NEXUS
[File created by TreeBASE:  7/26/07  21:00:07]
[Analysis accession#: S698A1517]

BEGIN TREES;
	TITLE S698A1517;
	TRANSLATE
		1	Sphaeroplea_soleirolii_v_crassisepta,
		2	Hormotilopsis_tetravacuolaris,
		3	Pseudoschroederia_antillarum,
		4	Haematococcus_zimbabwiensis,
		5	Chlamydomonas_pitschmannii,
		6	Chlorococcum_echinozygotum,
		7	Ascochloris_multinucleata,
		8	Chlorococcum_ellipsoideum,
		9	Chlamydopodium_vacuolatum,
		10	Ankistrodesmus_stipitatus,
		11	Chlamydomonas_reinhardtii,
		12	Chaetopeltis_orbicularis,
		13	Hydrodictyon_reticulatum,
		14	Cylindrocapsa_geminella,
		15	Bracteacoccus_giganteus,
		16	Characiopodium_hindakii,
		17	Chlamydomonas_noctigama,
		18	Atractomorpha_echinata,
		19	Schizomeris_leibleinii,
		20	Ourococcus_multisporus,
		21	Protosiphon_botryoides,
		22	Chaetophora_incrassata,
		23	Chlamydomonas_moewusii,
		24	Bulbochaete_hiloensis,
		25	Fritschiella_tuberosa,
		26	Fusochloris_perforata,
		27	Planophila_terrestris,
		28	Chlorella_ellipsoidea,
		29	Elakatothrix_viridis,
		30	Schroederia_setigera,
		31	Oedogonium_cardiacum,
		32	Scenedesmus_obliquus,
		33	Sphaeroplea_robusta,
		34	Carteria_sp._UTEX_2,
		35	Treubaria_schmidlei,
		36	Neochloris_vigensis,
		37	Bracteacoccus_minor,
		38	Neochloris_aquatica,
		39	Trochiscia_hystrix,
		40	Treubaria_setigera,
		41	Aphanochaete_magna,
		42	Carteria_crucifera,
		43	Carteria_eugametos,
		44	Carteria_olivieri,
		45	Pediastrum_duplex,
		46	Carteria_radiosa,
		47	Dunaliella_parva,
		48	Carteria_obtusa,
		49	Uronema_belkae,
		50	Tetraspora_sp.,
		51	Volvox_carteri,
		52	Ankyra_judayi,
	;
	TREE Tree2135 =  [&R] (28,(26,(((((((3,30),(((15,37),(32,((16,(38,36)),(45,13)))),(10,20))),(((33,1),18),52)),((((((7,((8,4),9)),21),47),(17,((23,5),6))),(42,(43,44))),(((51,11),50),((48,34),46)))),(((39,(35,40)),14),29)),(((((25,22),49),41),19),((12,27),2))),(31,24))));
	TREE Tree2136 =  [&R] (28,(26,((((((3,30),((15,37),(32,((16,(38,36)),(45,13))))),(10,20)),((((((((7,9),(8,4)),21),47),(17,((23,5),6))),(((51,11),50),((48,34),46))),(42,(43,44))),(((33,1),18),52))),((31,24),(((39,(35,40)),14),29))),((((25,22),49),(19,41)),(12,(2,27))))));
	TREE Tree2138 =  [&R] (28,(26,(((((3,(((12,27),2),(((33,1),18),52))),(((10,20),30),32)),((15,37),((16,(38,36)),(45,13)))),(((((25,22),49),41),19),(((((((((7,21),9),8),4),47),((48,46),34)),(17,((23,5),6))),((((39,(35,40)),14),29),((51,11),50))),(42,(43,44))))),(31,24))));

END;