#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 25, 2024; 20:56 GMT TreeBASE (cc) 1994-2008 Study reference: Hoch P., Crisci J., Tobe H., & Berry P. 1993. A cladistic analysis of the plant family Onagraceae. Systematic Botany, 18: 31-47. TreeBASE Study URI: http://purl.org/phylo/treebase/phylows/study/TB2:S100] BEGIN TAXA; TITLE Taxa1; DIMENSIONS NTAX=19; TAXLABELS Boisduvalia Calylophus Camissonia Circaea Clarkia Epilobium Fuchsia Gaura Gayophytum Gongylocarpus Hauya Lopezia Ludwigia Lythraceae Oenothera Outgroup_to_Onagraceae Stenosiphon Trapaceae Xylonagra ; END; BEGIN CHARACTERS; [! TreeBASE Matrix URI: http://purl.org/phylo/treebase/phylows/matrix/TB2:M2533] TITLE Table_3; LINK TAXA = Taxa1; DIMENSIONS NCHAR=17; FORMAT DATATYPE=Standard SYMBOLS= "0 1 2 3" MISSING=? GAP= -; MATRIX Boisduvalia 10031011311110001 Calylophus 10101010220111010 Camissonia 10101010310110010 Circaea 00001120010110000 Clarkia 10131011320111010 Epilobium 10031011311110001 Fuchsia 01001010010110000 Gaura 10121010220111010 Gayophytum 10101010310110001 Gongylocarpus 10?01010310110010 Hauya 00001010220111010 Lopezia 01001210010110000 Ludwigia 00000?0031?000100 Lythraceae ??00000??0000000? Oenothera 10111010110110010 Outgroup_to_Onagraceae ??00000??00000?00 Stenosiphon 10111010110110010 Trapaceae 0?00011??0000??00 Xylonagra 10?01010310110010 ; END; BEGIN TREES; TITLE Tb4818; LINK TAXA = Taxa1; TRANSLATE 1 Outgroup_to_Onagraceae, 2 Trapaceae, 3 Lythraceae, 4 Ludwigia, 5 Fuchsia, 6 Lopezia, 7 Circaea, 8 Hauya, 9 Gongylocarpus, 10 Gayophytum, 11 Xylonagra, 12 Camissonia, 13 Calylophus, 14 Gaura, 15 Oenothera, 16 Stenosiphon, 17 Clarkia, 18 Epilobium, 19 Boisduvalia; TREE Fig._1A = [&R] ('Outgroup_{Myrtales}',(4,(((6,5),7),((19,18),(10,(9,11,12,(15,16),(17,(8,13,14)))))))); TREE Fig._1B = [&R] ('Outgroup_{Myrtales}',(4,(((6,5),7),(((19,18),10),(9,(11,12,(15,16),(17,(8,13,14)))))))); TREE Fig._1D = [&R] ('Outgroup_{Myrtales}',(4,(((6,5),7),(((19,18),10),(9,(11,(12,(15,16),(17,(8,13,14))))))))); TREE Fig._1C = [&R] ('Outgroup_{Myrtales}',(4,(((6,5),7),(((19,18),10),(9,11,12,(15,16),(17,(8,13,14))))))); TREE Fig._1E = [&R] ('Outgroup_{Myrtales}',(4,(((6,5),7),(((19,18),10),(11,(9,(12,(15,16),(17,(8,13,14))))))))); TREE Fig._1F = [&R] ('Outgroup_{Myrtales}',(4,(((6,5),7),(((19,18),10),(11,(9,12,(15,16),(17,(8,13,14)))))))); TREE Fig._1G = [&R] ('Outgroup_{Myrtales}',(4,(((6,5),7),(((19,18),10),(9,11,(12,(15,16),(17,(8,13,14)))))))); TREE Fig._2 = [&R] (1,(4,(((6,5),7),(((18,19),10),(9,11,12,(16,15),(17,(14,13,8))))))); TREE Fig._1H = [&R] ((1)'}',(4,(((6,5),7),(10,(18,19),(9,11,12,(15,16),(17,(8,13,14))))))Onagraceae); TREE Fig._3A = [&R] ((2,(4,(((5,6),7),((19,18),(10,(9,11,12,(15,16),(17,(8,13,14)))))))Onagraceae)); TREE Fig._3B = [&R] (2,(4,(7,((5,6),((19,18),(10,(9,11,12,(15,16),(17,(8,13,14))))))))); END;