NEXUS [File created by TreeBASE: 7/26/07 21:06:08] [Analysis accession#: S1166A3656] BEGIN TREES; TITLE S1166A3656; TRANSLATE 1 Pseudothecadactylus_lindneri, 2 Stenocercus_crassicaudatus, 3 Alligator_mississippiensis, 4 Teratoscincus_przewalskii, 5 Typhlosaurus_gariepensis, 6 Phymaturus_somuncurensis, 7 Shinisaurus_crocodilurus, 8 Eublepharus_turkmenicus, 9 Crenadactylus_ocellatus, 10 Sphaerodactylus_shrevei, 11 Physignathus_cocincinus, 12 Physignathus_lesueurii, 13 Uromastyx_acanthinurus, 14 Leiocephalus_carinatus, 15 Lanthanotus_borneensis, 16 Phrynocephalus_raddei, 17 Ophisaurus_attenuatus, 18 Celestus_enneagrammus, 19 Dinodon_semicarinatus, 20 Agkistrodon_strauchii, 21 Trogonophis_weigmanni, 22 Basiliscus_plumifrons, 23 Ctenophorus_salinarum, 24 Uracentron_flaviceps, 25 Cnemidophorus_tigris, 26 Eumeces_inexpectatus, 27 Eumeces_skiltonianus, 28 Hoplocercus_spinosus, 29 Enyalioides_laticeps, 30 Japalura_tricarinata, 31 Calumma_brevicornis, 32 Ramphotyph_braminus, 33 Eumeces_anthracinus, 34 Chalcides_ocellatus, 35 Sphenodon_punctatus, 36 Gambelia_wislizenii, 37 Elgaria_panamintina, 38 Heloderma_suspectum, 39 Phrynosoma_mcallii, 40 Cylindrophis_rufus, 41 Leposoma_parietale, 42 Scincella_potanini, 43 Acontias_meleagris, 44 Typhlosaurus_lomii, 45 Feylinia_polylepis, 46 Scelotes_anguineus, 47 Cordylus_polyzonus, 48 Proscelotes_eggeli, 49 Leiolepis_belliana, 50 Xenosaurus_grandis, 51 Ctenotus_robustus, 52 Sauromalus_obesus, 53 Brookesia_theili, 54 Eremias_grammica, 55 Amphisbaena_xera, 56 Xantusia_vigilis, 57 Liolaemus_pictus, 58 Anniella_pulchra, 59 Chamaeleo_rudis, 60 Calotes_calotes, 61 Hydrosaurus_sp., 62 Oplurus_cuvieri, 63 Varanus_griseus, 64 Anolis_paternus, 65 Chelonia_mydas, 66 Zonosaurus_sp., 67 Bipes_biporus, 68 Lialis_jicari, 69 Mabuya_aurata, 70 Gallus_gallus, 71 Gekko_gecko, 72 Dibamus_sp., ; TREE Tree3311 = [&R] (70,((3,35,((((53,(59,31)),(((23,12),11),((61,(49,13)),((60,30),16)))),(((19,20),40),32)),(((((64,24),14),((6,57),62)),(39,52),((28,29),(22,36))),2),((((17,37),18,58),50),(38,(63,15)),7),((54,(67,(55,21))),8,((9,1,68),((10,71),4))),(25,41),((69,((51,42),(26,(27,33)))),((43,(44,5)),((45,(48,46)),34))),56,(66,47),72)),65)); END;