Multiplicon view: 16097 (Experiment Id: 1)   top

The Multiplicon view displays the aligned gene strings of a set of homologous segments.

Multiplicon Information

Multiplicon Id #Species #Segments #Anchorpoints Profile Length
16097 2 2 1566 2995

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Gene Information

Gene Family Information

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This multiplicon is a lower level multiplicon with child multiplicons, indicating that there are multiplicons with more colinear segments in the same genomic region.
To explore the child multiplicons, view the multiplicon in the table below.

Multiplicon Id #Species #Segments #Anchorpoints Profile Length
16098 3 3 204 432
16446 3 3 170 395
16472 3 3 162 273
16495 3 3 161 449
16777 3 3 149 334
16793 3 3 147 467
16813 3 3 139 432
16827 3 3 124 234
16828 3 3 105 199
16833 3 3 74 201
16834 3 3 67 188
16836 3 3 62 171
16911 3 3 58 98
16912 3 3 53 126
17045 3 3 53 140
17106 3 3 51 184
17107 3 3 49 94
17155 3 3 48 100
17195 3 3 48 124
17314 3 3 48 173
17330 3 3 47 133
17332 3 3 45 113
17335 3 3 43 112
17336 3 3 43 264
17345 3 3 42 177
17365 3 3 41 170
17366 3 3 40 174
17371 3 3 39 63
17375 3 3 39 88
17376 3 3 38 100
17382 2 3 37 161
17386 3 3 37 221
17460 2 3 36 147
17462 3 3 35 140
17464 3 3 34 78
17470 3 3 34 207
17472 3 3 33 104
17489 3 3 33 133
17494 3 3 33 128
17497 3 3 33 121
17504 3 3 32 77
17505 3 3 30 103
17539 3 3 29 87
17540 3 3 28 70
17541 3 3 28 117
17542 3 3 27 114
17543 3 3 27 79
17544 3 3 26 77
17547 3 3 26 105
17548 3 3 25 90
17549 3 3 24 61
17551 3 3 24 140
17557 3 3 24 134
17558 3 3 24 138
17559 3 3 22 47
17560 3 3 22 138
17561 3 3 20 72
17570 3 3 20 59
17571 3 3 19 82
17584 3 3 18 33
17587 3 3 18 66
17595 3 3 18 153
17597 2 3 17 70
17598 2 3 17 78
17601 3 3 17 60
17602 3 3 16 26
17604 3 3 16 30
17605 3 3 16 32
17607 3 3 16 31
17608 3 3 16 37
17609 3 3 16 93
17611 3 3 15 27
17612 3 3 15 28
17613 3 3 15 30
17614 3 3 15 44
17615 3 3 15 63
17618 3 3 15 54
17619 2 3 15 83
17624 3 3 15 78
17625 3 3 14 17
17629 3 3 14 48
17630 3 3 14 74
17631 3 3 13 26
17636 3 3 13 29
17637 3 3 13 44
17645 2 3 13 51
17647 3 3 13 46
17648 3 3 13 45
17649 3 3 13 51
17650 3 3 13 46
17651 3 3 13 45
17655 3 3 13 57
17660 3 3 13 78
17661 3 3 13 66
17667 2 3 13 78
17669 3 3 13 74
17670 3 3 13 73
17672 3 3 13 93
17673 3 3 13 109
17674 2 3 12 52
17676 3 3 12 32
17681 3 3 12 33
17682 3 3 12 43
17683 3 3 12 42
17685 3 3 12 40
17686 3 3 12 57
17688 3 3 12 51
17690 3 3 12 72
17691 2 3 12 110
17696 3 3 12 128
17698 2 3 12 118
17699 3 3 11 15
17700 3 3 11 18
17701 3 3 11 19
17702 3 3 11 31
17704 3 3 11 24
17705 3 3 11 39
17713 3 3 11 46
17714 3 3 11 43
17715 3 3 11 81
17718 3 3 11 69
17719 3 3 11 42
17720 3 3 11 80
17721 3 3 11 75
17722 3 3 11 54
17726 3 3 11 72
17728 3 3 11 90
17731 3 3 10 18
17732 3 3 10 27
17733 3 3 10 23
17734 3 3 10 29
17735 3 3 10 31
17736 3 3 10 33
17737 3 3 10 51
17738 3 3 10 88
17739 3 3 10 65
17740 3 3 10 71
17741 3 3 10 65
17745 3 3 9 12
17746 3 3 9 12
17747 3 3 9 20
17748 3 3 9 25
17749 3 3 9 31
17750 3 3 9 27
17751 3 3 9 38
17752 3 3 9 42
17753 3 3 9 41
17754 3 3 9 42
17755 3 3 9 58
17759 3 3 9 78
17760 3 3 9 45
17793 3 3 9 49
17794 2 3 9 84
17796 3 3 9 58
17797 3 3 9 61
17798 3 3 9 60
17799 2 3 9 112
17803 3 3 9 80
17804 3 3 8 25
17805 3 3 8 30
17806 3 3 8 25
17808 3 3 8 47
17810 3 3 8 28
17811 3 3 8 27
17812 3 3 8 37
17813 3 3 8 47
17815 3 3 8 38
17841 3 3 8 52
17846 3 3 8 46
17847 3 3 8 52
17848 3 3 8 64
17849 3 3 8 57
17850 3 3 8 84
17851 3 3 7 17
17852 3 3 7 15
17853 3 3 7 24
17854 3 3 7 51
17855 3 3 7 36
17858 3 3 7 22
17859 3 3 7 30
17860 3 3 7 26
17861 3 3 7 41
17865 2 3 7 58
17866 3 3 7 61
17867 3 3 7 43
17868 3 3 7 36
17869 3 3 7 47
17870 3 3 7 56
17871 3 3 7 34
17872 3 3 7 44
17873 3 3 7 43
17874 3 3 7 39
17875 3 3 7 45
17877 3 3 7 47
17879 2 3 7 82
17880 3 3 7 81
17882 2 3 7 92
17886 3 3 6 9
17887 3 3 6 10
17888 3 3 6 12
17889 3 3 6 12
17890 3 3 6 19
17891 3 3 6 19
17892 3 3 6 23
17893 2 3 6 34
17894 3 3 6 22
17895 3 3 6 36
17896 3 3 6 46
17897 3 3 6 49
17898 3 3 6 53
17899 3 3 6 38
17901 3 3 6 31
17902 3 3 6 44
17903 3 3 6 70
17904 3 3 6 38
17905 3 3 6 79
17906 2 3 6 79
17907 3 3 6 53
17908 3 3 6 41
17909 3 3 6 62
17910 3 3 5 5
17911 3 3 5 5
17912 3 3 5 7
17913 3 3 5 9
17914 3 3 5 9
17915 3 3 5 17
17916 3 3 5 14
17917 3 3 5 17
17918 3 3 5 20
17919 3 3 5 19
17920 3 3 5 21
17922 3 3 5 19
17923 3 3 5 38
17925 3 3 5 40
17927 2 3 5 35
17928 3 3 5 24
17929 3 3 5 42
17930 3 3 5 26
17931 3 3 5 44
17932 3 3 5 38
17933 3 3 5 40
17934 3 3 5 32
17935 3 3 5 55
17936 3 3 5 37
17941 2 3 5 47
17942 3 3 5 45
17943 3 3 5 48

This multiplicon is not redundant, but is the parent of one or more redundant multiplicons.
To explore these redundant reduced colinear regions, view the redundant multiplicon(s) in the table below.

Multiplicon Id #Species #Segments #Anchorpoints Profile Length
125921 2 2 5 19