PGL(2,C)-representations for t05393

 t05392 Overview t05394  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
t05393 0 40X -4 .8257299741136653912 -0 .4561751723037075374 i
X -4 .1443919433857032566 0 .7989349235255862366 i
X -3 .0657204295701406303 -0 .2507280726543297711 i
X -3 .0198761270136874608 0 .6410542618034775769 i
X -1 .8376797410641404716 -0 .0544308504583830742 i
X -1 .7177622211316878530 -0 .1734753308739850017 i
X -1 .6075827361476029019 -0 .0353619995502747771 i
X -1 .2482161237984095938 0 .0719995087437117573 i
X -0 .9446165793475118523 0 .3262657369228512062 i
X -0 .4659710530117522406 0 .4525581348786114914 i
X -0 .2420081977699997982 0 .2810085701823800579 i
X -0 .1728931703562268075 -0 .4400154728994327611 i
XX 0 -0 .7667136087626746532 i
XX 0 -0 .7325789508571871821 i
XX 0 -0 .6394095145955950615 i
XX 0 -0 .5357004145465283345 i
XX 0 -0 .5299589834559882406 i
XX 0 -0 .4071185525343184942 i
XX 0 -0 .2305964360462511978 i
XX 0 -0 .1498751293711471147 i
XX 0 0 .1253767819113001316 i
XX 0 0 .2214023677689648729 i
XX 0 0 .2423056257982489260 i
XX 0 0 .3160531577134817018 i
XX 0 0 .4162260920728812227 i
XX 0 0 .4341998020195590782 i
XX 0 0 .7722409657889172390 i
XX 0 0 .7858123893115527358 i
X 0 .1728931703562268075 -0 .4400154728994327611 i
X 0 .2420081977699997982 0 .2810085701823800579 i
X 0 .4659710530117522406 0 .4525581348786114914 i
X 0 .9446165793475118523 0 .3262657369228512062 i
X 1 .2482161237984095938 0 .0719995087437117573 i
X 1 .6075827361476029019 -0 .0353619995502747771 i
X 1 .7177622211316878530 -0 .1734753308739850017 i
X 1 .8376797410641404716 -0 .0544308504583830742 i
X 3 .0198761270136874608 0 .6410542618034775769 i
X 3 .0657204295701406303 -0 .2507280726543297711 i
X 4 .1443919433857032566 0 .7989349235255862366 i
X 4 .8257299741136653912 -0 .4561751723037075374 i
1 42 -5 .8270835897011315535 -0 .0508943573241593140 i
-5 .2563355511642368145 -0 .5812106300009911127 i
-4 .2826376925853540669 -0 .2927350783929785268 i
-3 .3410665729657292632 -0 .4782653235713841675 i
-2 .8927693527196988936 -0 .7153904561981659145 i
-2 .5787137945141488595 -0 .5712351791290617058 i
-2 .2043052127203063766 -0 .7513352624190610399 i
-1 .5436280013969867007 0 .4932971262549238526 i
-1 .0266614388970153212 0 .7494700954415526595 i
-1 .0060748598965940800 -0 .1531799824960587324 i
-0 .5052110970482660655 -0 .5118269349218558186 i
-0 .4570386329413164452 -0 .5070356396599928286 i
-0 .1948586633786396746 0 .0055043609568749548 i
X 0 -0 .7439678816331655492 i
X 0 -0 .7020648397881494359 i
X 0 -0 .4672844391644832438 i
X 0 -0 .3485681300369860884 i
X 0 -0 .3345627671007106897 i
X 0 -0 .2177964313656484767 i
X 0 -0 .1711048166034683757 i
X 0 -0 .0145006372191806952 i
X 0 0 .0870810897856290582 i
X 0 0 .1766861865403204649 i
X 0 0 .2133382638169705652 i
X 0 0 .3118485022954978488 i
X 0 0 .4120018000359108022 i
X 0 0 .5519408265855714278 i
X 0 0 .5821504029493851941 i
X 0 0 .8147411264303168364 i
0 .1948586633786396746 0 .0055043609568749548 i
0 .4570386329413164452 -0 .5070356396599928286 i
0 .5052110970482660655 -0 .5118269349218558186 i
1 .0060748598965940800 -0 .1531799824960587324 i
1 .0266614388970153212 0 .7494700954415526595 i
1 .5436280013969867007 0 .4932971262549238526 i
2 .2043052127203063766 -0 .7513352624190610399 i
2 .5787137945141488595 -0 .5712351791290617058 i
2 .8927693527196988936 -0 .7153904561981659145 i
3 .3410665729657292632 -0 .4782653235713841675 i
4 .2826376925853540669 -0 .2927350783929785268 i
5 .2563355511642368145 -0 .5812106300009911127 i
5 .8270835897011315535 -0 .0508943573241593140 i