NEXUS
[File created by TreeBASE:  7/26/07  21:11:45]
[Analysis accession#: S1463A5292]

BEGIN TREES;
	TITLE S1463A5292;
	TRANSLATE
		1	Helvibis_cf._longicaudatus,
		2	Thwaitesia_margaritifera,
		3	Selkirkiella_alboguttata,
		4	Faiditus_cf._chickeringi,
		5	Achaearanea_tepidariorum,
		6	Latrodectus_geometricus,
		7	Selkirkiella_magallanes,
		8	Anelosimus_cf._jucundus,
		9	Neospintharus_trigonus,
		10	Rhomphaea_metaltissima,
		11	Theridion_longipedatum,
		12	Thymoites_unimaculatum,
		13	Anelosimus_pulchellus,
		14	Anelosimus_analyticus,
		15	Chrysso_cf._nigriceps,
		16	Achaearanea_vervoorti,
		17	Linyphia_triangularis,
		18	Enoplognatha_latimana,
		19	Asygyna_coddingtonii,
		20	Emertonella_funebris,
		21	Anelosimus_studiosus,
		22	Coleosoma_floridanum,
		23	Tidarren_sisyphoides,
		24	Ameridion_cf._petrum,
		25	Tetragnatha_extensa,
		26	Synotaxus_monoceros,
		27	Nesticus_silvestrii,
		28	Spintharus_flavidus,
		29	Latrodectus_mactans,
		30	Stemmops_cf._servus,
		31	Argyrodes_argyrodes,
		32	Ariamnes_attenuatus,
		33	Anelosimus_rupununi,
		34	Anelosimus_vittatus,
		35	Eidmanella_pallida,
		36	Robertus_frontatus,
		37	Pholcomma_hirsutum,
		38	Argyrodes_elevatus,
		39	Anelosimus_lorenzo,
		40	Anelosimus_eximius,
		41	Nesticodes_rufipes,
		42	Theridion_frondeum,
		43	Theridula_emertoni,
		44	Enoplognatha_ovata,
		45	Argiope_argentata,
		46	Euryopis_gertschi,
		47	Crustulina_sticta,
		48	Cerocida_strigosa,
		49	Theridion_varians,
		50	Synotaxus_waiwai,
		51	Episinus_amoenus,
		52	Theridion_pictum,
		53	Asygyna_huberii,
		54	Steatoda_grossa,
		55	Phoroncidia_sp.,
		56	Kochiura_aulica,
		57	Anelosimus_sp.1,
		58	Anelosimus_sp.2,
		59	Achaearanea_wau,
		60	Pimoa_rupicola,
		61	Carniella_siam,
		62	Kochiura_rosea,
		63	Dipoena_nigra,
		64	Ameridion_sp.,
	;
	TREE Tree4187 =  [&R] (45,(25,((60,17),((50,26),((35,27),((63,(20,46)),((((2,51),28),(((((((19,53),61),(36,37)),((55,30),48)),(7,3)),(18,44)),((((31,38),(9,(10,32))),4),((56,62),((((39,33),((57,58),(14,(40,(8,21))))),(13,34)),(15,(((41,((16,59),5)),23),((((((42,11),22),(49,52)),1),12),((64,24),43))))))))),((6,29),(47,54)))))))));
	TREE Tree4188 =  [&R] (45,(25,((60,17),((50,26),((35,27),((63,(20,46)),((((2,51),28),((((((((19,53),61),36),37),((55,30),48)),(7,3)),(18,44)),((((31,38),(9,(10,32))),4),((56,62),((((39,33),((57,58),(14,(40,(8,21))))),(13,34)),(15,(((41,((16,59),5)),23),((((((42,11),22),(49,52)),1),12),((64,24),43))))))))),((6,29),(47,54)))))))));

END;