PGL(2,C)-representations for K13n4269

 K13n4039 Overview K13n4283  


Manifold Obstruction
index
Degree of
component
PSL(2,R) SL(2,C) Complex volume
K13n4269 0 16X -4 .9546547321380819832 0 .0445109340383256835 i
X -3 .7586161731446476076 -0 .0710579422635053764 i
X -3 .5210749747594965819 0 .4176137780397702274 i
X -2 .7050120471505870895 -0 .4172326644272202644 i
X -2 .1122440034293205263 -0 .0212230664021093753 i
X -1 .8701058003893513099 -0 .2407968151116205499 i
X -1 .6062039117724266451 0 .3861448289801501586 i
X -1 .5262991877725997950 -0 .0979590528537905034 i
X 1 .5262991877725997950 -0 .0979590528537905034 i
X 1 .6062039117724266451 0 .3861448289801501586 i
X 1 .8701058003893513099 -0 .2407968151116205499 i
X 2 .1122440034293205263 -0 .0212230664021093753 i
X 2 .7050120471505870895 -0 .4172326644272202644 i
X 3 .5210749747594965819 0 .4176137780397702274 i
X 3 .7586161731446476076 -0 .0710579422635053764 i
X 4 .9546547321380819832 0 .0445109340383256835 i
1 20 -5 .3616274444604220739 0 .5562469257022133578 i
-5 .3616274444604220739 0 .5562469257022133578 i
-4 .2438519745035868174 -0 .1748712980032841081 i
-4 .2438519745035868174 -0 .1748712980032841081 i
-2 .0298832128193072500 -0 .7627512553978584994 i
-2 .0298832128193072500 -0 .7627512553978584994 i
-1 .3018610188218075738 0 .5562469257022133578 i
-1 .3018610188218075738 0 .5562469257022133578 i
-0 .1840855488649723174 -0 .1748712980032841081 i
-0 .1840855488649723174 -0 .1748712980032841081 i
0 .1840855488649723174 -0 .1748712980032841081 i
0 .1840855488649723174 -0 .1748712980032841081 i
1 .3018610188218075738 0 .5562469257022133578 i
1 .3018610188218075738 0 .5562469257022133578 i
2 .0298832128193072500 -0 .7627512553978584994 i
2 .0298832128193072500 -0 .7627512553978584994 i
4 .2438519745035868174 -0 .1748712980032841081 i
4 .2438519745035868174 -0 .1748712980032841081 i
5 .3616274444604220739 0 .5562469257022133578 i
5 .3616274444604220739 0 .5562469257022133578 i
23 -12 .3921962738498082868 -0 .7446086828874353691 i
-9 .3399450261380103428 0 .2263698818957835081 i
-4 .5697690902135112301 -0 .0688777877282810799 i
-4 .2552110790804160200 -0 .7203490253298970912 i
-3 .6112074040691511998 -0 .1354512296347504866 i
-2 .7743579235015628082 0 .7161526288368157820 i
-2 .1203953016363980543 0 .8112401137065083143 i
-1 .8366388510858788818 -0 .5224328227045481114 i
-1 .5139497287173770951 0 .4300390898168453985 i
-1 .2380333664611854584 -0 .0552442179727177624 i
-0 .3198590366802225774 0 .5824714584811829587 i
X 0 0 .6063152538892143144 i
0 .3198590366802225774 0 .5824714584811829587 i
1 .2380333664611854584 -0 .0552442179727177624 i
1 .5139497287173770951 0 .4300390898168453985 i
1 .8366388510858788818 -0 .5224328227045481114 i
2 .1203953016363980543 0 .8112401137065083143 i
2 .7743579235015628082 0 .7161526288368157820 i
3 .6112074040691511998 -0 .1354512296347504866 i
4 .2552110790804160200 -0 .7203490253298970912 i
4 .5697690902135112301 -0 .0688777877282810799 i
9 .3399450261380103428 0 .2263698818957835081 i
12 .3921962738498082868 -0 .7446086828874353691 i