PGL(2,C)-representations for K14n2534

 K14n2479 Overview K14n2543  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
K14n2534 0 20X -9 .8845786531270152990 -0 .5330920384189903642 i
X -5 .6742712299111396920 -0 .7514798046471703204 i
X -3 .8809797760560703824 0 .2825139186240751426 i
X -3 .5694145142064306921 0 .3575282193802814572 i
X -2 .9736335268784838501 -0 .0454605069081901068 i
X -2 .3078212142508152482 0 .4662751989046475846 i
X -1 .8225573764276992171 0 .2032052195209298099 i
X -0 .8614343721745387777 -0 .4262152135300589625 i
X -0 .1916684454098811839 -0 .3950289457405277181 i
XX 0 -0 .8209886494785559527 i
XX 0 -0 .7853715785878899647 i
X 0 .1916684454098811839 -0 .3950289457405277181 i
X 0 .8614343721745387777 -0 .4262152135300589625 i
X 1 .8225573764276992171 0 .2032052195209298099 i
X 2 .3078212142508152482 0 .4662751989046475846 i
X 2 .9736335268784838501 -0 .0454605069081901068 i
X 3 .5694145142064306921 0 .3575282193802814572 i
X 3 .8809797760560703824 0 .2825139186240751426 i
X 5 .6742712299111396920 -0 .7514798046471703204 i
X 9 .8845786531270152990 -0 .5330920384189903642 i
1 30 -12 .2465203016258485794 -0 .2265295976414357548 i
-6 .5423355042131628908 0 .4685205182148794547 i
-5 .6278612525432665649 -0 .6124478762257721996 i
-5 .2891919766644136752 -0 .3430233068291094521 i
-4 .6562406217727926485 0 .1972864668934213215 i
-3 .3042653635960646937 0 .3784593618369765454 i
-2 .5514066182247285479 -0 .4011460477445072072 i
-2 .2277566229382848728 0 .3878028887485193710 i
-1 .7334034899091874733 0 .3714873423363663584 i
-1 .5566905118889017466 0 .6479492968529866272 i
-1 .4179855094178735146 -0 .7396060674289658031 i
-0 .6752434021103882221 -0 .0306074229872599725 i
-0 .1936377953146834139 -0 .7275914290734578216 i
-0 .1750546504594521637 0 .4308162377047238729 i
X 0 -0 .2356886512184545333 i
X 0 0 .6329479219037238527 i
0 .1750546504594521637 0 .4308162377047238729 i
0 .1936377953146834139 -0 .7275914290734578216 i
0 .6752434021103882221 -0 .0306074229872599725 i
1 .4179855094178735146 -0 .7396060674289658031 i
1 .5566905118889017466 0 .6479492968529866272 i
1 .7334034899091874733 0 .3714873423363663584 i
2 .2277566229382848728 0 .3878028887485193710 i
2 .5514066182247285479 -0 .4011460477445072072 i
3 .3042653635960646937 0 .3784593618369765454 i
4 .6562406217727926485 0 .1972864668934213215 i
5 .2891919766644136752 -0 .3430233068291094521 i
5 .6278612525432665649 -0 .6124478762257721996 i
6 .5423355042131628908 0 .4685205182148794547 i
12 .2465203016258485794 -0 .2265295976414357548 i