NEXUS
[File created by TreeBASE:  1/16/09  15:38:33]
[Analysis accession#: S2184A9199]

BEGIN TREES;
	TITLE S2184A9199;
	TRANSLATE
		1	Montastrea_valenciennesi_5,
		2	Montastrea_valenciennesi_4,
		3	Montastrea_valenciennesi_3,
		4	Montastrea_valenciennesi_2,
		5	Montastrea_valenciennesi_1,
		6	Montastrea_magnistellata_3,
		7	Montastrea_magnistellata_2,
		8	Montastrea_magnistellata_1,
		9	Goniastrea_australensis_2,
		10	Goniastrea_australensis_1,
		11	Cyphastrea_microphthalma,
		12	Scapophyllia_cylindrica,
		13	Oulophyllia_bennettae_3,
		14	Oulophyllia_bennettae_2,
		15	Oulophyllia_bennettae_1,
		16	Goniastrea_retiformis_2,
		17	Goniastrea_retiformis_1,
		18	Diploastrea_heliopora_2,
		19	Diploastrea_heliopora_1,
		20	Cyphastrea_chalcidicum,
		21	Barabattoia_amicorum_2,
		22	Barabattoia_amicorum_1,
		23	Favia_helianthoides_2,
		24	Favia_helianthoides_1,
		25	Montastraea_faveolata,
		26	Montastraea_annularis,
		27	Goniastrea_palauensis,
		28	Goniastrea_edwardsi_2,
		29	Goniastrea_edwardsi_1,
		30	Cyphastrea_serailia_2,
		31	Cyphastrea_serailia_1,
		32	Caulastrea_echinulata,
		33	Acanthastrea_echinata,
		34	Echinopora_pacificus,
		35	Echinopora_lamellosa,
		36	Oulophyllia_crispa_2,
		37	Oulophyllia_crispa_1,
		38	Goniastrea_pectinata,
		39	Goniastrea_favulus_2,
		40	Goniastrea_favulus_1,
		41	Favites_paraflexuosa,
		42	Favites_complanata_3,
		43	Favites_complanata_2,
		44	Favites_complanata_1,
		45	Siderastrea_radians,
		46	Platygyra_lamellina,
		47	Favites_pentagona_2,
		48	Favites_pentagona_1,
		49	Echinopora_gemmacea,
		50	Colpophyllia_natans,
		51	Montastraea_franksi,
		52	Favia_aff._favus_2,
		53	Favia_aff._favus_1,
		54	Platygyra_sinensis,
		55	Platygyra_daedalea,
		56	Oulastrea_crispata,
		57	Montastrea_curta_3,
		58	Montastrea_curta_2,
		59	Montastrea_curta_1,
		60	Anacropora_matthai,
		61	Favia_lizardensis,
		62	Platygyra_verweyi,
		63	Goniastrea_aspera,
		64	Favia_speciosa_2,
		65	Favia_speciosa_1,
		66	Favia_rotumana_2,
		67	Favia_rotumana_1,
		68	Favia_matthaii_5,
		69	Favia_matthaii_4,
		70	Favia_matthaii_3,
		71	Favia_matthaii_2,
		72	Favia_matthaii_1,
		73	Platygyra_pini_2,
		74	Platygyra_pini_1,
		75	Montipora_cactus,
		76	Leptoria_phrygia,
		77	Favites_flexuosa,
		78	Favia_speciosa_5,
		79	Favia_speciosa_4,
		80	Favia_speciosa_3,
		81	Favia_pallida_2,
		82	Favia_pallida_1,
		83	Porites_porites,
		84	Acropora_tenuis,
		85	Favia_maxima_2,
		86	Favia_maxima_1,
		87	Mussa_angulosa,
		88	Favia_favus_4,
		89	Favia_favus_3,
		90	Favia_favus_2,
		91	Favia_favus_1,
		92	Favia_danae_2,
		93	Favia_danae_1,
	;
	TREE Tree6200 =  [&R] (83,((56,(((77,((41,((((33,(44,(43,42))),((34,(48,47)),(89,((91,(24,23)),(90,88))))),(((20,11),(31,30)),(76,((55,62),(46,(74,(73,54))))))),(86,85))),((((((61,(((((80,(79,(65,(64,(21,(22,78)))))),(((53,52),(69,(70,(72,((93,92),(71,68)))))),((((59,(5,3)),(58,(57,1))),(4,2)),(7,(8,6))))),(82,81)),(67,66)),(63,27))),(32,((13,(15,14)),(37,36)))),(12,(29,(28,((10,38),(9,(40,39))))))),(49,35)),(17,16)),(51,(26,25))))),(19,18)),(50,87))),(45,(84,(60,75)))));
	TREE Tree6201 =  [&R] (83,((56,(((77,((41,((((33,(44,(43,42))),((34,(48,47)),(89,((91,(24,23)),(90,88))))),(((20,11),(31,30)),(76,((55,46),(62,(73,(74,54))))))),(86,85))),((((((61,(((((80,(79,(65,((22,78),(21,64))))),(((53,52),((((59,(5,(57,4))),(58,2)),(3,1)),(6,(8,7)))),((68,(72,(71,(93,92)))),(70,69)))),(82,81)),(67,66)),(63,27))),(32,((13,(15,14)),(37,36)))),(12,((38,(9,(10,(40,39)))),(29,28)))),(49,35)),(17,16)),(26,(25,51))))),(19,18)),(50,87))),(45,(84,(60,75)))));
	TREE Tree6202 =  [&R] (83,((56,(((77,((41,((((33,(44,(43,42))),((34,(48,47)),(89,((91,(24,23)),(90,88))))),(((20,11),(31,30)),(76,(46,((55,62),(74,(73,54))))))),(86,85))),(((((61,((((((((65,(21,(78,(22,64)))),(80,79)),((59,(1,(3,(58,(4,(5,(57,2))))))),(8,(7,6)))),(69,(70,(72,((93,92),(71,68)))))),(53,52)),(82,81)),(67,66)),(63,27))),((32,((13,(15,14)),(37,36))),(12,((38,(9,(10,(40,39)))),(29,28))))),(49,35)),(17,16)),(25,(26,51))))),(19,18)),(50,87))),(45,(84,(60,75)))));
	TREE Tree6203 =  [&R] (83,((56,(((77,((41,((((33,(44,(43,42))),((34,(48,47)),(89,((91,(24,23)),(90,88))))),(((20,11),(31,30)),(76,(62,(55,(46,(54,(74,73)))))))),(86,85))),(((((61,(((((((80,((21,(78,(22,64))),(65,79))),((57,(5,(58,(3,(1,(59,(4,2))))))),(6,(8,7)))),(53,52)),(70,(69,((93,92),(72,(71,68)))))),(82,81)),(67,66)),(63,27))),((32,((13,(15,14)),(37,36))),(12,(29,(28,((38,(10,9)),(40,39))))))),(49,35)),(17,16)),(26,(25,51))))),(19,18)),(50,87))),(45,(84,(60,75)))));
	TREE Tree6204 =  [&R] (83,((56,(((77,((41,((((33,(44,(43,42))),((34,(48,47)),(89,((91,(24,23)),(90,88))))),(((20,11),(31,30)),(76,(46,((55,62),(73,(74,54))))))),(86,85))),((((((61,(((((((80,(79,(65,(64,(21,(22,78)))))),((1,((59,(58,2)),(4,(57,(5,3))))),(6,(8,7)))),(53,52)),(((71,(93,92)),(72,68)),(70,69))),(82,81)),(67,66)),(63,27))),(32,((13,(15,14)),(37,36)))),(12,(29,(28,(10,((9,38),(40,39))))))),(49,35)),(17,16)),(51,(26,25))))),(19,18)),(50,87))),(45,(84,(60,75)))));
	TREE Tree6205 =  [&R] (83,((56,(((77,((41,((((33,(44,(43,42))),((34,(48,47)),(89,((91,(24,23)),(90,88))))),(((20,11),(31,30)),(76,(55,((46,62),(74,(73,54))))))),(86,85))),(((((61,(((((80,(79,(65,(78,(64,(22,21)))))),((53,52),((70,(69,(71,((93,92),(72,68))))),(((58,(59,(57,3))),(4,(1,(5,2)))),(6,(8,7)))))),(82,81)),(67,66)),(63,27))),((32,((13,(15,14)),(37,36))),(12,(29,(28,(9,((10,38),(40,39)))))))),(49,35)),(17,16)),(51,(26,25))))),(19,18)),(50,87))),(45,(84,(60,75)))));
	TREE Tree6206 =  [&R] (83,((56,(((77,((41,((((33,(44,(43,42))),((34,(48,47)),(89,((91,(24,23)),(90,88))))),(((20,11),(31,30)),(76,((55,(73,(74,54))),(46,62))))),(86,85))),((((((61,((((((65,((64,(22,(21,78))),(80,79))),((3,(59,(5,(2,(58,(4,(57,1))))))),(6,(8,7)))),((53,52),(((93,92),(68,(72,71))),(70,69)))),(82,81)),(67,66)),(63,27))),(32,((13,(15,14)),(37,36)))),(12,((38,(10,(9,(40,39)))),(29,28)))),(49,35)),(17,16)),(51,(26,25))))),(19,18)),(50,87))),(45,(84,(60,75)))));
	TREE Tree6207 =  [&R] (83,((56,(((77,((41,((((33,(44,(43,42))),((34,(48,47)),(89,((91,(24,23)),(90,88))))),(((20,11),(31,30)),(76,(55,((46,62),(74,(73,54))))))),(86,85))),(((((61,(((((80,((64,(22,(21,78))),(65,79))),(((53,52),((57,(5,(2,(1,(4,(58,(59,3))))))),(7,(8,6)))),(69,(70,(72,(68,(71,(93,92)))))))),(82,81)),(67,66)),(63,27))),((32,((13,(15,14)),(37,36))),(12,((10,(38,(9,(40,39)))),(29,28))))),(49,35)),(17,16)),(51,(26,25))))),(19,18)),(50,87))),(45,(84,(60,75)))));

END;