PGL(2,C)-representations for K14a17509

 K14a17473 Overview K14a17517  


Manifold Obstruction
index
Degree of
component
PSL(2,R) SL(2,C) Complex volume
K14a17509 0 Empty variety
1 59 -11 .8475187094266451043 -0 .6036311977919312446 i
-9 .5800191125251628542 0 .5400912620583226453 i
-9 .2479221057563880845 0 .3002580456275357785 i
-8 .3645925360220172173 -0 .7150221185008326322 i
-7 .6161412259452296987 -0 .3022628779431630035 i
-6 .1770023666497819540 -0 .6199779601268299867 i
-6 .1267605646819923453 0 .4637934870989514948 i
-5 .7492192478969206413 -0 .4551728026306212719 i
-5 .0208197124674696685 -0 .5502757856606305642 i
-4 .7049806385489376471 0 .5201323837504676107 i
-4 .5166820121324116200 0 .2222332464273294277 i
-4 .2216655541053521722 0 .2891045235965293767 i
-3 .7245670231408811047 -0 .8176149581679203845 i
-2 .5090749160544134368 0 .4076877879525977050 i
-2 .3548649245734018007 0 .3865836621945032363 i
-2 .3238054407952709462 -0 .4929673187841732100 i
-2 .3076032243501746333 0 .5454024256630168297 i
-1 .9017787020204778532 0 .4196506950383795705 i
-1 .8250852460803480755 -0 .1690521401342870948 i
-1 .7990417690832438312 -0 .4375965518555589114 i
-1 .4854937112510870214 0 .4127184271542870441 i
-1 .3357620277896806526 0 .6913515586484113698 i
-1 .1217439790561209821 0 .1670373516045856428 i
-0 .6670214975424258666 0 .1468031976413155846 i
-0 .3741799499331733386 0 .7988066729719714710 i
-0 .2422882132731661606 0 .7198071687534724967 i
-0 .1183403757803816748 -0 .3495791205879649859 i
X 0 -0 .4925413442683201185 i
X 0 -0 .2466119613552652416 i
X 0 0 .0555992380429027512 i
X 0 0 .2729264634961786034 i
X 0 0 .6638776097854288891 i
0 .1183403757803816748 -0 .3495791205879649859 i
0 .2422882132731661606 0 .7198071687534724967 i
0 .3741799499331733386 0 .7988066729719714710 i
0 .6670214975424258666 0 .1468031976413155846 i
1 .1217439790561209821 0 .1670373516045856428 i
1 .3357620277896806526 0 .6913515586484113698 i
1 .4854937112510870214 0 .4127184271542870441 i
1 .7990417690832438312 -0 .4375965518555589114 i
1 .8250852460803480755 -0 .1690521401342870948 i
1 .9017787020204778532 0 .4196506950383795705 i
2 .3076032243501746333 0 .5454024256630168297 i
2 .3238054407952709462 -0 .4929673187841732100 i
2 .3548649245734018007 0 .3865836621945032363 i
2 .5090749160544134368 0 .4076877879525977050 i
3 .7245670231408811047 -0 .8176149581679203845 i
4 .2216655541053521722 0 .2891045235965293767 i
4 .5166820121324116200 0 .2222332464273294277 i
4 .7049806385489376471 0 .5201323837504676107 i
5 .0208197124674696685 -0 .5502757856606305642 i
5 .7492192478969206413 -0 .4551728026306212719 i
6 .1267605646819923453 0 .4637934870989514948 i
6 .1770023666497819540 -0 .6199779601268299867 i
7 .6161412259452296987 -0 .3022628779431630035 i
8 .3645925360220172173 -0 .7150221185008326322 i
9 .2479221057563880845 0 .3002580456275357785 i
9 .5800191125251628542 0 .5400912620583226453 i
11 .8475187094266451043 -0 .6036311977919312446 i