PGL(2,C)-representations for K13n4010

 K13n3998 Overview K13n4039  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
K13n4010 0 24X -5 .6484260803262270898 -0 .7311894110859954599 i
X -5 .1999473334028527006 0 .8096096496330094562 i
X -3 .9129344131828284421 0 .7268323526889578028 i
X -3 .6762686934399070010 0 .7316653868978881855 i
X -3 .1003457443013208801 0 .3693150002705643224 i
X -2 .0768115020904911659 -0 .1678429309923813014 i
X -2 .0218467718322597976 0 .4607484850387214357 i
X -1 .2356151731123327876 0 .1452289624171164215 i
X -0 .7894282294466151753 0 .0736434821782322818 i
X -0 .7312325562201814767 0 .0771622913478957954 i
X -0 .0954892047282072818 -0 .4439790566338218516 i
XX 0 0 .0761593176272566454 i
XX 0 0 .7562544593970484867 i
X 0 .0954892047282072818 -0 .4439790566338218516 i
X 0 .7312325562201814767 0 .0771622913478957954 i
X 0 .7894282294466151753 0 .0736434821782322818 i
X 1 .2356151731123327876 0 .1452289624171164215 i
X 2 .0218467718322597976 0 .4607484850387214357 i
X 2 .0768115020904911659 -0 .1678429309923813014 i
X 3 .1003457443013208801 0 .3693150002705643224 i
X 3 .6762686934399070010 0 .7316653868978881855 i
X 3 .9129344131828284421 0 .7268323526889578028 i
X 5 .1999473334028527006 0 .8096096496330094562 i
X 5 .6484260803262270898 -0 .7311894110859954599 i
1 35 -11 .9560482906405902441 0 .7877388405075084908 i
-5 .4291439046894409310 -0 .2422101508603426470 i
-4 .9798691901707326842 0 .0129959283033259236 i
-4 .3166342630466941224 -0 .0043664955450471516 i
-4 .0881383301094489627 -0 .5076413662757913548 i
-3 .3144353796895337952 -0 .7139236935103457276 i
-3 .0705107509584789627 0 .3342216064488551432 i
-2 .5682644975875648558 0 .5267665668151212468 i
-2 .3511413545963437532 0 .7192679091382871359 i
-2 .3173280827412599593 -0 .5125311731894365180 i
-2 .0238222784393517721 0 .6397577251516804902 i
-1 .4960960996691883935 -0 .2104078747260555916 i
-1 .1587628624411095216 -0 .5689270841493722099 i
-0 .8604969274361318361 0 .4634978558571366741 i
-0 .8579998959744661721 -0 .6585218229327827322 i
-0 .2524149883932990693 0 .0867165975041066867 i
-0 .2303216165633663062 0 .0667479246458067037 i
X 0 -0 .4383625863653091247 i
0 .2303216165633663062 0 .0667479246458067037 i
0 .2524149883932990693 0 .0867165975041066867 i
0 .8579998959744661721 -0 .6585218229327827322 i
0 .8604969274361318361 0 .4634978558571366741 i
1 .1587628624411095216 -0 .5689270841493722099 i
1 .4960960996691883935 -0 .2104078747260555916 i
2 .0238222784393517721 0 .6397577251516804902 i
2 .3173280827412599593 -0 .5125311731894365180 i
2 .3511413545963437532 0 .7192679091382871359 i
2 .5682644975875648558 0 .5267665668151212468 i
3 .0705107509584789627 0 .3342216064488551432 i
3 .3144353796895337952 -0 .7139236935103457276 i
4 .0881383301094489627 -0 .5076413662757913548 i
4 .3166342630466941224 -0 .0043664955450471516 i
4 .9798691901707326842 0 .0129959283033259236 i
5 .4291439046894409310 -0 .2422101508603426470 i
11 .9560482906405902441 0 .7877388405075084908 i