PGL(2,C)-representations for K14n18503

 K14n18372 Overview K14n18580  


Manifold Obstruction
index
Degree of
component
PSL(2,R) SL(2,C) Complex volume
K14n18503 0 26X -6 .1037286863997999515 0 .7726099139034453080 i
X -4 .8218606418646642546 -0 .3007546426009963482 i
X -4 .4049468045300026847 -0 .7349527665394354986 i
X -3 .7480635713550204634 -0 .3314654776196419987 i
X -2 .8282477912945944473 -0 .2201352050227923606 i
X -2 .4762971083061515446 0 .1448575652986897421 i
X -2 .1678768775227624265 -0 .3732771262990039933 i
X -1 .9396767918186058001 -0 .5124371893596644916 i
X -1 .8730688591718319605 -0 .6716884725860900693 i
X -1 .8005485465147612882 -0 .6192179902409282932 i
X -1 .1336559856183174608 0 .1500169189505648212 i
X -0 .3118524490673132135 0 .8176962539348479096 i
XX 0 0 .2239330645268676058 i
XX 0 0 .2436952381386900669 i
X 0 .3118524490673132135 0 .8176962539348479096 i
X 1 .1336559856183174608 0 .1500169189505648212 i
X 1 .8005485465147612882 -0 .6192179902409282932 i
X 1 .8730688591718319605 -0 .6716884725860900693 i
X 1 .9396767918186058001 -0 .5124371893596644916 i
X 2 .1678768775227624265 -0 .3732771262990039933 i
X 2 .4762971083061515446 0 .1448575652986897421 i
X 2 .8282477912945944473 -0 .2201352050227923606 i
X 3 .7480635713550204634 -0 .3314654776196419987 i
X 4 .4049468045300026847 -0 .7349527665394354986 i
X 4 .8218606418646642546 -0 .3007546426009963482 i
X 6 .1037286863997999515 0 .7726099139034453080 i
1 35 -12 .2622884502409131140 -0 .5812524241340984860 i
-6 .0321074099460025233 0 .4734785429965276837 i
-5 .1290183715263984112 -0 .0017373716405623226 i
-4 .9699505728064989259 0 .3046925434300839181 i
-4 .5014086523643118907 0 .3639330725265695647 i
-3 .3755398167896944774 -0 .0635128036636723827 i
-2 .7411053985220548309 -0 .3083535611136630253 i
-2 .6066335959501394669 -0 .0584920190076976629 i
-2 .0317920115354815588 -0 .7564092733140533540 i
-1 .6809628842548906592 0 .4878461531516342302 i
-1 .5105456078009100682 0 .8115686024832833878 i
-1 .3099829394855394284 0 .6852379014395351339 i
-1 .0284558070367107618 0 .0780935554310157881 i
-0 .8516493244803231671 0 .7724576722617375369 i
-0 .8398973607706212297 0 .5112121055949452914 i
-0 .4231240847924854068 0 .6011834570444582847 i
-0 .0168708282467033168 0 .4455929831624832246 i
X 0 0 .6935920609440785607 i
0 .0168708282467033168 0 .4455929831624832246 i
0 .4231240847924854068 0 .6011834570444582847 i
0 .8398973607706212297 0 .5112121055949452914 i
0 .8516493244803231671 0 .7724576722617375369 i
1 .0284558070367107618 0 .0780935554310157881 i
1 .3099829394855394284 0 .6852379014395351339 i
1 .5105456078009100682 0 .8115686024832833878 i
1 .6809628842548906592 0 .4878461531516342302 i
2 .0317920115354815588 -0 .7564092733140533540 i
2 .6066335959501394669 -0 .0584920190076976629 i
2 .7411053985220548309 -0 .3083535611136630253 i
3 .3755398167896944774 -0 .0635128036636723827 i
4 .5014086523643118907 0 .3639330725265695647 i
4 .9699505728064989259 0 .3046925434300839181 i
5 .1290183715263984112 -0 .0017373716405623226 i
6 .0321074099460025233 0 .4734785429965276837 i
12 .2622884502409131140 -0 .5812524241340984860 i