#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; 5:52 GMT

TreeBASE (cc) 1994-2008

Study reference:
Philbrick C., & Jansen R.K. 1991. Phylogenetic studies of North American Callitriche
(Callitrichaceae) using chloroplast DNA restriction fragment analysis. Systematic
Botany, 16: 478-491.

TreeBASE Study URI:  http://purl.org/phylo/treebase/phylows/study/TB2:S131]

BEGIN TAXA;
        TITLE  Taxa1;
        DIMENSIONS NTAX=14;
        TAXLABELS
            Callitriche_brutia
            Callitriche_hermaphroditica
            Callitriche_heterophylla_3
            Callitriche_heterophylla_4
            Callitriche_heterophylla_b.
            Callitriche_heterophylla_h.
            Callitriche_marginata
            Callitriche_nuttallii
            Callitriche_peploides
            Callitriche_stagnalis
            Callitriche_terrestris
            Callitriche_trochlearis
            Callitriche_verna_1
            Callitriche_verna_2
            ;
END;

BEGIN CHARACTERS;
[! TreeBASE Matrix URI: http://purl.org/phylo/treebase/phylows/matrix/TB2:M1029]

	TITLE Table_5;
	LINK TAXA = Taxa1;
	DIMENSIONS NCHAR=72;
	FORMAT DATATYPE=Standard SYMBOLS= "0 1" MISSING=? GAP= -;

MATRIX
[                                       10        20        30        40        50        60        70  ]
[                                        .         .         .         .         .         .         .  ]
Callitriche_brutia              0000000101001011101100011101101100000010011100010010110101110000?00?0?10
Callitriche_hermaphroditica     000110???100000110010000100?1???111??11000?0?00?0000110??1???1?0??100001
Callitriche_heterophylla_3      101111010100000011010010100111101110011001100100101010110010110011010001
Callitriche_heterophylla_4      10111?010100000001010000100111101110011001100100101011110110110011010001
Callitriche_heterophylla_b.     10111?010100000001010000100111101110011001100100101011110110110011010001
Callitriche_heterophylla_h.     101111010100000011010010100111101110011001100100101010110010110011010001
Callitriche_marginata           11111100100000000100100001011111011100110011001100010110111100100?101011
Callitriche_nuttallii           111110001110000010000000100110101111111001101110001001001110110101101111
Callitriche_peploides           111110000100000010010000100010101110011101100100001111011110110001101010
Callitriche_stagnalis           0001101111000011100100000011000010000110000100010000110111010010?0010001
Callitriche_terrestris          111110011100000010010000100110101110011101100100011011010110110001100010
Callitriche_trochlearis         10111?010100000011010010100111101110011001100100101011110110110011010001
Callitriche_verna_1             10111?010101010010011110100111101100010011100100101011110110111011010001
Callitriche_verna_2             10111?010100000010010000100111101110010011100100101011110110111011010001
;
END;

BEGIN TREES;
      TITLE Tb4853;
      LINK TAXA = Taxa1;
         TRANSLATE
            1    Callitriche_heterophylla_b.,
            2    Callitriche_heterophylla_h.,
            3    Callitriche_heterophylla_3,
            4    Callitriche_verna_1,
            5    Callitriche_trochlearis,
            6    Callitriche_heterophylla_4,
            7    Callitriche_verna_2,
            8    Callitriche_marginata,
            9    Callitriche_nuttallii,
            10   Callitriche_peploides,
            11   Callitriche_terrestris,
            12   Callitriche_brutia,
            13   Callitriche_stagnalis,
            14   Callitriche_hermaphroditica;
      TREE Fig._1 = [&R] (((((2,1,5,(4,7)),(8,9,10,11)),14),12),13)Callitriche;
      TREE Fig._2 = [&R] ((((((1,(2,5)),(4,7)),(8,9,10,11)),14),12),13);
      TREE Fig._3 = [&R] ((((((1,5,2),(4,7)),(8,9,10,11)),14),12),13);
      TREE Fig._5 = [&R] (((((1,5,2,(4,7)),((8,9),(10,11))),14),12),13);
      TREE Fig._4 = [&R] (((((1,5,2,(4,7)),(((9,8),10),11)),14),12),13);



END;