PGL(2,C)-representations for o9_42182

 o9_42181 Overview o9_42183  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
o9_42182 0 18X -6 .9262361919749349459 -0 .7342949487744517373 i
X -2 .9928012966924978094 0 .6454573952959622105 i
X -1 .6237166657973818654 0 .3122204076342630681 i
X -0 .7792643359597437959 -0 .7518341550460908564 i
X -0 .5053486306759880228 0 .2383251533829519350 i
X -0 .1928731631111737647 -0 .7061005053571028422 i
XX 0 -0 .2234249477364914634 i
XX 0 -0 .1050536164506600146 i
XX 0 -0 .0350314374804252891 i
XX 0 -0 .0205934175169560015 i
XX 0 0 .2959287355770991076 i
XX 0 0 .4356939224881436695 i
X 0 .1928731631111737647 -0 .7061005053571028422 i
X 0 .5053486306759880228 0 .2383251533829519350 i
X 0 .7792643359597437959 -0 .7518341550460908564 i
X 1 .6237166657973818654 0 .3122204076342630681 i
X 2 .9928012966924978094 0 .6454573952959622105 i
X 6 .9262361919749349459 -0 .7342949487744517373 i
1 21 -8 .2740714440800100619 -0 .4006768823580786249 i
-5 .0355859818599438004 0 .1939705025629549282 i
-2 .7723533563146962071 -0 .0317817293129622178 i
-1 .5546783875977481560 -0 .1425862640914545362 i
-1 .2675931579295522696 0 .4908602301154131071 i
-1 .1611065748057281220 0 .2452434009050969059 i
X 0 -0 .7105673484972638209 i
X 0 -0 .4089368971920077622 i
X 0 -0 .1069367285164215367 i
X 0 -0 .1054068400622714327 i
X 0 0 .0268044276431496445 i
X 0 0 .4702308849931966144 i
X 0 0 .5433631550937916584 i
X 0 0 .5820528400398206906 i
X 0 0 .6442720577042932564 i
1 .1611065748057281220 0 .2452434009050969059 i
1 .2675931579295522696 0 .4908602301154131071 i
1 .5546783875977481560 -0 .1425862640914545362 i
2 .7723533563146962071 -0 .0317817293129622178 i
5 .0355859818599438004 0 .1939705025629549282 i
8 .2740714440800100619 -0 .4006768823580786249 i
2 22 -5 .7508478270317991513 -0 .3966380692060325517 i
-3 .0989229605678339689 -0 .0367951288463637781 i
-2 .6578687926700986635 0 .4750514231179261651 i
-2 .1685384900220487682 -0 .5304599547618035959 i
-2 .1649037235800932025 -0 .6556799479627061212 i
-1 .9993374591885738305 -0 .7937833806893476787 i
-0 .7134828788387769252 -0 .4173091163848992712 i
-0 .5177954736277769974 -0 .0774519788946664802 i
X 0 -0 .1969833411812618589 i
X 0 -0 .0795648064210608445 i
X 0 0 .0832807564062743691 i
X 0 0 .4353376290976624486 i
X 0 0 .5354440207832323557 i
X 0 0 .7987499148744872811 i
0 .5177954736277769974 -0 .0774519788946664802 i
0 .7134828788387769252 -0 .4173091163848992712 i
1 .9993374591885738305 -0 .7937833806893476787 i
2 .1649037235800932025 -0 .6556799479627061212 i
2 .1685384900220487682 -0 .5304599547618035959 i
2 .6578687926700986635 0 .4750514231179261651 i
3 .0989229605678339689 -0 .0367951288463637781 i
5 .7508478270317991513 -0 .3966380692060325517 i
3 18 -4 .1487623163058861466 0 .6466932205729336571 i
-2 .8996030287151326702 -0 .2185420603934573754 i
-1 .7995013472622518539 0 .3631770003975414950 i
-1 .7936921056372117817 -0 .5318381559113247928 i
-1 .2723210226575675362 -0 .3074922538071967913 i
-0 .4557515044771253398 0 .4147920823440012464 i
-0 .2093990842754087457 -0 .7471103861076419981 i
X 0 -0 .5195272990123868741 i
X 0 0 .0849006708852991741 i
X 0 0 .4508995317102636117 i
X 0 0 .7443682022271132066 i
0 .2093990842754087457 -0 .7471103861076419981 i
0 .4557515044771253398 0 .4147920823440012464 i
1 .2723210226575675362 -0 .3074922538071967913 i
1 .7936921056372117817 -0 .5318381559113247928 i
1 .7995013472622518539 0 .3631770003975414950 i
2 .8996030287151326702 -0 .2185420603934573754 i
4 .1487623163058861466 0 .6466932205729336571 i