(2,27,28,30,4))),14,(16,21))),5),32),((33,34),22)),6);
	TREE Tree1596 =  [&R] ((((((((((7,11),8),((9,24,13,26),15)),23,25),(10,18,12)),(((1,3),((17,19,29,20,31),(2,27,28,30,4))),14,(16,21))),5),32),((33,34),22)),6);
	TREE Tree1597 =  [&R] (((((((((7,8,11),((9,24,13,26),15)),23,25),(10,(18,12))),(((1,3),((17,19,29,20,31),(2,27,28,30,4))),14,(16,21))),5),32),((33,34),22)),6);
	TREE Tree1599 =  [&R] (((((((((7,8,11),((9,24,13,26),15)),23,25),(10,18,12)),(((1,3),((17,19,29,20,31),(2,27,28,30,4))),14,(16,21))),5),32),((33,34),22)),6);
	TREE Tree1600 =  [&R] ((((((((((7,11),8),((9,24,13,26),15)),23,25),(10,(18,12))),((((1,3),(17,19,29,20,31)),(2,27,28,30,4)),14,(16,21))),5),32),((33,34),22)),6);
	TREE Tree1601 =  [&R] ((((((((((7,11),8),((9,24,13,26),15)),23,25),(10,18,12)),((((1,3),(17,19,29,20,31)),(2,27,28,30,4)),14,(16,21))),5),32),((33,34),22)),6);
	TREE Tree1602 =  [&R] (((((((((7,8,11),((9,24,13,26),15)),23,25),(10,(18,12))),((((1,3),(17,19,29,20,31)),(2,27,28,30,4)),14,(16,21))),5),32),((33,34),22)),6);
	TREE Tree1603 =  [&R] (((((((((7,8,11),((9,24,13,26),15)),23,25),(10,18,12)),((((1,3),(17,19,29,20,31)),(2,27,28,30,4)),14,(16,21))),5),32),((33,34),22)),6);
	TREE Tree1604 =  [&R] ((((((((((7,11),8),((9,24,13,26),15)),23,25),(10,(18,12))),((1,3),14,(16,21),((17,19,29,20,31),(2,27,28,30,4)))),5),32),((33,34),22)),6);
	TREE Tree1605 =  [&R] ((((((((((7,11),8),((9,24,13,26),15)),23,25),(10,18,12)),((1,3),14,(16,21),((17,19,29,20,31),(2,27,28,30,4)))),5),32),((33,34),22)),6);
	TREE Tree1606 =  [&R] (((((((((7,8,11),((9,24,13,26),15)),23,25),(10,(18,12))),((1,3),14,(16,21),((17,19,29,20,31),(2,27,28,30,4)))),5),32),((33,34),22)),6);
	TREE Tree1607 =  [&R] (((((((((7,8,11),((9,24,13,26),15)),23,25),(10,18,12)),((1,3),14,(16,21),((17,19,29,20,31),(2,27,28,30,4))))Downingia,5),32),((33,34)Lobelia,22)),6);
	TREE Tree1608 =  [&R] ((((((((((7,11),8),((9,24,13,26),15)),23,25),(10,(18,12))),(((1,3),(17,19,29,20,31)),14,(16,21),(2,27,28,30,4))),5),32),((33,34),22)),6);
	TREE Tree1609 =  [&R] ((((((((((7,11),8),((9,24,13,26),15)),23,25),(10,18,12)),(((1,3),(17,19,29,20,31)),14,(16,21),(2,27,28,30,4))),5),32),((33,34),22)),6);
	TREE Tree1610 =  [&R] (((((((((7,8,11),((9,24,13,26),15)),23,25),(10,(18,12))),(((1,3),(17,19,29,20,31)),14,(16,21),(2,27,28,30,4))),5),32),((33,34),22)),6);
	TREE Tree1611 =  [&R] (((((((((7,8,11),((9,24,13,26),15)),23,25),(10,18,12)),(((1,3),(17,19,29,20,31)),14,(16,21),(2,27,28,30,4))),5),32),((33,34),22)),6);
	TREE Tree1612 =  [&R] ((((((((((7,11),8),((9,24,13,26),15)),23,25),(10,(18,12))),((((1,3),(17,19,29,20,31)),14,(16,21)),(2,27,28,30,4))),5),32),((33,34),22)),6);
	TREE Tree1614 =  [&R] ((((((((((7,11),8),((9,24,13,26),15)),23,25),(10,18,12)),((((1,3),(17,19,29,20,31)),14,(16,21)),(2,27,28,30,4))),5),32),((33,34),22)),6);
	TREE Tree1615 =  [&R] (((((((((7,8,11),((9,24,13,26),15)),23,25),(10,(18,12))),((((1,3),(17,19,29,20,31)),14,(16,21)),(2,27,28,30,4))),5),32),((33,34),22)),6);
	TREE Tree1616 =  [&R] (((((((((7,8,11),((9,24,13,26),15)),23,25),(10,18,12)),((((1,3),(17,19,29,20,31)),14,(16,21)),(2,27,28,30,4))),5),32),((33,34),22)),6);

END;