#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 March 28, 2024; 20:48 GMT TreeBASE (cc) 1994-2008 Study reference: Tucker S., & Douglas A. 1993. Utility of ontogenetic and conventional characters in determining phylogenetic relationships of Saururaceae and Piperaceae (Piperales). Systematic Botany, 18: 614-641. TreeBASE Study URI: http://purl.org/phylo/treebase/phylows/study/TB2:S110] BEGIN TAXA; TITLE Taxa1; DIMENSIONS NTAX=14; TAXLABELS Anemopsis Cabomba Chloranthus Gymnotheca Houttuynia Lactoris Macropiper Magnolia Peperomia Piper Pothomorphe Saruma Saururus Zippelia ; END; BEGIN CHARACTERS; [! TreeBASE Matrix URI: http://purl.org/phylo/treebase/phylows/matrix/TB2:M906] TITLE Table_1; LINK TAXA = Taxa1; DIMENSIONS NCHAR=35; FORMAT DATATYPE=Standard SYMBOLS= "0 1 2 3 4" MISSING=? GAP= -; MATRIX [ 10 20 30 40 ] [ . . . . ] Anemopsis 01001111101201202101001111010011101 Cabomba 01?12?0000200013002??00002012000001 Chloranthus 0{01}000010000001101000??1102000321300 Gymnotheca 01011110111{12}012121011011100100111?1 Houttuynia 0101111110121121110{01}000111010011101 Lactoris 00111000000000100010?000020000?0000 Macropiper 10111020102101220100020?11102421201 Magnolia 00000?0000?000000010?0000?000100000 Peperomia 1111212010210122010002010?001221211 Piper 1{01}1{01}21101021012{02}010002011110{12}421211 Pothomorphe 11111020102101230100020?11101421201 Saruma 01012000010000121020000?100100?0100 Saururus 01011110111111210100100100010001001 Zippelia 111111101011012201000101100004212?1 ; END; BEGIN TREES; TITLE Tb4829; LINK TAXA = Taxa1; TRANSLATE 1 Chloranthus, 2 Magnolia, 3 Lactoris, 4 Cabomba, 5 Saruma, 6 Anemopsis, 7 Houttuynia, 8 Gymnotheca, 9 Saururus, 10 Zippelia, 11 Piper, 12 Peperomia, 13 Pothomorphe, 14 Macropiper; TREE Fig._4b = [&R] (1,(((2,3),(5,4)),((((6,7),8),9),(10,((11,12),(13,14)))))); TREE Fig._5 = [&R] (((6,7),(8,9)),(10,((11,12),(13,14)))); TREE Fig._4a = [&R] (1,(((2,3),(5,4)),((((6,7),8),(10,((11,12),(13,14)))),9)piperales)); TREE Fig._2 = [&R] (((1,2,4,3,5),((6,7,8,9),(10,(11,12,14,13)))piperales)); END;