#NEXUS [!Martinez, R. N. and Alcober, O. A. 2007. A basal sauropodomorph (Dinosauria: Saurischia) from the Ischigualasto Formation (Triassic, Carnian) and the early evolution of Sauropodomorpha. PLoS One, 4, 1-12.] BEGIN DATA; DIMENSIONS NTAX=12 NCHAR=98; FORMAT SYMBOLS= " 0 1 2" MISSING=? GAP=- ; MATRIX Outgroup 0000000(01)000000000000000000000000000000000000000000000000000000000000000000000000?00000000000000000 Silesaurus 0000001????0????000???111210??1000001001001000?0000????????????????00211000101?0?10011100100000?0? Pisanosaurus 0????????????????110?1111010???????????111??0???????????????????????2???????????????1010111?011?01 Ornithischians 0000000000010000211001111010000010000001110100001010000(01)000000000001201000110200021101111110011000 Herrerasaurus 010?00000010101?1001?0000000111111???1100011111110020110001101111110200100101010110110000001(01)10110 Staurikosaurus 0????????????????001?00000????1?1?00??100??1111????????????????????021010000101?00101000?00??????? Guaibasaurus ?????????????????????????????????????1???????0??????????????????????121100010(01)111110?1101100010??0 Theropods 01111111111(01)10(01)1200(01)10000000111111111101111100(01)11012111111111111(01)1112211110002110(12)(01)011111110111001 Saturnalia 1????????11??1???00???011201?????1101100011100?0111????????????????0121100000011110100001001110111 Sauropodomorpha 110111111111011(01)1000110112(01)10111111111010(01)110000111111011111100001(01)02011000000111(01)110(01)101(01)01110110 Panphagia ???????11????????00011010201??0?1???110???11000?????????????????????121100?100110???111010?111???? Eoraptor 0111011111111?01?0?0?1000100???1110?1100101??0?11002??10011?11011010?21111000010011111001101?10??0 ; END; BEGIN ASSUMPTIONS; OPTIONS DEFTYPE=unord PolyTcount=MINSTEPS ; TYPESET * UNTITLED = unord: 70, ord: 1-69 71-98; END; BEGIN TREES; Translate 1 Outgroup, 2 Silesaurus, 3 Pisanosaurus, 4 Ornithischians, 5 Herrerasaurus, 6 Staurikosaurus, 7 Guaibasaurus, 8 Theropods, 9 Saturnalia, 10 Sauropodomorpha, 11 Panphagia, 12 Eoraptor ; tree MPT_1 = [&R] (1,((2,(3,4)),((5,6),(((7,8),((9,10),11)),12)))); tree MPT_2 = [&R] (1,((2,(3,4)),((5,6),((7,(8,((9,10),11))),12)))); tree MPT_3 = [&R] (1,(2,((3,4),((5,6),(((7,8),((9,10),11)),12))))); END;