NEXUS
[File created by TreeBASE:  1/16/09  15:33:38]
[Analysis accession#: S1993A8122]

BEGIN TREES;
	TITLE S1993A8122;
	TRANSLATE
		1	Dendrobium_kingianum_v_carnarvonense,
		2	Dendrobium_speciosum_v_blackdownense,
		3	Dendrobium_speciosum_v_capricornicum,
		4	Dendrobium_speciosum_v_carnarvonense,
		5	Dendrobium_tetragonum_v_melaleucaphi,
		6	Dendrobium_kingianum_v_pulcherrimum,
		7	Dendrobium_speciosum_v_grandiflorum,
		8	Dendrobium_speciosum_v_pedunculatum,
		9	Dendrobium_finniganense_pseudogene,
		10	Dendrobium_tetragonum_v_tetragonum,
		11	Dendrobium_speciosum_v_curvicaule,
		12	Dendrobium_tetragonum_v_giganteum,
		13	Dendrobium_kingianum_v_kingianum,
		14	Dendrobium_speciosum_v_speciosum,
		15	Dendrobium_tetragonum_v_cacatua,
		16	Dendrobium_fleckeri_pseudogene,
		17	Dendrobium_speciosum_v_boreale,
		18	Dendrobium_speciosum_v_hillii,
		19	'Dendrobium victoriae-reginae',
		20	Diplocaulobium_ischnopetalum,
		21	Dendrobium_ellipsophyllum,
		22	Dendrobium_callitrophilum,
		23	Dendrobium_canaliculatum,
		24	Dendrobium_cunninghammii,
		25	Dendrobium_thyrsiflorum,
		26	Epigeneium_cymbidioides,
		27	Dendrobium_falcorostrum,
		28	Dendrobium_finniganense,
		29	Dendrobium_gracilicaule,
		30	Dendrobium_macrophyllum,
		31	Dendrobium_pugioniforme,
		32	Dendrobium_fairchildae,
		33	Dendrobium_lancifolium,
		34	Dendrobium_calamiforme,
		35	Dendrobium_linguiforme,
		36	Dendrobium_monophyllum,
		37	Epigeneium_nakaharaei,
		38	Dendrobium_schoeninum,
		39	Dendrobium_violaceum,
		40	Epigeneium_triflorum,
		41	Dendrobium_racemosum,
		42	Dendrobium_speciosum,
		43	Dendrobium_formosum,
		44	Dendrobium_smilliae,
		45	Dendrobium_fleckeri,
		46	Flickingeria_comata,
		47	Cadetia_maideniana,
		48	Dendrobium_baileyi,
		49	Dendrobium_aemulum,
		50	Dendrobium_bifalce,
		51	Dendrobium_jonesii,
		52	Epigeneium_amplum,
		53	Dendrobium_nindii,
		54	Dendrobium_carrii,
		55	Dendrobium_moorei,
		56	Dendrobium_adae,
	;
	TREE Tree5687 =  [&R] ((40,26),(((((((23,53),((50,30),20)),48),((((((((15,12),(5,10)),(((42,14,2,3,4,18,7),11),((17,8),(((55,1),6),13)))),(29,27)),(((56,(16,9)),28,45),51)),((41,35),((34,38),31))),(54,36)),((49,22),46))),47),24),(((((19,32),(39,(33,44))),25),21),43)),(37,52));
	TREE Tree5688 =  [&R] ((40,26),(((((23,53),50,30,20,48),(((15,12),(5,10)),((42,14,2,3,4,18,7),11),(17,8),(55,13,6,1),(41,35),((34,38),31),56,(16,9),28,45,51,29,27,(49,22),(54,36),46),47),24),(((((19,32),(39,(33,44))),25),21),43)),(37,52));

END;