PGL(2,C)-representations for K13n4539

 K13n4514 Overview K13n4558  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
K13n4539 0 29X -6 .9593352786293223011 -0 .4690701580726887299 i
X -4 .9342898827990685159 -0 .2795222684952616483 i
X -4 .2634231316149813506 0 .2297604213777830690 i
X -3 .8979224195443152030 0 .2725790756535570375 i
X -3 .3516080145636443191 0 .6257543143167051802 i
X -3 .0127045165308509179 0 .3500356171429348782 i
X -2 .3548120423488607183 0 .2797932082804677216 i
X -2 .1736613324485269864 -0 .0052598069817206163 i
X -1 .9843686104983129547 0 .5611223733051138512 i
X -1 .4679170862765228174 -0 .3255856898001257602 i
X -1 .2342963994707009566 0 .2997018261156987456 i
X -0 .8283683605710815961 -0 .1686632257137786085 i
X -0 .7885780862340135135 0 .4865146647199234765 i
X -0 .2954756494096080997 -0 .4698716323243353324 i
XX 0 0 .5152906946479063446 i
X 0 .2954756494096080997 -0 .4698716323243353324 i
X 0 .7885780862340135135 0 .4865146647199234765 i
X 0 .8283683605710815961 -0 .1686632257137786085 i
X 1 .2342963994707009566 0 .2997018261156987456 i
X 1 .4679170862765228174 -0 .3255856898001257602 i
X 1 .9843686104983129547 0 .5611223733051138512 i
X 2 .1736613324485269864 -0 .0052598069817206163 i
X 2 .3548120423488607183 0 .2797932082804677216 i
X 3 .0127045165308509179 0 .3500356171429348782 i
X 3 .3516080145636443191 0 .6257543143167051802 i
X 3 .8979224195443152030 0 .2725790756535570375 i
X 4 .2634231316149813506 0 .2297604213777830690 i
X 4 .9342898827990685159 -0 .2795222684952616483 i
X 6 .9593352786293223011 -0 .4690701580726887299 i
1 35 -12 .5975018968174366131 -0 .4042039832132386284 i
-5 .5423139978319805491 -0 .3866046547648139176 i
-5 .3619931966884842451 -0 .2553068867315323828 i
-4 .4118098322215905247 -0 .5867110360502521708 i
-3 .5480123165464775676 -0 .4871137722751813347 i
-3 .3814062084295531817 -0 .7046597526556134791 i
-2 .5312451525805665300 0 .3797547294365057591 i
-2 .5047052297625586143 0 .4700596854256995109 i
-2 .2899483078205315234 0 .2833380530751519567 i
-2 .0418421757605029437 -0 .7378679298207229381 i
-1 .8941181779562578893 0 .4240830584791070331 i
-1 .2856602005294980061 -0 .7589485496193314307 i
-1 .2478382961910072818 0 .6225361761897901467 i
-1 .2454493765135666505 0 .6451165258983445984 i
-0 .6667029733707113204 -0 .7133316381482761016 i
-0 .2465880750519109758 -0 .0119491466643573082 i
-0 .1452203859834630790 0 .0556713644819467344 i
X 0 -0 .6025266866311314035 i
0 .1452203859834630790 0 .0556713644819467344 i
0 .2465880750519109758 -0 .0119491466643573082 i
0 .6667029733707113204 -0 .7133316381482761016 i
1 .2454493765135666505 0 .6451165258983445984 i
1 .2478382961910072818 0 .6225361761897901467 i
1 .2856602005294980061 -0 .7589485496193314307 i
1 .8941181779562578893 0 .4240830584791070331 i
2 .0418421757605029437 -0 .7378679298207229381 i
2 .2899483078205315234 0 .2833380530751519567 i
2 .5047052297625586143 0 .4700596854256995109 i
2 .5312451525805665300 0 .3797547294365057591 i
3 .3814062084295531817 -0 .7046597526556134791 i
3 .5480123165464775676 -0 .4871137722751813347 i
4 .4118098322215905247 -0 .5867110360502521708 i
5 .3619931966884842451 -0 .2553068867315323828 i
5 .5423139978319805491 -0 .3866046547648139176 i
12 .5975018968174366131 -0 .4042039832132386284 i