PGL(2,C)-representations for K14n18631

 K14n18580 Overview K14n18918  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
K14n18631 0 25X -6 .1507494785558538637 -0 .5919060214130823779 i
X -4 .0111254702795540951 0 .7858376350750515101 i
X -3 .9364200571974594420 -0 .6367527492093188638 i
X -2 .6182262177751964598 -0 .5827468096766377500 i
X -2 .4599497283730906889 -0 .0959711292077527855 i
X -2 .1917592206520063996 -0 .2954575728339009095 i
X -2 .1157700367831490797 0 .6176389034522168608 i
X -2 .0937802522259380696 0 .1951721871317416737 i
X -1 .4766934139630862856 0 .4944090548346347670 i
X -1 .0462635119764060733 -0 .5051579672115008893 i
X -0 .2827440585891161890 -0 .1203849900302163879 i
X -0 .0860599672782386653 0 .4838970863583305491 i
XX 0 0 .5028447454608692063 i
X 0 .0860599672782386653 0 .4838970863583305491 i
X 0 .2827440585891161890 -0 .1203849900302163879 i
X 1 .0462635119764060733 -0 .5051579672115008893 i
X 1 .4766934139630862856 0 .4944090548346347670 i
X 2 .0937802522259380696 0 .1951721871317416737 i
X 2 .1157700367831490797 0 .6176389034522168608 i
X 2 .1917592206520063996 -0 .2954575728339009095 i
X 2 .4599497283730906889 -0 .0959711292077527855 i
X 2 .6182262177751964598 -0 .5827468096766377500 i
X 3 .9364200571974594420 -0 .6367527492093188638 i
X 4 .0111254702795540951 0 .7858376350750515101 i
X 6 .1507494785558538637 -0 .5919060214130823779 i
1 40 -11 .8416730291589918335 -0 .0823306804304980348 i
-7 .2656127610191924322 -0 .2568099390736714753 i
-7 .2184659394852407315 -0 .4650552929030770017 i
-4 .5060393921849256913 -0 .0776687772931819197 i
-3 .6895327541612513882 0 .2021254723378437041 i
-3 .1428450807435133905 0 .5115853436578161937 i
-2 .7582529330788204179 0 .7866441926675068303 i
-1 .9024764974408677622 -0 .0810297504696149238 i
-1 .7984399337078016717 0 .3111171455412623337 i
-1 .7891319416558857011 -0 .6643647537817081190 i
-1 .6017813397080586899 0 .2427739950180228942 i
-1 .4998412128415549832 -0 .3553454988525821685 i
-1 .4485330760788008232 0 .6140161105815575263 i
-1 .2758941274495291441 -0 .4992023743234600284 i
-1 .2189693102693342319 0 .6597440151740468704 i
-0 .9945488965401701065 -0 .6470699034555333166 i
-0 .9601747845871354272 -0 .1055415225652335103 i
-0 .0129616809476326086 0 .1414067115952050042 i
X 0 -0 .7728239720874476264 i
X 0 -0 .3102574915582912286 i
X 0 -0 .0702784863762833511 i
X 0 0 .6833709631726204886 i
0 .0129616809476326086 0 .1414067115952050042 i
0 .9601747845871354272 -0 .1055415225652335103 i
0 .9945488965401701065 -0 .6470699034555333166 i
1 .2189693102693342319 0 .6597440151740468704 i
1 .2758941274495291441 -0 .4992023743234600284 i
1 .4485330760788008232 0 .6140161105815575263 i
1 .4998412128415549832 -0 .3553454988525821685 i
1 .6017813397080586899 0 .2427739950180228942 i
1 .7891319416558857011 -0 .6643647537817081190 i
1 .7984399337078016717 0 .3111171455412623337 i
1 .9024764974408677622 -0 .0810297504696149238 i
2 .7582529330788204179 0 .7866441926675068303 i
3 .1428450807435133905 0 .5115853436578161937 i
3 .6895327541612513882 0 .2021254723378437041 i
4 .5060393921849256913 -0 .0776687772931819197 i
7 .2184659394852407315 -0 .4650552929030770017 i
7 .2656127610191924322 -0 .2568099390736714753 i
11 .8416730291589918335 -0 .0823306804304980348 i