PGL(2,C)-representations for t05164

 t05163 Overview t05165  


Manifold Obstruction
index
Degree of
component
PSL(2,R) SL(2,C) Complex volume
t05164 0 35X -4 .6281544672889025229 -0 .4595443884441878917 i
X -3 .7755934083644771640 0 .4389433053443319991 i
X -2 .5422315286251724029 -0 .0800579921496409447 i
X -2 .1814018662031085655 -0 .3583726638710840306 i
X -1 .4732649874857320495 -0 .6804391532426347843 i
X -1 .1728167705105738559 -0 .2619285006504599651 i
X -1 .1378203113229204283 0 .1796321337350128922 i
X -0 .7704982040390228257 0 .7333552261333182529 i
X -0 .6455256399983472647 -0 .7142994945991871640 i
X -0 .2436698147299989529 -0 .3489209848706389327 i
X -0 .0408089876748374322 -0 .5550961243418550253 i
XX 0 -0 .7524912365666529843 i
XX 0 -0 .1830668678594176826 i
XX 0 0 .0505630036332543384 i
XX 0 0 .0529303312275161297 i
XX 0 0 .0767135852373140470 i
XX 0 0 .1069936008609358972 i
XX 0 0 .2809864809116795326 i
XX 0 0 .2970963922132161865 i
XX 0 0 .3925219980908490537 i
XX 0 0 .4439235126907366118 i
XX 0 0 .5136028461149300571 i
XX 0 0 .5236926868722372612 i
XX 0 0 .7650568736392263037 i
X 0 .0408089876748374322 -0 .5550961243418550253 i
X 0 .2436698147299989529 -0 .3489209848706389327 i
X 0 .6455256399983472647 -0 .7142994945991871640 i
X 0 .7704982040390228257 0 .7333552261333182529 i
X 1 .1378203113229204283 0 .1796321337350128922 i
X 1 .1728167705105738559 -0 .2619285006504599651 i
X 1 .4732649874857320495 -0 .6804391532426347843 i
X 2 .1814018662031085655 -0 .3583726638710840306 i
X 2 .5422315286251724029 -0 .0800579921496409447 i
X 3 .7755934083644771640 0 .4389433053443319991 i
X 4 .6281544672889025229 -0 .4595443884441878917 i
1 40 -5 .7872449429298674125 0 .2126209304399659457 i
-4 .8275648729483340494 -0 .3414819476587787671 i
-3 .4176176685370660679 -0 .5943939691811024027 i
-3 .3485114568351988640 -0 .4482187439619233191 i
-2 .9540273415095069759 0 .0753615556351984161 i
-2 .6107654837661996772 -0 .5488369258198417258 i
-2 .3008180723891197618 0 .7680659692870744947 i
-1 .7533013274299508653 -0 .4689824185896971438 i
-1 .6545027061327655712 -0 .3070316120336424625 i
-1 .3456523285037676970 -0 .0604442519372319984 i
-0 .7629216276341940910 -0 .4399418266484921895 i
-0 .7193494857241934390 0 .1638949013285593580 i
-0 .3724320072667672402 -0 .6268766919034008907 i
-0 .2435494516442980560 0 .7088999070012173745 i
X 0 -0 .7027113956227034234 i
X 0 -0 .5941087083160974607 i
X 0 -0 .3609849011316153482 i
X 0 -0 .3353244776739739598 i
X 0 -0 .1669707596750961408 i
X 0 0 .1052983945983431365 i
X 0 0 .1222762564021273743 i
X 0 0 .1423529300491636153 i
X 0 0 .4390942797997185070 i
X 0 0 .4857939068750790637 i
X 0 0 .5940705501975339945 i
X 0 0 .7960760388852583900 i
0 .2435494516442980560 0 .7088999070012173745 i
0 .3724320072667672402 -0 .6268766919034008907 i
0 .7193494857241934390 0 .1638949013285593580 i
0 .7629216276341940910 -0 .4399418266484921895 i
1 .3456523285037676970 -0 .0604442519372319984 i
1 .6545027061327655712 -0 .3070316120336424625 i
1 .7533013274299508653 -0 .4689824185896971438 i
2 .3008180723891197618 0 .7680659692870744947 i
2 .6107654837661996772 -0 .5488369258198417258 i
2 .9540273415095069759 0 .0753615556351984161 i
3 .3485114568351988640 -0 .4482187439619233191 i
3 .4176176685370660679 -0 .5943939691811024027 i
4 .8275648729483340494 -0 .3414819476587787671 i
5 .7872449429298674125 0 .2126209304399659457 i