PGL(2,C)-representations for t07541

 t07540 Overview t07542  


Manifold Obstruction
index
Degree of
component
PSL(2,R) SL(2,C) Complex volume
t07541 0 12X -1 .3859273741505270267 0 .6346441013156706737 i
X -1 .2097510097971897422 0 .1642157723759150546 i
X -0 .8314763709597629814 -0 .1600422649069084044 i
X -0 .2023059580656723517 0 .5857488996165284360 i
X -0 .1553762535315059139 0 .2362257543706018907 i
XX 0 -0 .4290724787197422381 i
XX 0 0 .7973560868725798097 i
X 0 .1553762535315059139 0 .2362257543706018907 i
X 0 .2023059580656723517 0 .5857488996165284360 i
X 0 .8314763709597629814 -0 .1600422649069084044 i
X 1 .2097510097971897422 0 .1642157723759150546 i
X 1 .3859273741505270267 0 .6346441013156706737 i
1 12 -1 .4312587796366809794 -0 .0302532399615174157 i
-1 .1645138601852838229 0 .5851755248127719534 i
-0 .6905016770092517381 -0 .6049479700727737182 i
-0 .4315279601941526240 0 .0495414130261030484 i
-0 .2470984575299313309 -0 .0231681981767608396 i
X 0 -0 .2291786433610972532 i
X 0 0 .2764835841054511967 i
0 .2470984575299313309 -0 .0231681981767608396 i
0 .4315279601941526240 0 .0495414130261030484 i
0 .6905016770092517381 -0 .6049479700727737182 i
1 .1645138601852838229 0 .5851755248127719534 i
1 .4312587796366809794 -0 .0302532399615174157 i
2 25 -6 .2574956583787535470 0 .7200811127590324112 i
-5 .4706420140123832454 -0 .7758287405564449409 i
-3 .8572167816718906307 -0 .4415819550023189989 i
-3 .3422859066207518370 -0 .5933931770445767601 i
-2 .4679164081363701900 0 .0573083142152951392 i
-1 .4205900341192983680 -0 .0715371471150851816 i
-1 .2250227341333315980 -0 .6684201645080148942 i
X 0 -0 .8088652707903615588 i
X 0 -0 .7902736597898800844 i
X 0 -0 .4620669962776848805 i
X 0 -0 .2624075413465008964 i
X 0 -0 .2612284379653357296 i
X 0 -0 .2241519150981249811 i
X 0 -0 .0583578464348224346 i
X 0 0 .0160317622975946642 i
X 0 0 .1851060874256178264 i
X 0 0 .5180438175576228360 i
X 0 0 .7601113143814223807 i
1 .2250227341333315980 -0 .6684201645080148942 i
1 .4205900341192983680 -0 .0715371471150851816 i
2 .4679164081363701900 0 .0573083142152951392 i
3 .3422859066207518370 -0 .5933931770445767601 i
3 .8572167816718906307 -0 .4415819550023189989 i
5 .4706420140123832454 -0 .7758287405564449409 i
6 .2574956583787535470 0 .7200811127590324112 i
3 25 -5 .9644068775039511389 0 .3619596020306143985 i
-4 .7702188409482828166 0 .6026255288557620853 i
-3 .5817004454778521838 -0 .3534450318715925342 i
-2 .9635124970524588755 0 .0960389230165751778 i
-2 .7315889468249633562 -0 .6469873313307152324 i
-1 .8792027877236869413 -0 .7321802238597403178 i
-0 .5544506609984996659 0 .1756992135876887604 i
X 0 -0 .8162342209449018348 i
X 0 -0 .7918001821028524741 i
X 0 -0 .4706987642716696562 i
X 0 -0 .4701307357471733646 i
X 0 -0 .4200271402405223861 i
X 0 -0 .2756604177229732697 i
X 0 -0 .1601575838801895930 i
X 0 -0 .1297325342410472884 i
X 0 0 .0490485611416167819 i
X 0 0 .5185234671449702453 i
X 0 0 .6695800563111052917 i
0 .5544506609984996659 0 .1756992135876887604 i
1 .8792027877236869413 -0 .7321802238597403178 i
2 .7315889468249633562 -0 .6469873313307152324 i
2 .9635124970524588755 0 .0960389230165751778 i
3 .5817004454778521838 -0 .3534450318715925342 i
4 .7702188409482828166 0 .6026255288557620853 i
5 .9644068775039511389 0 .3619596020306143985 i