#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 26, 2024; 21:53 GMT TreeBASE (cc) 1994-2008 Study reference: Boufford D., Crisci J., Tobe H., & Hoch P. 1990. A cladistic analysis of Circaea (Onagraceae). Cladistics, 6: 171-182. TreeBASE Study URI: http://purl.org/phylo/treebase/phylows/study/TB2:S90] BEGIN TAXA; TITLE Taxa1; DIMENSIONS NTAX=15; TAXLABELS Circaea_alpina_alpina Circaea_alpina_angustifolia Circaea_alpina_caulescens Circaea_alpina_imaicola Circaea_alpina_micrantha Circaea_alpina_pacifica Circaea_cordata Circaea_erubescens Circaea_glabrescens Circaea_lutetiana_canadensis Circaea_lutetiana_lutetiana Circaea_lutetiana_quadrisulcata Circaea_mollis Circaea_repens Outgroup_to_Circaea ; END; BEGIN CHARACTERS; [! TreeBASE Matrix URI: http://purl.org/phylo/treebase/phylows/matrix/TB2:M3645] TITLE Table_3; LINK TAXA = Taxa1; DIMENSIONS NCHAR=22; FORMAT DATATYPE=Standard SYMBOLS= "0 1 2 3" MISSING=? GAP= -; MATRIX [ 10 20 ] [ . . ] Circaea_alpina_alpina 1111131110000110001101 Circaea_alpina_angustifolia 1111131100000000111101 Circaea_alpina_caulescens 1111131100100000001101 Circaea_alpina_imaicola 1111131110000000001101 Circaea_alpina_micrantha 1111131110001111001101 Circaea_alpina_pacifica 1111131110000100001101 Circaea_cordata 1111010000000000000000 Circaea_erubescens 1111011001101010000100 Circaea_glabrescens 1111010000000000000011 Circaea_lutetiana_canadensis 1111011001010010000100 Circaea_lutetiana_lutetiana 1111011001100000000100 Circaea_lutetiana_quadrisulcata 1111011001110010000100 Circaea_mollis 1111011001010000010100 Circaea_repens 1111121000000000001111 Outgroup_to_Circaea 000000000000?0????0?0? ; END; BEGIN TREES; TITLE Tb4807; LINK TAXA = Taxa1; TRANSLATE 1 Outgroup_to_Circaea, 2 Circaea_cordata, 3 Circaea_glabrescens, 4 Circaea_mollis, 5 Circaea_lutetiana_lutetiana, 6 Circaea_lutetiana_canadensis, 7 Circaea_lutetiana_quadrisulcata, 8 Circaea_erubescens, 9 Circaea_repens, 10 Circaea_alpina_alpina, 11 Circaea_alpina_angustifolia, 12 Circaea_alpina_caulescens, 13 Circaea_alpina_imaicola, 14 Circaea_alpina_micrantha, 15 Circaea_alpina_pacifica; TREE Fig._1C_&_H = [&R] (1,((2,3),(((4,6),(5,(7,8))),(9,((((10,14),15),13),11,12))))); TREE Fig._1C_&_J = [&R] (1,((2,3),(((4,(6,7)),(5,8)),(9,((((10,14),15),13),11,12))))); TREE Fig._4A = [&R] (1,((2,(((4,(6,7)),(5,8)),(9,((((10,14),15),13),11,12)))),3)); TREE Fig._1C_&_G = [&R] (1,((2,3),(((((4,6),7),8),5),(9,((((10,14),15),13),11,12))))); TREE Fig._1C_&_F = [&R] (1,((2,3),(((4,(6,(7,8))),5),(9,((((10,14),15),13),11,12))))); TREE Fig._1C_&_E = [&R] (1,((2,3),((4,(((5,8),7),6)),(9,((((10,14),15),13),11,12))))); TREE Fig._1C_&_D = [&R] (1,((2,3),((4,(5,((6,7),8))),(9,((((10,14),15),13),11,12))))); TREE Fig._1B_&_J = [&R] (1,((2,(((4,(6,7)),(5,8)),(9,((((10,14),15),13),11,12)))),3)); TREE Fig._1B_&_H = [&R] (1,((2,(((4,6),(5,(7,8))),(9,((((10,14),15),13),11,12)))),3)); TREE Fig._1B_&_F = [&R] (1,((2,(((4,(6,(7,8))),5),(9,((((10,14),15),13),11,12)))),3)); TREE Fig._1B_&_G = [&R] (1,((2,(((((4,6),7),8),5),(9,((((10,14),15),13),11,12)))),3)); TREE Fig._1B_&_E = [&R] (1,((2,((4,(((5,8),7),6)),(9,((((10,14),15),13),11,12)))),3)); TREE Fig._1B_&_D = [&R] (1,((2,((4,(5,((6,7),8))),(9,((((10,14),15),13),11,12)))),3)); TREE Fig._1A_&_J = [&R] (1,(2,(3,(((4,(6,7)),(5,8)),(9,((((10,14),15),13),11,12)))))); TREE Fig._1A_&_H = [&R] (1,(2,(3,(((4,6),(5,(7,8))),(9,((((10,14),15),13),11,12)))))); TREE Fig._1A_&_G = [&R] (1,(2,(3,(((((4,6),7),8),5),(9,((((10,14),15),13),11,12)))))); TREE Fig._1A_&_F = [&R] (1,(2,(3,(((4,(6,(7,8))),5),(9,((((10,14),15),13),11,12)))))); TREE Fig._1A_&_E = [&R] (1,(2,(3,((4,(((5,8),7),6)),(9,((((10,14),15),13),11,12)))))); TREE Fig._1A_&_D = [&R] (1,(2,(3,((4,(5,((6,7),8))),(9,((((10,14),15),13),11,12)))))); TREE Fig._4B = [&R] (1,((2,3),(((4,(6,7)),(5,8)),(9,((((10,14),15),13),11,12))))); TREE Fig._2 = [&R] (1,(2,3,((4,5,6,7,8),(9,((((10,14),15),13),11,12))))); END;