{6, 0, 1, 0, 0, 0, 0}

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

LC-14_435411_735.gif

4915 {1⇿2,2⇿3,3⇿4,6⇿7,3⇿5,1⇿6} LC-14_435411_736.gif
3619 {1⇿2,2⇿3,3⇿4,6⇿7,2⇿5,1⇿6} LC-14_435411_737.gif
13579 {1⇿2,2⇿3,4⇿5,6⇿7,1⇿4,1⇿6} LC-14_435411_738.gif
179 {1⇿2,2⇿3,3⇿4,6⇿7,3⇿5,1⇿4,1⇿6} LC-14_435411_739.gif
12015 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿7} LC-14_435411_740.gif
14192 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿6} LC-14_435411_741.gif
3299 {1⇿2,2⇿3,4⇿5,6⇿7,1⇿3,1⇿4,1⇿6} LC-14_435411_742.gif
1451 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿5,1⇿6} LC-14_435411_743.gif
479 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿4,1⇿6} LC-14_435411_744.gif
11249 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7} LC-14_435411_745.gif
655 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,3⇿6} LC-14_435411_746.gif
1594 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,2⇿7} LC-14_435411_747.gif
324 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,3⇿7} LC-14_435411_748.gif
233 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿4,2⇿7} LC-14_435411_749.gif
200 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿5} LC-14_435411_750.gif
238 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿5,3⇿7} LC-14_435411_751.gif
23 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,2⇿6} LC-14_435411_752.gif
275 {1⇿2,2⇿3,3⇿4,6⇿7,2⇿5,1⇿5,1⇿6} LC-14_435411_753.gif
164 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿6} LC-14_435411_754.gif
66 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿4,1⇿7} LC-14_435411_755.gif
63 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿4,2⇿6} LC-14_435411_756.gif
162 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,4⇿7} LC-14_435411_757.gif
22 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿5,2⇿6} LC-14_435411_758.gif
50 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿6,1⇿7} LC-14_435411_759.gif
5 {1⇿2,2⇿3,3⇿4,6⇿7,2⇿5,1⇿6,1⇿7} LC-14_435411_760.gif
53 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,5⇿7} LC-14_435411_761.gif
42 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿3,1⇿7} LC-14_435411_762.gif
19 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿3,1⇿6} LC-14_435411_763.gif
13 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿3,1⇿5,1⇿6} LC-14_435411_764.gif
29 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿3,2⇿6} LC-14_435411_765.gif
18 {1⇿2,2⇿3,3⇿4,6⇿7,3⇿5,1⇿6,1⇿7} LC-14_435411_766.gif
19 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿3,1⇿6} LC-14_435411_767.gif
2 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿3,1⇿5,2⇿7} LC-14_435411_768.gif
43 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿4,2⇿5,2⇿6} LC-14_435411_769.gif
13 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,4⇿6,2⇿7} LC-14_435411_770.gif
31 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿3,2⇿5,2⇿6} LC-14_435411_771.gif
2 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿4} LC-14_435411_772.gif
8 {1⇿2,2⇿3,4⇿5,6⇿7,1⇿3,1⇿4,1⇿5,1⇿6} LC-14_435411_773.gif
1 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿3,1⇿5} LC-14_435411_774.gif
5 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,2⇿4,3⇿7,1⇿6} LC-14_435411_775.gif
2 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿4,3⇿7} LC-14_435411_776.gif
8 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿3,2⇿7,1⇿7} LC-14_435411_777.gif
2 {1⇿2,2⇿3,3⇿4,4⇿5,6⇿7,1⇿3,3⇿6} LC-14_435411_778.gif
7 {1⇿2,2⇿3,3⇿4,6⇿7,3⇿5,1⇿4,1⇿5,1⇿6} LC-14_435411_779.gif
1 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿3,2⇿7} LC-14_435411_780.gif
2 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,3⇿6,4⇿7} LC-14_435411_781.gif
1 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,1⇿5,1⇿6} LC-14_435411_782.gif
1 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,2⇿5,3⇿7} LC-14_435411_783.gif
1 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,2⇿6} LC-14_435411_784.gif
1 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,6⇿7,2⇿5,4⇿7} LC-14_435411_785.gif
Spikey Created with Wolfram Mathematica 9.0