#NEXUS [!This data set was downloaded from TreeBASE, a relational database of phylogenetic knowledge. TreeBASE has been supported by the NSF, Harvard University, Yale University, SDSC and UC Davis. Please do not remove this acknowledgment from the Nexus file. Generated on April 20, 2024; 0:03 GMT TreeBASE (cc) 1994-2008 Study reference: Mueller J., & Reisz R. 2006. The phylogeny of early eureptiles: comparing parsimony and Bayesian approaches in the investigation of a basal fossil clade. Systematic Biology, 55(3): 503-511. TreeBASE Study URI: http://purl.org/phylo/treebase/phylows/study/TB2:S1512] BEGIN TAXA; TITLE Taxa1; DIMENSIONS NTAX=25; TAXLABELS Anthracodromeus Araeoscelis Brouffia Captorhinus_aguti Captorhinus_laticeps Caseidae Cephalerpeton Coelostegus Concordia Diadectomorpha Hylonomus Labidosaurikos Labidosaurus Mesosauridae Millerettidae Paleothyris Petrolacosaurus Procolophonidae Protocaptorhinus Protorothyris Rhiodenticulatus Romeria_texana Saurorictus Seymouriamorpha Thuringothyris ; END; BEGIN CHARACTERS; [! TreeBASE Matrix URI: http://purl.org/phylo/treebase/phylows/matrix/TB2:M1122] TITLE 'Mueller&Reisz_eureptiles'; LINK TAXA = Taxa1; DIMENSIONS NCHAR=132; FORMAT DATATYPE=Standard SYMBOLS= "0 1 2" MISSING=? GAP= -; MATRIX [ 10 20 30 40 50 60 70 80 90 100 110 120 130 140 150] [ . . . . . . . . . . . . . . .] Anthracodromeus ????????00000000????00000??1????0???????0?????1111110??1?100?0??1??11?0?0??1111?11000?0?00011?00??0?0?0??00????0000??0000?????0000?? Araeoscelis 0010000000001000011?0000000000000100000001?1001110110010110101111111110011012200101111000000010000000000000?000000000000000000000000 Brouffia 00100?00000020010000000000000???0100000000?01?1111111?1110?100111???1100?11100001?0?000?00000000??0?0?0000??0?0??0000000000000000000 Captorhinus_aguti 111100020110111211110000000101002101111011101111100011000000?0101211?100011100000000000000000000000000000000000000000000000000000000 Captorhinus_laticeps 111100020110111211110000000101002100111011101111100011000000?0101211?100011100000000000000000000000000000000000000000000000000000000 Caseidae 100000000000100000000000000001000110?00000000000010000110010001110000010001100110010001000000000000000000000000000000000111111000000 Cephalerpeton 00000000010????000???0????00????11000100??000????1110011?1??00111????10001010??01???000?0?0000?0??0?0?0??00000???000000000000?000??? Coelostegus ?0??010?10002002????00100?????????00???00???100001??00?11001?01?1???110000?0???01???0?000?1000?0??0?000??00?0?0??000000000000?00000? Concordia 001101000?0010101000000000000???01000001000010111????10?0????0101?1??10??111???0?????000000??01000000000000?0????0?00???00000?00??00 Diadectomorpha 10110000{01}000200200000000000000100100011001{01}10?000000110{01}0{01}00100{01}00{01}00010001000000010000000000000000000000000000000000000000000111100 Hylonomus 00100000??0??001?00?000?0000?0??00000100?000?0???1111?0????1?0111111110?1101010011?0000000000000000?0?00000?0?0000000000000000000000 Labidosaurikos 1111111101111112111211111111101111111200111101111????10?00???0101?1??10??111???0?????000000??00001110000000000???0?00???00000000??00 Labidosaurus 11111111011111121112111111111111111012001???0111100011000000?0101211?100011110000010000000000000100000000000000000000000000000000000 Mesosauridae 0010000000000?221000000?000100??1010001001001000001000011010?01112110111000011010100000000000000000000000000000000011111000000000000 Millerettidae 00100000110020020000000000000000111000000000100001011011{01}10010111111111101010001001100{01}111000000000011000000000000000000000000000000 Paleothyris 0000010000002000?000000000000???0000000000100011111110110011?01111111100110100001111000000000000000?00000000000000000000000000000000 Petrolacosaurus 001000000?000000011?0000000000000000000000000011101100101?01111111111100110122001011111000000000000000000000000000000000000000000000 Procolophonidae 01110000001010100100000000010000111000000100{01}100000010?1110010101111?111010100110011000111000000000000111111111111100000000000000000 Protocaptorhinus 1101000110001111?000000000000???11000?001???0111100011000{01}?1?01012???1000111???0????0000000??00000000000000000?0?000000000000?000?00 Protorothyris 00000000000001000000000000000000000000000100101111110011111?1011111?11000101???11???000000000000000000000000000000000000000000000000 Rhiodenticulatus 11010101010011111000?00??00001???1000101?1?111111000110?{01}01??0101211?10??111?1000???000000000000000000000000000000000000000000000000 Romeria_texana 110?010?10001010?0000?0??0000???010001000?1011111?????0?01???0111????10??111???0?????0000000000000000000000000?0?0?0000?00000?00??00 Saurorictus ?111000?010?011?????0???00???????1000100????0??11???????00???0101????10??101???0??????01000??00100??0?0??00?0????0?0000000000?00???? Seymouriamorpha 00110000000000010000??1000000000000001000100000?000011?00000100000000000000000000000000000000000000000000000000000000000000000000011 Thuringothyris 0001010010001100000000000000????01100??101?010111100100100??001011?1110??10100001110000000000000000?0000000?000000000000000000000000 ; END; BEGIN TREES; TITLE Tb7709; LINK TAXA = Taxa1; TRANSLATE 1 Caseidae, 2 Millerettidae, 3 Protorothyris, 4 Romeria_texana, 5 Protocaptorhinus, 6 Rhiodenticulatus, 7 Captorhinus_laticeps, 8 Captorhinus_aguti, 9 Labidosaurus, 10 Labidosaurikos, 11 Concordia, 12 Paleothyris, 13 Petrolacosaurus, 14 Saurorictus, 15 Thuringothyris, 16 Cephalerpeton, 17 Anthracodromeus, 18 Brouffia, 19 Coelostegus, 20 Hylonomus, 21 Araeoscelis, 22 Mesosauridae, 23 Diadectomorpha, 24 Seymouriamorpha, 25 Procolophonidae; TREE Fig._2 = [&R] (23,24,((((2,25),22),(((((((3,16,17),(13,21)),20),12),18),(((4,((5,(((7,8),(9,10)),14)),6)),11),15)),19)),1)); END; BEGIN TREES; TITLE Tb7710; LINK TAXA = Taxa1; TRANSLATE 1 Caseidae, 2 Millerettidae, 3 Protorothyris, 4 Romeria_texana, 5 Protocaptorhinus, 6 Rhiodenticulatus, 7 Captorhinus_laticeps, 8 Captorhinus_aguti, 9 Labidosaurus, 10 Labidosaurikos, 11 Concordia, 12 Paleothyris, 13 Petrolacosaurus, 14 Saurorictus, 15 Thuringothyris, 16 Cephalerpeton, 17 Anthracodromeus, 18 Brouffia, 19 Coelostegus, 20 Hylonomus, 21 Araeoscelis, 22 Mesosauridae, 23 Diadectomorpha, 24 Seymouriamorpha, 25 Procolophonidae; TREE Fig._3b = [&R] (23,24,((((2,25),(((((3,17),16),(13,21)),(((((4,((6,(((7,8),(9,10)),14)),5)),11),15),12),(18,20))),19)),22),1)); TREE Fig._3c = [&R] (23,24,((((2,25),(((((3,17),16),(13,21)),(((((4,((6,(((7,8),(9,10)),14)),5)),11),15),12),(18,20))),19)),22),1)); TREE Fig._3d = [&R] (23,24,((((2,25),(((((3,17),16),(13,21)),(((((4,((6,(((7,8),(9,10)),14)),5)),11),15),12),(18,20))),19)),22),1)); TREE Fig._3a = [&R] (23,24,(((2,25),((((((3,17),16),(13,21)),(((((4,((6,(((7,8),(9,10)),14)),5)),11),15),12),(18,20))),19),22)),1)); END;