PGL(2,C)-representations for K14n18009

 K14n17294 Overview K14n18363  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
K14n18009 0 12X -2 .0298832128193072500 -0 .4699811619566361247 i
X -2 .0298832128193072500 -0 .4699811619566361247 i
X -2 .0298832128193072500 -0 .2349905809783180623 i
X -2 .0298832128193072500 -0 .2349905809783180623 i
X -2 .0298832128193072500 0 .7049717429349541870 i
X -2 .0298832128193072500 0 .7049717429349541870 i
X 2 .0298832128193072500 -0 .4699811619566361247 i
X 2 .0298832128193072500 -0 .4699811619566361247 i
X 2 .0298832128193072500 -0 .2349905809783180623 i
X 2 .0298832128193072500 -0 .2349905809783180623 i
X 2 .0298832128193072500 0 .7049717429349541870 i
X 2 .0298832128193072500 0 .7049717429349541870 i
1 33 -10 .5667318329158891450 -0 .7080243206927999736 i
-8 .9557617890025140609 -0 .7331693853980752689 i
-6 .4712466055332478721 0 .2822903432783893295 i
-4 .2675595807372851196 0 .5085158980185430179 i
-3 .4525993344940651522 0 .2152067917872155169 i
-3 .3463611416251094501 0 .4459656871863668843 i
-2 .3657803246713064495 0 .3861766983354330741 i
-2 .2677716707841019357 -0 .6223699354311029747 i
-2 .0398826500684225562 -0 .0610606730509225086 i
-1 .9093678843412453893 0 .0501503653068448889 i
-1 .4895155876251005487 0 .7917569916593863502 i
-1 .3358568217489120501 -0 .5575426856215434706 i
-1 .3312926938641320097 -0 .5627572841565468289 i
-1 .0318596353794972758 0 .2551229853277761030 i
-0 .8709066494377450806 -0 .0866028163004055940 i
-0 .3131144312289892783 0 .0339714888683154693 i
X 0 0 .7247397017662519707 i
0 .3131144312289892783 0 .0339714888683154693 i
0 .8709066494377450806 -0 .0866028163004055940 i
1 .0318596353794972758 0 .2551229853277761030 i
1 .3312926938641320097 -0 .5627572841565468289 i
1 .3358568217489120501 -0 .5575426856215434706 i
1 .4895155876251005487 0 .7917569916593863502 i
1 .9093678843412453893 0 .0501503653068448889 i
2 .0398826500684225562 -0 .0610606730509225086 i
2 .2677716707841019357 -0 .6223699354311029747 i
2 .3657803246713064495 0 .3861766983354330741 i
3 .3463611416251094501 0 .4459656871863668843 i
3 .4525993344940651522 0 .2152067917872155169 i
4 .2675595807372851196 0 .5085158980185430179 i
6 .4712466055332478721 0 .2822903432783893295 i
8 .9557617890025140609 -0 .7331693853980752689 i
10 .5667318329158891450 -0 .7080243206927999736 i