NEXUS
[File created by TreeBASE:  7/26/07  21:18:56]
[Analysis accession#: S1821A7153]

BEGIN TREES;
	TITLE S1821A7153;
	TRANSLATE
		1	'Jesogammarus (Jesogammarus) hebeiensis',
		2	'Jesogammarus (Annanogammarus) debilis',
		3	Gammarus_pseudolimnaeus_IL,
		4	Gammarus_lichuanensis_HB1,
		5	Gammarus_gonngaensis_BX2,
		6	Gammarus_troglophilus_LO,
		7	Gammarus_gonggaensis_BX1,
		8	Gammarus_troglophicus_IL,
		9	Sinogammarus_chuanhui_GZ,
		10	Crangonyx_pseudogracilis,
		11	Dikerogammarus_villosus,
		12	Gammarus_kangdingensis,
		13	Gammarus_lacustris_BJ1,
		14	Gammarus_nekkensis_HB1,
		15	Gammarus_nekkensis_BJ2,
		16	Platorchestia_japonica,
		17	Gammarus_fasciatus_MN,
		18	Gammarus_fasciatus_WA,
		19	Gammarus_lacustris_BK,
		20	Gammarus_lacustris_HV,
		21	Gammarus_lacustris_VI,
		22	Gammarus_lacustris_WA,
		23	Gammarus_duebeni_SC1,
		24	Gammarus_duebeni_SC2,
		25	Gammarus_duebeni_SC3,
		26	Gammarus_crinicornis,
		27	Gammarus_fossarum_PO,
		28	Gammarus_nipponensis,
		29	Gammarus_locusta_BS,
		30	Gammarus_aequicauda,
		31	Gammarus_balcanicus,
		32	Gammarus_bousfieldi,
		33	Gammarus_curvativus,
		34	Gammarus_duebeni_MA,
		35	Gammarus_locusta_CA,
		36	Gammarus_locusta_FR,
		37	Gammarus_mucronatus,
		38	Gammarus_sinuolatus,
		39	Gammarus_takesensis,
		40	Gammarus_abstrusus,
		41	Gammarus_annulatus,
		42	Gammarus_emeiensis,
		43	Gammarus_glabratus,
		44	Gammarus_oceanicus,
		45	Gammarus_pulex_GM,
		46	Gammarus_pulex_SC,
		47	Crangonyx_forbesi,
		48	Gammarus_gregoryi,
		49	Gammarus_koreanus,
		50	Gammarus_martensi,
		51	Gammarus_minus_IL,
		52	Gammarus_montanus,
		53	Gammarus_pulex_NL,
		54	Gammarus_tigrinus,
		55	Gammarus_salinus,
		56	Gammarus_comosus,
		57	Gammarus_roeseli,
		58	Gammarus_qiani,
		59	Gammarus_sp1,
		60	Gammarus_sp2,
		61	Gammarus_sp3,
		62	Gammarus_sp4,
		63	Gammarus_sp5,
		64	Gammarus_sp6,
	;
	TREE Tree5183 =  [&R] (16,(((((((14,((31,39),((19,20,21,22,13),52)),28,12,50,56,33,40,(((42,43),7),5),59,((60,61,15),62),38,58,63,9,4),49),((((((37,41),((18,54),17)),32),(6,(8,3))),(((44,55,29),35),(34,(23,(24,25))))),51)),((27,((64,45,53),46)),57)),((36,30),(48,26))),11),(2,1)),(47,10));

END;