PGL(2,C)-representations for K14n22789

 K14n22341 Overview K14n23624  


Manifold Obstruction
index
Degree of
component
PSL(2,R) SL(2,C) Complex volume
K14n22789 0 24X -5 .1147636900530873091 0 .6086173636364176922 i
X -4 .4842060736968516003 -0 .0339445390620169489 i
X -3 .4422194230108638089 -0 .0074725756702827751 i
X -3 .0225044292201941029 -0 .6150906295095217290 i
X -2 .5606888459468262401 0 .3440181506094780886 i
X -2 .3170556133594426130 -0 .5462778501166042616 i
X -2 .1983803034959207357 0 .5637846874582269300 i
X -1 .8001648037517437119 -0 .1244126903456124052 i
X -1 .4407083590537162394 -0 .6402035422394480040 i
X -1 .3624226316942891269 -0 .2901656379417067378 i
X -0 .8997070634332554615 0 .7769923050677517501 i
XX 0 -0 .1645714995563352431 i
XX 0 0 .0928814157829720452 i
X 0 .8997070634332554615 0 .7769923050677517501 i
X 1 .3624226316942891269 -0 .2901656379417067378 i
X 1 .4407083590537162394 -0 .6402035422394480040 i
X 1 .8001648037517437119 -0 .1244126903456124052 i
X 2 .1983803034959207357 0 .5637846874582269300 i
X 2 .3170556133594426130 -0 .5462778501166042616 i
X 2 .5606888459468262401 0 .3440181506094780886 i
X 3 .0225044292201941029 -0 .6150906295095217290 i
X 3 .4422194230108638089 -0 .0074725756702827751 i
X 4 .4842060736968516003 -0 .0339445390620169489 i
X 5 .1147636900530873091 0 .6086173636364176922 i
1 36 -11 .9553463668129985650 0 .1182278833744538803 i
-7 .9087707256921202264 0 .3020469525297846642 i
-4 .6606707132577733572 0 .5200595855540858565 i
-4 .1850469171451171270 0 .5929783178753343500 i
-3 .9529701804150680170 -0 .1876528868466841299 i
-3 .5215039863840717964 0 .5881199115422612767 i
-2 .9634208099465695443 0 .5580893266502079542 i
-2 .7814256388557222045 -0 .4762502507208875860 i
-2 .0232917294328593895 -0 .3981053013279879834 i
-1 .7479401171273020429 -0 .7159436002067062008 i
-1 .6807444191995843593 -0 .3326910955295950837 i
-1 .2130017974758186740 0 .2696005636162848631 i
-0 .9434536831423346626 -0 .5004935963947006629 i
-0 .8841967167102476856 -0 .3971800052173955563 i
-0 .4612503166108949225 0 .8191756246826026883 i
-0 .1055246839287297663 -0 .1019388234231511559 i
-0 .0264286268481028555 0 .0604610550601808482 i
X 0 -0 .1539935151199825203 i
X 0 0 .3619202595320329118 i
0 .0264286268481028555 0 .0604610550601808482 i
0 .1055246839287297663 -0 .1019388234231511559 i
0 .4612503166108949225 0 .8191756246826026883 i
0 .8841967167102476856 -0 .3971800052173955563 i
0 .9434536831423346626 -0 .5004935963947006629 i
1 .2130017974758186740 0 .2696005636162848631 i
1 .6807444191995843593 -0 .3326910955295950837 i
1 .7479401171273020429 -0 .7159436002067062008 i
2 .0232917294328593895 -0 .3981053013279879834 i
2 .7814256388557222045 -0 .4762502507208875860 i
2 .9634208099465695443 0 .5580893266502079542 i
3 .5215039863840717964 0 .5881199115422612767 i
3 .9529701804150680170 -0 .1876528868466841299 i
4 .1850469171451171270 0 .5929783178753343500 i
4 .6606707132577733572 0 .5200595855540858565 i
7 .9087707256921202264 0 .3020469525297846642 i
11 .9553463668129985650 0 .1182278833744538803 i