PGL(2,C)-representations for t05179

 t05178 Overview t05180  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
t05179 0 3XX 0
XX 0
XX 0
31X -5 .3984337213216554079 -0 .7697605386400150494 i
X -3 .8303833200304205636 0 .5411291902247661575 i
X -3 .4809483406624277260 -0 .4112851377107883863 i
X -3 .3928251804810365386 0 .4977216471398399829 i
X -2 .8025757338310974985 0 .0255795969195768142 i
X -1 .7865096805315920978 -0 .3565113927728796210 i
X -1 .6844397049839013872 0 .0375705237252473148 i
X -1 .5729073106319768911 0 .6731102389442221435 i
X -1 .4585661778563906358 -0 .4925580425073259956 i
X -1 .1017477081335406084 -0 .0210206812517919475 i
X -0 .9733413918146649226 -0 .5206328223249699712 i
X -0 .1246720482200058411 -0 .0596628631434016101 i
XX 0 -0 .5538904384924975183 i
XX 0 -0 .4277031708488217501 i
XX 0 -0 .0036305624669237842 i
XX 0 0 .0007687527899810571 i
XX 0 0 .0984812547920468948 i
XX 0 0 .2122316556842443027 i
XX 0 0 .7414490044887846976 i
X 0 .1246720482200058411 -0 .0596628631434016101 i
X 0 .9733413918146649226 -0 .5206328223249699712 i
X 1 .1017477081335406084 -0 .0210206812517919475 i
X 1 .4585661778563906358 -0 .4925580425073259956 i
X 1 .5729073106319768911 0 .6731102389442221435 i
X 1 .6844397049839013872 0 .0375705237252473148 i
X 1 .7865096805315920978 -0 .3565113927728796210 i
X 2 .8025757338310974985 0 .0255795969195768142 i
X 3 .3928251804810365386 0 .4977216471398399829 i
X 3 .4809483406624277260 -0 .4112851377107883863 i
X 3 .8303833200304205636 0 .5411291902247661575 i
X 5 .3984337213216554079 -0 .7697605386400150494 i
1 38 -5 .7894715744638765548 -0 .2161887028006109227 i
-4 .7394361785316677688 -0 .5435030103899767261 i
-3 .9973916494811524568 0 .0007392299859956917 i
-3 .1815323125796544848 -0 .1008291873212285185 i
-2 .7367582002568662858 -0 .7196240713422123399 i
-2 .6703196955671043159 0 .1155774453321712059 i
-2 .2235528623668121925 -0 .6982135189924499804 i
-1 .6239241409465361456 0 .0269199631849047018 i
-1 .4815468594096435006 0 .7770243345355166664 i
-0 .6924581802829024852 -0 .5787236987554077503 i
-0 .6269103775312725992 0 .7877728388967809636 i
-0 .5094032712738050046 -0 .1834296950087104357 i
-0 .4562257380935557933 -0 .5863742082963555349 i
-0 .3606752886739470907 -0 .8120602388740226082 i
X 0 -0 .8218139169926516185 i
X 0 -0 .6710102625335141750 i
X 0 -0 .6333515255246702311 i
X 0 -0 .4834935690845810648 i
X 0 -0 .3432817490746686113 i
X 0 -0 .3289575033680584335 i
X 0 -0 .0680605459592002190 i
X 0 0 .0366076438475837926 i
X 0 0 .2531933465669349057 i
X 0 0 .2973227875729046478 i
0 .3606752886739470907 -0 .8120602388740226082 i
0 .4562257380935557933 -0 .5863742082963555349 i
0 .5094032712738050046 -0 .1834296950087104357 i
0 .6269103775312725992 0 .7877728388967809636 i
0 .6924581802829024852 -0 .5787236987554077503 i
1 .4815468594096435006 0 .7770243345355166664 i
1 .6239241409465361456 0 .0269199631849047018 i
2 .2235528623668121925 -0 .6982135189924499804 i
2 .6703196955671043159 0 .1155774453321712059 i
2 .7367582002568662858 -0 .7196240713422123399 i
3 .1815323125796544848 -0 .1008291873212285185 i
3 .9973916494811524568 0 .0007392299859956917 i
4 .7394361785316677688 -0 .5435030103899767261 i
5 .7894715744638765548 -0 .2161887028006109227 i