PGL(2,C)-representations for K13n3144

 K13n3089 Overview K13n3247  


Manifold Obstruction
index
Degree of
component
PSL(2,R) SL(2,C) Complex volume
K13n3144 0 12X -2 .8281220883307831627 -0 .7212206829217846486 i
X -2 .8281220883307831627 -0 .7212206829217846486 i
X -2 .8281220883307831627 -0 .3922338695521393613 i
X -2 .8281220883307831627 -0 .3922338695521393613 i
X 0 0 .1264941123649881481 i
X 0 0 .1264941123649881481 i
X 0 0 .4554809257346334354 i
X 0 0 .4554809257346334354 i
X 2 .8281220883307831627 -0 .7212206829217846486 i
X 2 .8281220883307831627 -0 .7212206829217846486 i
X 2 .8281220883307831627 -0 .3922338695521393613 i
X 2 .8281220883307831627 -0 .3922338695521393613 i
1 41 -12 .3525511194228166134 -0 .3426755454980833727 i
-8 .0766208079827622325 0 .4551535739645980016 i
-7 .4250268125360196136 -0 .6005216775561572934 i
-7 .2960803622389682761 0 .0909252524478173075 i
-4 .7105130044957127550 0 .4410432678741379835 i
-4 .2741635883852373555 0 .6058534033524801687 i
-3 .2367061867271274728 -0 .6003782450374538025 i
-3 .0034042861006227910 0 .5605356857322056659 i
-2 .9014942507275399625 -0 .1849377808672016184 i
-2 .8265997563635268147 0 .7838061234436489897 i
-2 .4442614676024097316 0 .6145123229488329434 i
-2 .3680378396987144879 -0 .7366228352819839531 i
-2 .2424926982942318227 -0 .6303948075982682484 i
-1 .9741768252873126121 0 .0959354398233283004 i
-1 .4980090647551138561 0 .2319719899639985728 i
-1 .1439987597584388657 -0 .5697068524326126353 i
-0 .7877960190883550430 -0 .1959211807402860471 i
-0 .7729937024014981873 0 .7345275366345462947 i
-0 .7215710173238428328 0 .6917614840108501842 i
-0 .3670531104905011018 0 .3648068072667970498 i
X 0 -0 .3294797912059361103 i
0 .3670531104905011018 0 .3648068072667970498 i
0 .7215710173238428328 0 .6917614840108501842 i
0 .7729937024014981873 0 .7345275366345462947 i
0 .7877960190883550430 -0 .1959211807402860471 i
1 .1439987597584388657 -0 .5697068524326126353 i
1 .4980090647551138561 0 .2319719899639985728 i
1 .9741768252873126121 0 .0959354398233283004 i
2 .2424926982942318227 -0 .6303948075982682484 i
2 .3680378396987144879 -0 .7366228352819839531 i
2 .4442614676024097316 0 .6145123229488329434 i
2 .8265997563635268147 0 .7838061234436489897 i
2 .9014942507275399625 -0 .1849377808672016184 i
3 .0034042861006227910 0 .5605356857322056659 i
3 .2367061867271274728 -0 .6003782450374538025 i
4 .2741635883852373555 0 .6058534033524801687 i
4 .7105130044957127550 0 .4410432678741379835 i
7 .2960803622389682761 0 .0909252524478173075 i
7 .4250268125360196136 -0 .6005216775561572934 i
8 .0766208079827622325 0 .4551535739645980016 i
12 .3525511194228166134 -0 .3426755454980833727 i