PGL(2,C)-representations for K14a12222

 K14a12198 Overview K14a12247  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
K14a12222 0 Empty variety
1 51 -11 .2728412862988112226 -0 .2031378038168616997 i
-9 .3581970906842856994 -0 .3077498920166014856 i
-8 .9562753258409648881 0 .2787112575350296850 i
-7 .5649779418207264971 0 .1963564925101407690 i
-6 .1670182311596883845 -0 .8213048022418742303 i
-6 .0628731335331057116 -0 .4937930256529486090 i
-5 .0741356029571150379 -0 .3888718864261135059 i
-5 .0381754510430848394 0 .1344783824462763726 i
-4 .8743588715763740064 -0 .2013185380709262551 i
-4 .2580654580094954125 -0 .4371716820474139899 i
-3 .8670091982711146538 -0 .3759587249147543341 i
-3 .1974090817113208086 0 .1595834032263236749 i
-2 .7929787439833234284 -0 .3079180727359044441 i
-2 .2140105401705790769 -0 .6162823483903718981 i
-1 .8196305145928214380 0 .0801327964466266955 i
-1 .5993132693941365554 0 .7859537647258614246 i
-1 .5515815218686159785 -0 .1283160306214561293 i
-1 .1814145435361138518 0 .3481401679241140799 i
-1 .1434931412042779463 -0 .0633488179158688822 i
-0 .8997520176549311358 0 .5530732795148407401 i
-0 .8923988636863479858 0 .3773852912839950587 i
-0 .8522822826848230023 0 .6954557409258625724 i
-0 .4047237252941891648 -0 .2636795655084900009 i
-0 .3732564886252913257 -0 .0671046689675583103 i
X 0 -0 .6644214727671769350 i
X 0 0 .5639022619424074933 i
X 0 0 .5889557095526884095 i
0 .3732564886252913257 -0 .0671046689675583103 i
0 .4047237252941891648 -0 .2636795655084900009 i
0 .8522822826848230023 0 .6954557409258625724 i
0 .8923988636863479858 0 .3773852912839950587 i
0 .8997520176549311358 0 .5530732795148407401 i
1 .1434931412042779463 -0 .0633488179158688822 i
1 .1814145435361138518 0 .3481401679241140799 i
1 .5515815218686159785 -0 .1283160306214561293 i
1 .5993132693941365554 0 .7859537647258614246 i
1 .8196305145928214380 0 .0801327964466266955 i
2 .2140105401705790769 -0 .6162823483903718981 i
2 .7929787439833234284 -0 .3079180727359044441 i
3 .1974090817113208086 0 .1595834032263236749 i
3 .8670091982711146538 -0 .3759587249147543341 i
4 .2580654580094954125 -0 .4371716820474139899 i
4 .8743588715763740064 -0 .2013185380709262551 i
5 .0381754510430848394 0 .1344783824462763726 i
5 .0741356029571150379 -0 .3888718864261135059 i
6 .0628731335331057116 -0 .4937930256529486090 i
6 .1670182311596883845 -0 .8213048022418742303 i
7 .5649779418207264971 0 .1963564925101407690 i
8 .9562753258409648881 0 .2787112575350296850 i
9 .3581970906842856994 -0 .3077498920166014856 i
11 .2728412862988112226 -0 .2031378038168616997 i