NEXUS
[File created by TreeBASE:  7/26/07  21:12:44]
[Analysis accession#: S1510A5522]

BEGIN TREES;
	TITLE S1510A5522;
	TRANSLATE
		1	Polylepis_tomentella_tomentella_2,
		2	Polylepis_tomentella_tomentella_1,
		3	Polylepis_tomentella_incanoides,
		4	Polylepis_tomentella_nana,
		5	Polylepis_subtusalbida_1,
		6	Polylepis_subtusalbida_2,
		7	Polylepis_subtusalbida_3,
		8	Polylepis_microphylla_2,
		9	Polylepis_microphylla_1,
		10	Polylepis_triacontandra,
		11	Polylepis_pallidistigma,
		12	Polylepis_weberbaueri_2,
		13	Polylepis_weberbaueri_1,
		14	Polylepis_tarapacana_2,
		15	Polylepis_tarapacana_1,
		16	Polylepis_subsericans,
		17	Polylepis_australis_2,
		18	Polylepis_australis_1,
		19	Polylepis_aff_besseri,
		20	Polylepis_cristagalli,
		21	Polylepis_hieronymi_1,
		22	Polylepis_hieronymi_2,
		23	Polylepis_lanuginosa,
		24	Polylepis_quadrijuga,
		25	Polylepis_reticulata,
		26	Polylepis_rugulosa_2,
		27	Polylepis_rugulosa_1,
		28	Polylepis_rugulosa_3,
		29	Polylepis_rugulosa_4,
		30	Polylepis_pacensis_1,
		31	Polylepis_pacensis_2,
		32	Polylepis_pacensis_3,
		33	Polylepis_sericea_3,
		34	Polylepis_sericea_2,
		35	Polylepis_sericea_1,
		36	Acaena_fissistipula,
		37	Polylepis_besseri_1,
		38	Polylepis_besseri_2,
		39	Polylepis_incarum_1,
		40	Polylepis_incarum_2,
		41	Polylepis_incana_2,
		42	Polylepis_neglecta,
		43	Polylepis_racemosa,
		44	Acaena_pinnatifida,
		45	Polylepis_incana_1,
		46	Polylepis_lanata,
		47	Polylepis_pauta,
		48	Polylepis_pepei,
	;
	TREE Tree4303 =  [&R] ((36,44),(((((((((((((17,42),18),(40,20)),((((5,3),(7,4)),(((43,(14,15)),(((10,16),(26,28)),(11,27))),46)),(((30,32),31),2))),(39,1)),(37,38)),(19,29)),(8,9)),41),(((6,(21,22)),24),(23,((((47,35),25),13),(34,12))))),45),48),33));
	TREE Tree4304 =  [&R] ((36,44),(((((((((((((17,42),18),(40,20)),((((5,3),(7,4)),(((43,(14,15)),(((10,16),(26,28)),(11,27))),46)),(((30,32),31),2))),(39,1)),(37,38)),(19,29)),(8,9)),41),(((6,(21,22)),24),(23,((((47,35),25),13),(34,12))))),45),48),33));
	TREE Tree4305 =  [&R] ((36,44),(((((((((((((17,42),18),(40,20)),((((5,3),(7,4)),(((43,(14,15)),(((10,16),(26,28)),(11,27))),46)),(((30,32),31),2))),(39,1)),(37,38)),(19,29)),(8,9)),41),(((6,(21,22)),24),(23,((((47,35),25),13),(34,12))))),45),48),33));
	TREE Tree4306 =  [&R] ((36,44),(((((((((((((17,42),18),(40,20)),((((5,3),(7,4)),(((43,(14,15)),(((10,16),(26,28)),(11,27))),46)),(((30,32),31),2))),(39,1)),(37,38)),(19,29)),(8,9)),41),(((6,(21,22)),24),(23,((((47,35),25),13),(34,12))))),45),48),33));
	TREE Tree4307 =  [&R] ((36,44),(((((((((((((17,42),18),(40,20)),((((5,3),(7,4)),(((43,(14,15)),(((10,16),(26,28)),(11,27))),46)),(((30,32),31),2))),(39,1)),(37,38)),(19,29)),(8,9)),41),(((6,(21,22)),24),(23,((((47,35),25),13),(34,12))))),45),48),33));
	TREE Tree4308 =  [&R] ((36,44),(((((((((((((17,42),18),(40,20)),((((5,3),(7,4)),(((43,(14,15)),(((10,16),(26,28)),(11,27))),46)),(((30,32),31),2))),(39,1)),(37,38)),(19,29)),(8,9)),41),(((6,(21,22)),24),(23,(((47,35),25),((34,12),13))))),45),48),33));
	TREE Tree4309 =  [&R] ((36,44),(((((((((((((17,42),18),(40,20)),((((5,3),(7,4)),(((43,(14,15)),(((10,16),(26,28)),(11,27))),46)),(((30,32),31),2))),(39,1)),(37,38)),(19,29)),(8,9)),41),(((6,(21,22)),24),(23,((((47,35),25),13),(34,12))))),45),48),33));
	TREE Tree4310 =  [&R] ((36,44),(((((((((((((17,42),18),(40,20)),((((5,3),(7,4)),(((43,(14,15)),(((10,16),(26,28)),(11,27))),46)),(((30,32),31),2))),(39,1)),(37,38)),(19,29)),(8,9)),41),(((6,(21,22)),24),(23,(((47,35),25),((34,12),13))))),45),48),33));
	TREE Tree4311 =  [&R] ((36,44),(((((((((((((((17,42),18),(40,20)),((5,3),(7,4))),((((10,16),(26,28)),((((30,32),31),2),(14,15))),(11,27))),46),(39,1)),((37,38),(41,43))),(19,29)),(8,9)),(34,12)),(((6,(21,22)),24),((23,13),((47,35),25)))),45),48),33));
	TREE Tree4312 =  [&R] ((36,44),((((((((((((((17,42),18),(40,20)),((5,3),(7,4))),((((10,16),(26,28)),((((30,32),31),2),(14,15))),(11,27))),46),(((37,38),(41,43)),(39,1))),(19,29)),(8,9)),(34,12)),(((6,(21,22)),24),((23,13),((47,35),25)))),45),48),33));
	TREE Tree4313 =  [&R] ((36,44),(((((((((((((((17,42),18),(40,20)),((5,3),(7,4))),(((((10,16),(26,28)),(11,27)),(14,15)),(((30,32),31),2))),46),(39,1)),((37,38),(41,43))),(19,29)),(8,9)),(34,12)),(((6,(21,22)),24),((23,13),((47,35),25)))),45),48),33));
	TREE Tree4314 =  [&R] ((36,44),(((((((((((((((17,42),18),(40,20)),((5,3),(7,4))),((((10,16),(26,28)),((((30,32),31),2),(14,15))),(11,27))),46),((37,38),(41,43))),(39,1)),(19,29)),(8,9)),(34,12)),(((6,(21,22)),24),((23,13),((47,35),25)))),45),48),33));
	TREE Tree4315 =  [&R] ((36,44),(((((((((((((((17,42),18),(40,20)),((5,3),(7,4))),(((((10,16),(26,28)),(11,27)),(14,15)),(((30,32),31),2))),46),((37,38),(41,43))),(39,1)),(19,29)),(8,9)),(34,12)),(((6,(21,22)),24),((23,13),((47,35),25)))),45),48),33));
	TREE Tree4316 =  [&R] ((36,44),(((((((((((((((17,42),18),(40,20)),((5,3),(7,4))),((((10,16),(26,28)),((((30,32),31),2),(14,15))),(11,27))),46),(37,38)),(39,1)),((19,29),(41,43))),(8,9)),(34,12)),(((6,(21,22)),24),((23,13),((47,35),25)))),45),48),33));
	TREE Tree4317 =  [&R] ((36,44),(((((((((((((((17,42),18),(40,20)),((5,3),(7,4))),(((((10,16),(26,28)),(11,27)),(14,15)),(((30,32),31),2))),46),(37,38)),(39,1)),((19,29),(41,43))),(8,9)),(34,12)),(((6,(21,22)),24),((23,13),((47,35),25)))),45),48),33));

END;