PGL(2,C)-representations for K13a4535

 K13a4333 Overview K13a4538  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
K13a4535 0 Empty variety
1 46 -10 .6429567403022392835 -0 .1381491397825412022 i
-9 .4892154985258152223 0 .2703117917758151607 i
-8 .2448189219666881204 0 .1070552979370516479 i
-7 .3259972136568622421 -0 .5099053475380093564 i
-7 .1885145699253584713 0 .5789657877172938954 i
-5 .1815364789812975551 -0 .0813590967603530631 i
-4 .5205228992802843649 0 .0042777317758914958 i
-4 .3417599052013587116 -0 .1638051102895654613 i
-3 .8472346748176263814 -0 .0241578348671650633 i
-3 .6182350503473428836 0 .5378614900860465160 i
-3 .2351030114003204451 -0 .4849898691922844697 i
-2 .4252052062428197998 0 .3914426682732339952 i
-1 .8875661151106093112 0 .0448084357312046921 i
-1 .8274130132623463812 0 .5299459266351498774 i
-1 .7814806847020727823 0 .2145922751267993440 i
-1 .5921871559575820148 -0 .2402917768018058997 i
-1 .5863033342014766226 -0 .1745182900639523162 i
-1 .3863435676128901964 0 .0785789299361473226 i
-0 .9069215821059411423 0 .1909840461989918207 i
-0 .4657565749670406873 0 .2587002661800785749 i
-0 .4571932536416149990 -0 .7708284205281529764 i
-0 .3466960976099265519 -0 .7392587572072294047 i
-0 .2006621459713028696 0 .1197389956573548701 i
0 .2006621459713028696 0 .1197389956573548701 i
0 .3466960976099265519 -0 .7392587572072294047 i
0 .4571932536416149990 -0 .7708284205281529764 i
0 .4657565749670406873 0 .2587002661800785749 i
0 .9069215821059411423 0 .1909840461989918207 i
1 .3863435676128901964 0 .0785789299361473226 i
1 .5863033342014766226 -0 .1745182900639523162 i
1 .5921871559575820148 -0 .2402917768018058997 i
1 .7814806847020727823 0 .2145922751267993440 i
1 .8274130132623463812 0 .5299459266351498774 i
1 .8875661151106093112 0 .0448084357312046921 i
2 .4252052062428197998 0 .3914426682732339952 i
3 .2351030114003204451 -0 .4849898691922844697 i
3 .6182350503473428836 0 .5378614900860465160 i
3 .8472346748176263814 -0 .0241578348671650633 i
4 .3417599052013587116 -0 .1638051102895654613 i
4 .5205228992802843649 0 .0042777317758914958 i
5 .1815364789812975551 -0 .0813590967603530631 i
7 .1885145699253584713 0 .5789657877172938954 i
7 .3259972136568622421 -0 .5099053475380093564 i
8 .2448189219666881204 0 .1070552979370516479 i
9 .4892154985258152223 0 .2703117917758151607 i
10 .6429567403022392835 -0 .1381491397825412022 i