PGL(2,C)-representations for 11_371

 11_367 Overview 11_381  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
11_371 0 12X -6 .4059799332432641501 0 .0979571038482801999 i
X -3 .9968596973873102466 -0 .6865431251193194118 i
X -3 .0749820677875248094 -0 .3999976907303485259 i
X -1 .9261438370856497241 -0 .5349410944922650347 i
X -0 .9517090469164403506 -0 .1339002996739382105 i
X -0 .5803579503308199436 0 .0124910393193645467 i
X 0 .5803579503308199436 0 .0124910393193645467 i
X 0 .9517090469164403506 -0 .1339002996739382105 i
X 1 .9261438370856497241 -0 .5349410944922650347 i
X 3 .0749820677875248094 -0 .3999976907303485259 i
X 3 .9968596973873102466 -0 .6865431251193194118 i
X 6 .4059799332432641501 0 .0979571038482801999 i
1 67 -15 .5094892668418254417 -0 .5009944831694801811 i
-11 .2990408065153331381 0 .5365812798275164397 i
-9 .1720390960019509897 -0 .3700064549004715492 i
-9 .0482838136176759088 0 .3786542455412592085 i
-7 .3750160242825636741 -0 .1833960531333378252 i
-6 .3106198595537654894 0 .2002724270955584493 i
-5 .7406718413914318947 0 .2478026437558268947 i
-5 .5417493292817381707 0 .7788388266692467796 i
-5 .0835917471742601475 0 .4796708030513772467 i
-4 .9969981730034449509 -0 .4456296989325090328 i
-4 .9485830853542786946 0 .4458093752617019725 i
-4 .6716844615806290991 0 .6546739951056358521 i
-4 .6081551841203759211 0 .3533103646461029165 i
-4 .4208507917561660628 -0 .3300257251428195886 i
-4 .3811879993722196147 -0 .7489043722178110145 i
-3 .5918255002967526277 0 .6378484994628988088 i
-2 .7091406430132927973 -0 .8160347499564423090 i
-2 .4053696311837244695 -0 .1069370833362440755 i
-2 .3953931876469773125 0 .2415681846286167671 i
-2 .3608679466113829567 -0 .3117888746880060867 i
-2 .3286668906479171973 -0 .0638380374336386782 i
-2 .1766674354093412440 -0 .1984678798000532453 i
-1 .5128210191320941423 0 .1064257895027305953 i
-1 .4075011814607494014 -0 .8057942429397979406 i
-1 .3886134848118344979 -0 .5669945952110769773 i
-0 .9808119029905496638 -0 .1965939583165612610 i
-0 .7246566134124812566 0 .1524917090629394229 i
-0 .6388766166233414538 0 .6421375461476127693 i
-0 .5793078513782772744 0 .6803079800411485543 i
-0 .5604275595259242870 0 .7968504844209998841 i
-0 .3580545945535625599 0 .1202090223875512928 i
-0 .2194550406531618343 0 .4502326844827238731 i
-0 .0387429458983359732 -0 .0186179439310723019 i
X 0 0 .4554787845804279880 i
0 .0387429458983359732 -0 .0186179439310723019 i
0 .2194550406531618343 0 .4502326844827238731 i
0 .3580545945535625599 0 .1202090223875512928 i
0 .5604275595259242870 0 .7968504844209998841 i
0 .5793078513782772744 0 .6803079800411485543 i
0 .6388766166233414538 0 .6421375461476127693 i
0 .7246566134124812566 0 .1524917090629394229 i
0 .9808119029905496638 -0 .1965939583165612610 i
1 .3886134848118344979 -0 .5669945952110769773 i
1 .4075011814607494014 -0 .8057942429397979406 i
1 .5128210191320941423 0 .1064257895027305953 i
2 .1766674354093412440 -0 .1984678798000532453 i
2 .3286668906479171973 -0 .0638380374336386782 i
2 .3608679466113829567 -0 .3117888746880060867 i
2 .3953931876469773125 0 .2415681846286167671 i
2 .4053696311837244695 -0 .1069370833362440755 i
2 .7091406430132927973 -0 .8160347499564423090 i
3 .5918255002967526277 0 .6378484994628988088 i
4 .3811879993722196147 -0 .7489043722178110145 i
4 .4208507917561660628 -0 .3300257251428195886 i
4 .6081551841203759211 0 .3533103646461029165 i
4 .6716844615806290991 0 .6546739951056358521 i
4 .9485830853542786946 0 .4458093752617019725 i
4 .9969981730034449509 -0 .4456296989325090328 i
5 .0835917471742601475 0 .4796708030513772467 i
5 .5417493292817381707 0 .7788388266692467796 i
5 .7406718413914318947 0 .2478026437558268947 i
6 .3106198595537654894 0 .2002724270955584493 i
7 .3750160242825636741 -0 .1833960531333378252 i
9 .0482838136176759088 0 .3786542455412592085 i
9 .1720390960019509897 -0 .3700064549004715492 i
11 .2990408065153331381 0 .5365812798275164397 i
15 .5094892668418254417 -0 .5009944831694801811 i