{7, 0, 0, 0, 0, 0, 0}

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

test1_18489.gif

12013 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,5⇿7} test1_18490.gif
452 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,1⇿6,1⇿7} test1_18491.gif
8403 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,1⇿7} test1_18492.gif
305 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,5⇿7,1⇿6,1⇿7} test1_18493.gif
6230 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,4⇿7} test1_18494.gif
616 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,5⇿7,1⇿6} test1_18495.gif
157 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,2⇿7} test1_18496.gif
45 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,1⇿4,1⇿7} test1_18497.gif
245 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,5⇿7,2⇿6} test1_18498.gif
32 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,4⇿6,2⇿7} test1_18499.gif
26 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,5⇿7,1⇿5} test1_18500.gif
99 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,1⇿5,1⇿7} test1_18501.gif
26 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,4⇿7,1⇿5} test1_18502.gif
163 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,3⇿7} test1_18503.gif
18 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,5⇿7,3⇿6} test1_18504.gif
2 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,2⇿6,2⇿7} test1_18505.gif
2 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,1⇿5,3⇿7} test1_18506.gif
44 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,1⇿3,4⇿7} test1_18507.gif
15 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,4⇿7,1⇿6} test1_18508.gif
11 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,5⇿7,1⇿4} test1_18509.gif
30 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,3⇿6,2⇿7} test1_18510.gif
16 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,1⇿3,1⇿7} test1_18511.gif
4 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,4⇿7,1⇿7} test1_18512.gif
6 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,1⇿5,2⇿7} test1_18513.gif
1 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,3⇿6,3⇿7} test1_18514.gif
2 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,1⇿4,3⇿7} test1_18515.gif
1 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,1⇿3,2⇿7,1⇿7} test1_18516.gif
3 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,1⇿3,2⇿7} test1_18517.gif
2 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,1⇿3,1⇿6,1⇿7} test1_18518.gif
1 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,1⇿4,1⇿6,1⇿7} test1_18519.gif
1 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,1⇿3,5⇿7,1⇿6} test1_18520.gif
1 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,1⇿3,2⇿6,2⇿7} test1_18521.gif
1 {1⇿2,2⇿3,3⇿4,4⇿5,5⇿6,1⇿3,3⇿7} test1_18522.gif
Spikey Created with Wolfram Mathematica 9.0