PGL(2,C)-representations for K12n608

 K12n583 Overview K12n617  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
K12n608 0 15X -6 .1733619493620388539 0 .7270290775472904409 i
X -2 .9810921674979668841 0 .4925901455768243824 i
X -2 .2598142059511874660 -0 .4113199103453479083 i
X -1 .8632526526872756516 0 .6036148531255412375 i
X -1 .4221951262278474268 -0 .4467609222770608030 i
X -1 .2838553529838976150 -0 .4128488980764586625 i
X -0 .5071084891907375339 -0 .3293475156830670098 i
XX 0 -0 .4459136597354433544 i
X 0 .5071084891907375339 -0 .3293475156830670098 i
X 1 .2838553529838976150 -0 .4128488980764586625 i
X 1 .4221951262278474268 -0 .4467609222770608030 i
X 1 .8632526526872756516 0 .6036148531255412375 i
X 2 .2598142059511874660 -0 .4113199103453479083 i
X 2 .9810921674979668841 0 .4925901455768243824 i
X 6 .1733619493620388539 0 .7270290775472904409 i
1 35 -12 .4304188289732866060 0 .0669597853682889960 i
-6 .2330100912803630003 -0 .5488655087963049186 i
-5 .6309571487850693258 0 .7932820351771789136 i
-5 .1563048598222054076 0 .7119740569954646208 i
-5 .0752843307964560010 -0 .0106200010501135738 i
-4 .8105439077261954090 -0 .5407233147978981573 i
-2 .9193891472043571280 0 .0656549179806010756 i
-2 .4304701421691557387 0 .7611117985157689063 i
-1 .9021674262602917450 0 .3785474950263349079 i
-1 .5575397912619599470 -0 .3448110529576173052 i
-1 .2460327653341362350 -0 .1932887672908019272 i
-1 .1068134694525522379 -0 .2285891560045484566 i
-1 .1039707956173453271 0 .6310351851688728121 i
-0 .9066296039917087041 -0 .5854467240649356200 i
-0 .7746061091041613142 0 .2786771592412857180 i
-0 .4416994860040687058 -0 .2187434263869535324 i
-0 .1522322169602570334 -0 .5026871073036446249 i
X 0 0 .6179993172062707680 i
0 .1522322169602570334 -0 .5026871073036446249 i
0 .4416994860040687058 -0 .2187434263869535324 i
0 .7746061091041613142 0 .2786771592412857180 i
0 .9066296039917087041 -0 .5854467240649356200 i
1 .1039707956173453271 0 .6310351851688728121 i
1 .1068134694525522379 -0 .2285891560045484566 i
1 .2460327653341362350 -0 .1932887672908019272 i
1 .5575397912619599470 -0 .3448110529576173052 i
1 .9021674262602917450 0 .3785474950263349079 i
2 .4304701421691557387 0 .7611117985157689063 i
2 .9193891472043571280 0 .0656549179806010756 i
4 .8105439077261954090 -0 .5407233147978981573 i
5 .0752843307964560010 -0 .0106200010501135738 i
5 .1563048598222054076 0 .7119740569954646208 i
5 .6309571487850693258 0 .7932820351771789136 i
6 .2330100912803630003 -0 .5488655087963049186 i
12 .4304188289732866060 0 .0669597853682889960 i