PGL(2,C)-representations for K14n7331

 K14n7323 Overview K14n7730  


Manifold Obstruction
index
Degree of
component
PSL(2,R) SL(2,C) Complex volume
K14n7331 0 15X -6 .1598663199718979866 -0 .2905071685150621446 i
X -5 .0420908500150627302 0 .4406110551904353213 i
X -3 .3317442316411148239 0 .5572076267717106521 i
X -2 .8281220883307831627 -0 .6164430542632167237 i
X -2 .2139687616842795674 -0 .3566082163710183182 i
X -0 .6141533266465035953 0 .4406110551904353213 i
X -0 .5036221433103316611 -0 .2905071685150621446 i
XX 0 0 .2312717410235560730 i
X 0 .5036221433103316611 -0 .2905071685150621446 i
X 0 .6141533266465035953 0 .4406110551904353213 i
X 2 .2139687616842795674 -0 .3566082163710183182 i
X 2 .8281220883307831627 -0 .6164430542632167237 i
X 3 .3317442316411148239 0 .5572076267717106521 i
X 5 .0420908500150627302 0 .4406110551904353213 i
X 6 .1598663199718979866 -0 .2905071685150621446 i
1 33 -11 .1812769788117759452 -0 .2098660405668064129 i
-8 .2960336377428812037 0 .6454479160025122373 i
-5 .7808799902336414251 -0 .3707608160596089697 i
-4 .2916002266182714243 0 .4234795890971131468 i
-3 .8330537173146112515 -0 .7109390690193408151 i
-3 .7800334649180723009 -0 .5743839781746431687 i
-3 .7762924576617196057 0 .2236909498221950665 i
-3 .6925572271913889955 0 .7378855748842522232 i
-2 .7789350302737379304 0 .6982775057029290377 i
-2 .1692204153550537516 0 .5511469245774370457 i
-1 .7700471472008732002 -0 .0365901714027178825 i
-0 .8080018394987078158 0 .3768531058092922527 i
-0 .5896219766354412093 0 .5074914142934734847 i
-0 .4799126266534089947 -0 .1227501971882595246 i
-0 .3332268114203315013 -0 .5383297718854165813 i
-0 .0759571749021196706 -0 .4265716616410638495 i
X 0 -0 .7032284816544681439 i
0 .0759571749021196706 -0 .4265716616410638495 i
0 .3332268114203315013 -0 .5383297718854165813 i
0 .4799126266534089947 -0 .1227501971882595246 i
0 .5896219766354412093 0 .5074914142934734847 i
0 .8080018394987078158 0 .3768531058092922527 i
1 .7700471472008732002 -0 .0365901714027178825 i
2 .1692204153550537516 0 .5511469245774370457 i
2 .7789350302737379304 0 .6982775057029290377 i
3 .6925572271913889955 0 .7378855748842522232 i
3 .7762924576617196057 0 .2236909498221950665 i
3 .7800334649180723009 -0 .5743839781746431687 i
3 .8330537173146112515 -0 .7109390690193408151 i
4 .2916002266182714243 0 .4234795890971131468 i
5 .7808799902336414251 -0 .3707608160596089697 i
8 .2960336377428812037 0 .6454479160025122373 i
11 .1812769788117759452 -0 .2098660405668064129 i