PGL(2,C)-representations for K13n574

 K13n571 Overview K13n577  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
K13n574 0 16X -5 .1938464417024512340 0 .2110052318552812442 i
X -5 .1938464417024512340 0 .2110052318552812442 i
X -3 .4449881100848705907 -0 .2110052318552812442 i
X -3 .4449881100848705907 -0 .2110052318552812442 i
X -1 .1340800160638367339 0 .2110052318552812442 i
X -1 .1340800160638367339 0 .2110052318552812442 i
X -0 .6147783155537439093 -0 .2110052318552812442 i
X -0 .6147783155537439093 -0 .2110052318552812442 i
X 0 .6147783155537439093 -0 .2110052318552812442 i
X 0 .6147783155537439093 -0 .2110052318552812442 i
X 1 .1340800160638367339 0 .2110052318552812442 i
X 1 .1340800160638367339 0 .2110052318552812442 i
X 3 .4449881100848705907 -0 .2110052318552812442 i
X 3 .4449881100848705907 -0 .2110052318552812442 i
X 5 .1938464417024512340 0 .2110052318552812442 i
X 5 .1938464417024512340 0 .2110052318552812442 i
1 35 -11 .7613395340539848034 -0 .5290211566042871399 i
-8 .5930013197545918067 0 .5867008756981567944 i
-5 .2709690189447800311 0 .2389826111501385593 i
-4 .3402246324494041097 0 .2815525786708114144 i
-3 .8853033914751735728 0 .5161537460293436853 i
-3 .8184540192263695184 -0 .2976335272426407010 i
-3 .4591963213705432232 -0 .3958426686902193935 i
-3 .3306917213055581788 0 .6222886874070929633 i
-3 .0908818982074905059 -0 .3450936107766726218 i
-2 .6250042902553416111 -0 .0328125318149861716 i
-2 .2872897433519514088 0 .7025373078890173839 i
-2 .2684231987675341298 -0 .7112931327278598803 i
-2 .0527187316198266570 0 .0963190884475536579 i
-1 .6262361049701481233 -0 .2559657489138203292 i
-0 .8698053664646441820 -0 .5381850590907949343 i
-0 .7506772720836318907 -0 .4116246394671418562 i
-0 .5348106956798099711 0 .4693510049583562925 i
X 0 0 .0071723501559045539 i
0 .5348106956798099711 0 .4693510049583562925 i
0 .7506772720836318907 -0 .4116246394671418562 i
0 .8698053664646441820 -0 .5381850590907949343 i
1 .6262361049701481233 -0 .2559657489138203292 i
2 .0527187316198266570 0 .0963190884475536579 i
2 .2684231987675341298 -0 .7112931327278598803 i
2 .2872897433519514088 0 .7025373078890173839 i
2 .6250042902553416111 -0 .0328125318149861716 i
3 .0908818982074905059 -0 .3450936107766726218 i
3 .3306917213055581788 0 .6222886874070929633 i
3 .4591963213705432232 -0 .3958426686902193935 i
3 .8184540192263695184 -0 .2976335272426407010 i
3 .8853033914751735728 0 .5161537460293436853 i
4 .3402246324494041097 0 .2815525786708114144 i
5 .2709690189447800311 0 .2389826111501385593 i
8 .5930013197545918067 0 .5867008756981567944 i
11 .7613395340539848034 -0 .5290211566042871399 i