PGL(2,C)-representations for K12a1140

 K12a1139 Overview K12a1233  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
K12a1140 0 Empty variety
1 48 -12 .1722594915233590065 -0 .4829048843745202415 i
-10 .3508688639416637600 0 .4452448817085881667 i
-8 .4965663803466837420 -0 .0251170024855445298 i
-7 .1060258391285513676 0 .2452320968002894721 i
-6 .7319516716593387869 0 .8089773658044478342 i
-4 .6407750346892086271 0 .5713984089906526104 i
-4 .5977780486996491079 0 .7067293513791905651 i
-4 .5871221800623621447 0 .0753017787596031442 i
-4 .2814425833353554634 0 .6248418898128035373 i
-3 .8328008750244990295 0 .0420627146821727584 i
-3 .5406543925023132073 0 .4665146074940795804 i
-3 .3059147420195130126 0 .1237565700523278903 i
-3 .1904264890335190562 0 .3120550198646352097 i
-3 .0740039912105879078 -0 .6362048894992155744 i
-3 .0093247505756239217 0 .7939974667447825343 i
-2 .4965215234057613562 0 .2013555257104561132 i
-1 .9276989913585509460 -0 .4786561151466097467 i
-1 .8127272323926590441 -0 .0213927020696948454 i
-1 .6074810760442225708 -0 .3819844945307820428 i
-1 .0537092356541110717 -0 .0531340581519103194 i
-0 .8423637863983673089 0 .1896825852849542609 i
-0 .5796582452121634274 -0 .4661942217207226842 i
-0 .3611832184454603949 0 .0663153217215665292 i
-0 .0099336490800816553 0 .1619909168649026502 i
0 .0099336490800816553 0 .1619909168649026502 i
0 .3611832184454603949 0 .0663153217215665292 i
0 .5796582452121634274 -0 .4661942217207226842 i
0 .8423637863983673089 0 .1896825852849542609 i
1 .0537092356541110717 -0 .0531340581519103194 i
1 .6074810760442225708 -0 .3819844945307820428 i
1 .8127272323926590441 -0 .0213927020696948454 i
1 .9276989913585509460 -0 .4786561151466097467 i
2 .4965215234057613562 0 .2013555257104561132 i
3 .0093247505756239217 0 .7939974667447825343 i
3 .0740039912105879078 -0 .6362048894992155744 i
3 .1904264890335190562 0 .3120550198646352097 i
3 .3059147420195130126 0 .1237565700523278903 i
3 .5406543925023132073 0 .4665146074940795804 i
3 .8328008750244990295 0 .0420627146821727584 i
4 .2814425833353554634 0 .6248418898128035373 i
4 .5871221800623621447 0 .0753017787596031442 i
4 .5977780486996491079 0 .7067293513791905651 i
4 .6407750346892086271 0 .5713984089906526104 i
6 .7319516716593387869 0 .8089773658044478342 i
7 .1060258391285513676 0 .2452320968002894721 i
8 .4965663803466837420 -0 .0251170024855445298 i
10 .3508688639416637600 0 .4452448817085881667 i
12 .1722594915233590065 -0 .4829048843745202415 i