{5, 0, 2, 0, 0, 0, 0}

Table of Percent Abundance (row: Lie-type, col: Group Factor):

LC-14_435411_856.gif

121 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿5,3⇿7} LC-14_435411_857.gif
493 {1⇿2,2⇿3,3⇿4,6⇿7,2⇿5,1⇿6} LC-14_435411_858.gif
6665 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿7} LC-14_435411_859.gif
644 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,2⇿7} LC-14_435411_860.gif
202 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿5,1⇿6} LC-14_435411_861.gif
648 {1⇿2,2⇿3,3⇿4,6⇿7,3⇿5,1⇿6} LC-14_435411_862.gif
1986 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿6} LC-14_435411_863.gif
1530 {1⇿2,2⇿3,4⇿5,6⇿7,1⇿4,1⇿6} LC-14_435411_864.gif
3144 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7} LC-14_435411_865.gif
398 {1⇿2,2⇿3,4⇿5,6⇿7,1⇿3,1⇿4,1⇿6} LC-14_435411_866.gif
43 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿6} LC-14_435411_867.gif
183 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,3⇿7} LC-14_435411_868.gif
214 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,3⇿6} LC-14_435411_869.gif
55 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿4,1⇿6} LC-14_435411_870.gif
19 {1⇿2,2⇿3,3⇿4,6⇿7,3⇿5,1⇿4,1⇿6} LC-14_435411_871.gif
69 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿4,2⇿7} LC-14_435411_872.gif
18 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿4,1⇿7} LC-14_435411_873.gif
48 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿5} LC-14_435411_874.gif
11 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿3,1⇿7} LC-14_435411_875.gif
1 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿3,2⇿5,2⇿6} LC-14_435411_876.gif
40 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,4⇿7} LC-14_435411_877.gif
3 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,5⇿7} LC-14_435411_878.gif
2 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿3,2⇿7,1⇿7} LC-14_435411_879.gif
9 {1⇿2,2⇿3,3⇿4,6⇿7,2⇿5,1⇿5,1⇿6} LC-14_435411_880.gif
3 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿5,2⇿6} LC-14_435411_881.gif
3 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿3,1⇿6} LC-14_435411_882.gif
7 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿4,2⇿5,2⇿6} LC-14_435411_883.gif
5 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,4⇿6,2⇿7} LC-14_435411_884.gif
1 {1⇿2,2⇿3,3⇿4,6⇿7,3⇿5,1⇿6,1⇿7} LC-14_435411_885.gif
2 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,2⇿4,3⇿7,1⇿6} LC-14_435411_886.gif
1 {1⇿2,2⇿3,3⇿4,6⇿7,2⇿5,1⇿6,1⇿7} LC-14_435411_887.gif
1 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿3,1⇿6} LC-14_435411_888.gif
Spikey Created with Wolfram Mathematica 9.0