#NEXUS [!Allain, R., Tykoski, R., Aquesbi, N., Jalil, N.-E., Monbaron, M., Russell, D. and Taquet, P., 2007. An abelisauroid (Dinosauria : Theropoda) from the Early Jurassic of the High Atlas Mountains, Morocco, and the radiation of ceratosaurs. Journal of Vertebrate Paleontology, 27, 610-624.] BEGIN DATA; DIMENSIONS NTAX=34 NCHAR=264; FORMAT SYMBOLS= " 0 1 2 3" MISSING=? GAP=- ; MATRIX Marasuchus ?????????????????????????????????????????????????????????????????????????????0000????????????????????00?00??0000001000100000000000????000?00100000000000000?00000?0??0??00000?00????????????00000000000100000010000001000000?000?00?00000000?000000001000000000000001000 Lesothosaurus 0000000100000000000?000?000000000000??0000000000000000100?100000000?000000000000000000000000000200000000000000000011?0?00001000000????000000000??110000?0000000???00(01)00?0000000000000000000001010000000000000100100000000000021?000000000100000000????0??01000000000??00 Scutellosaurus 0????00?00????000????0?????0?0????????0?00???????????????????????????????????????????000?0?????0?000?00?000000000????????000000000????0000000000?11000000000?0?00?0100?000000000?0??????????011100001000000021001000000?0000020?0?000?00010000010000110000?0?0000000??0? Plateosaurus 0000000100100000001000100010000?00000000001100000000100000000000000010000000000000000000101000001000000000001100000000000010000000000000010000000010000000000000000000000001010000001010000000000000000000000000000000001000000?0000000000000000000000000000000000000000 Herrerasaurus 00000001000000?000000001000000101000??0000000000000000000000000000000111000?0000?000?000000?000000?00000000?1100000000000000000000????000100001000000000100?0120??0010??000000000100010101110000000000000000000002000000000000000000000000000010000000000000000000000000 Eoraptor 00000010011000?0001?0000000001010000??010001000?00011000001000000010211?0?000?00?????????0??0?000???000?000??1000???0????01000000??000000?00000001?00????00????000000??0000100000100100101110000100?10?0000010100000000?100???0??00?0??0?0010??0????0???????0000?0001000 C.bauri 0101101010110101111010011110010100001?0100111000000110200010000000001210000?0?1??000?110?0??001110?1?01?111012000011011000100121011?0001011111001110011111000100010010?00001000011001111111210111011111000101111110111011001110?111101101111111?100010011101111?10?11000 C.rhodesiensis 01011010111101011110100?111001010000100100111000000110200010000000001?100000011100001110?0??0011100110??111?120000110110001001210111000?011111001110011111000110110010?00001000011001111111210111011111000101111100?110110011(12)01111?0110111111111020100?1111111110111000 C.kayentakatae 010110101111010111110000111001010100100300111000000110200110?0000000221000000111010?1100101?10111???10??1110120000110110001001210111?0?101?????01111011??1??0????100111000???0???1???????10?10?11?1111100010?111110011??1001?10?1111011011111111102010011111111110011100 Segisaurus ??????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????1?????0?111???111??????1100??0111011?00?1100????????1?????1?????11????0???11111100?10?00?1?10??1??0??011??112?????????????11?0?0??100? 'Shake-N-Bake' 0????????????????????????????10?0????????????????????????????????????????????????????????????????????01111101?000???????00100122011???01011111?011100111110001?????????0????????????????????10?11?111010001?111??????10???011(12)011?110110111111??1020100111111??110?????? Zupaysaurus 01111??????????1??1000011?1001010110??03001?10000001102011100?0000?10201110?0????????00000??1?????????????????????????????1?????01???????????????????1??????????????????????????????????????????????????????????????????????????1?????????11????0010100110?????????????? Liliensternus 0??????????????????????????0?10?00????????????????????????????000?????01???0????????1110?0???????000100010101?000???????00100?010???0001011110?????00?????0?0??????010?000010000?1???????????011101111000010?1111101110?1001?10?0?0?01101?11??100?0010001?0??????001??0? Dilophosaurus 01111000101101011111001111000000010011020011100??0011000011000000?01?201??000110?00??10000??001?0?0(01)101111101200001101100000000000??000101111010111?0?11110101101?001??0000100001100111?1112101110111000001011111101?101200111011?1?011011111111?0111001?01?1111?0001100 Elaphrosaurus ?????????????????????????????????????????????????????????????????????????????????????????????????????001111?11000???????1010000201????00011110011111011110000?1???0????1011112?0?1????????????111?1111010001?1????????002001?20111??01101?02??1?????1???1010????0111???? Ceratosaurus 00110100001110100110001100000000011001100021100000011000111100000110220101111110?1110000?0110?020100001011221300010001110000000001??10001111001111111111110011001?010110001000???1001????1?2110111011?010001111002??01012001120011111110111211211020101111201???0011??0? Ilokelesia ???????????????????????????????????????????????????????1?????0100????????0???????????????????????????01?112013011????????111111000??111?1?0?00???????????110???00?????????????????????????????????????????????????????????????????????????????????????????????????????11 Xenotarsosaurus ??????????????????????????????????????????????????????????????????????????????????????????????????????1?11??13?????????????????0???????1?????????????????????????????????????????????????????????????????????????????????001?200211111101?121?2??1111011112????????????? Aucasaurus 1011?1??0?1?1??001?021??00?0??10?1000??????1??21???1111??0?0??????????????1?????????????????0????????????????3111?????????11??????????????????????????????110??010011??1?11102110010000??112?111110?11?1??????0??21?0???2????20?????11?1?11???21?01?1???11?0111100?110?? Abelisaurus 101?110?001?10?00??02111??00?0101100??201121010101111??10?001110???????1211111????1??????????????110???????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????? Carnotaurus 10110101001110?001102101000000101100??20112101211111111100001110111101012111111??11??001111?010201100011112213111100011111111110001011111101001111111110??111???0?01111111101211?01?00????12111111011101000?1101021100012000?2012111?11?1???102????????????????????????? Majungatholus 1011010?001110100?1021110000001011000120112101111111111100001110111101012?11111?011100011111010201100011112213011100????1111111000??11??11??001?11111?1???001??01?01???1111012???????????????111110111010001?????????????0???201???????11??2102??11110111????????0?1??11 Masiakasaurus 0????????????????0102??1?101?000001000???????????????????????????????????????????????0011100?????101101?(01)(01)2113011????????011111010??1110?1??11?????0011???00011??????????11??2??????????????0??????????????11110011??????0011211211011101112????01111011112?????01????1? Noasaurus 0?????????????????102?00??01?0?0?00000?????????????????????????????????????1?????????????????????10???????????1?1????????0111???10??11??????11???????????????????????????????????????????????????????????????????????????????????????????????????????????????????1?????? Torvosaurus 00110000001?10?00?11002100000000001001?????????????111001011000101???20??0?1?????????0????????0001000111102113000???????0000000000????010100001?????????00000??01????????0110110?1011?1??2120?011100100101000001010100001???????????01102?121011002010110020????0000???? Baryonyx 01???0011011?000011?????11?0?0?0????21100???00000001111010110?000??0??1??0?20110?1???1100011??1110011111102?1300010010000000000000?010010100001????????????????00?0?0??1?0110110??????1?????0?0???0010?10100?1?10?01?001??11????0000?1??????1011????????0?2????????????? Irritator 01110?????11??????10102????010100200??1000100000000111001011010001001211?00??110?1????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????0????? Cristatusaurus 0111000110110000011000211110101?02002?100010000000011110??1?0????????????0?2?????????11?00?????1????11??????1????????????????????00??0???1???01?????????0????????100000100??0110?10?1???????000011?010?1?10??10????????111???????0?????0????1?????????????????????0????? Dubreuillosaurus 0?11100?001??00???1100210?001000021001??????1?0000011100?110000101????01???10???10???00?0?100?000000?11?102?1???????????1??????0??0?100???0010??????0????0100?0?1??0?????????????????????????????????????????????????????10??2?1?0?0????????0011???????????????????????? Eustreptospondylus 0????00?0011?0000?11??21?0?????0?210?1??????1?00???11??01?110?01?1?????1???1011?110??00?0?????00000011111021130?00?011??10?00??00??????10100101????0??????0?0??????1??????0?01????????????????01????10010?002?0??2010????111?211110??1102?12001??0211011??2??????000??0? Allosaurus 001100010010000000100011000010000201010101110000000110001011000001011201100021101101200000100102010001101021130001001001000000000000100101000010111000000000022121110001000100001101111112120101110010011100210102010011111102111100011021121011002110110020111100001100 Ornitholestes 0000000?001000?001100011000011000201??00001???00000110001110000000?0?10010002????1??2000001??11?0???0111002?13000???????10000??000????00010011?01110000?0?0??2212?????0?00010000??011??112120101100010011000211?0???00100???????1?0??????????????????????????????000???? Berberosaurus ?????????????????????????????????????????????????????????????????????????????????????????????????????0?011211???????????0?11011000????1???????????11?1???????????????????????????1?0?????????????????????????????????????001?210?????1??1112112110???????0?????????????? Spinostropheus ?????????????????????????????????????????????????????????????????????????????????????????????????????0111(01)2?13001?????????10011000??1?111??1??1???????(01)??????????????????0?????????????????????????????????????????1????????????????01101?12?????????????0?????????????? ; END; BEGIN ASSUMPTIONS; OPTIONS DEFTYPE=unord PolyTcount=MINSTEPS ; TYPESET * UNTITLED = unord: 1-33 35-38 40-46 48-69 71-127 129-157 160-185 187 189-204 206-209 211-235 237-238 240-242 244-250 252-264, ord: 34 39 47 70 128 158-159 186 188 205 210 236 239 243 251; END; BEGIN TREES; Translate 1 Marasuchus, 2 Lesothosaurus, 3 Scutellosaurus, 4 Plateosaurus, 5 Herrerasaurus, 6 Eoraptor, 7 C.bauri, 8 C.rhodesiensis, 9 C.kayentakatae, 10 Segisaurus, 11 'Shake-N-Bake', 12 Zupaysaurus, 13 Liliensternus, 14 Dilophosaurus, 15 Elaphrosaurus, 16 Ceratosaurus, 17 Ilokelesia, 18 Xenotarsosaurus, 19 Aucasaurus, 20 Abelisaurus, 21 Carnotaurus, 22 Majungatholus, 23 Masiakasaurus, 24 Noasaurus, 25 Torvosaurus, 26 Baryonyx, 27 Irritator, 28 Cristatusaurus, 29 Dubreuillosaurus, 30 Eustreptospondylus, 31 Allosaurus, 32 Ornitholestes, 33 Berberosaurus, 34 Spinostropheus ; tree MPT_1 = [&R] (1,((2,3),(4,(5,(6,((((((7,8),((9,11),10)),(12,13)),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_2 = [&R] (1,((2,3),(4,(5,(6,(((((((7,8),((9,11),10)),13),12),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_3 = [&R] (1,((2,3),(4,(5,(6,(((((((7,8),((9,11),10)),12),13),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_4 = [&R] (1,((2,3),(4,(5,(6,((((((7,8),(9,(10,11))),(12,13)),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_5 = [&R] (1,((2,3),(4,(5,(6,(((((((7,8),11),(9,10)),(12,13)),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_6 = [&R] (1,((2,3),(4,(5,(6,(((((((7,8),(9,10)),11),(12,13)),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_7 = [&R] (1,((2,3),(4,(5,(6,((((((7,(8,11)),(9,10)),(12,13)),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_8 = [&R] (1,((2,3),(4,(5,(6,(((((((7,11),8),(9,10)),(12,13)),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_9 = [&R] (1,((2,3),(4,(5,(6,((((((7,8),((9,10),11)),(12,13)),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_10 = [&R] (1,((2,3),(4,(5,(6,(((((((7,8),(9,(10,11))),13),12),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_11 = [&R] (1,((2,3),(4,(5,(6,((((((((7,8),11),(9,10)),13),12),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_12 = [&R] (1,((2,3),(4,(5,(6,((((((((7,8),(9,10)),11),13),12),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_13 = [&R] (1,((2,3),(4,(5,(6,(((((((7,(8,11)),(9,10)),13),12),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_14 = [&R] (1,((2,3),(4,(5,(6,((((((((7,11),8),(9,10)),13),12),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_15 = [&R] (1,((2,3),(4,(5,(6,(((((((7,8),((9,10),11)),13),12),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_16 = [&R] (1,((2,3),(4,(5,(6,(((((((7,8),(9,(10,11))),12),13),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_17 = [&R] (1,((2,3),(4,(5,(6,((((((((7,8),11),(9,10)),12),13),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_18 = [&R] (1,((2,3),(4,(5,(6,((((((((7,8),(9,10)),11),12),13),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_19 = [&R] (1,((2,3),(4,(5,(6,(((((((7,(8,11)),(9,10)),12),13),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_20 = [&R] (1,((2,3),(4,(5,(6,((((((((7,11),8),(9,10)),12),13),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); tree MPT_21 = [&R] (1,((2,3),(4,(5,(6,(((((((7,8),((9,10),11)),12),13),14),(15,(16,(((((17,(((19,21),22),20)),(23,24)),18),33),34)))),(((25,(29,30)),((26,28),27)),(31,32)))))))); END;