PGL(2,C)-representations for K13n1437

 K13n1430 Overview K13n1441  


Manifold Obstruction
index
Degree of
component
PSL(2,R) SL(2,C) Complex volume
K13n1437 0 15X -7 .2289546044538292642 -0 .4414338165757030137 i
X -4 .4008325161230461014 0 .4062809787110697830 i
X -4 .3587016640821664798 0 .5948397160339601856 i
X -2 .8281220883307831627 -0 .6230470798289847140 i
X -1 .5727104277922629386 -0 .4414338165757030137 i
X -1 .5305795757513833170 -0 .2023795555274934540 i
X -1 .2975425125793998457 0 .5948397160339601856 i
XX 0 0 .2246677154577880827 i
X 1 .2975425125793998457 0 .5948397160339601856 i
X 1 .5305795757513833170 -0 .2023795555274934540 i
X 1 .5727104277922629386 -0 .4414338165757030137 i
X 2 .8281220883307831627 -0 .6230470798289847140 i
X 4 .3587016640821664798 0 .5948397160339601856 i
X 4 .4008325161230461014 0 .4062809787110697830 i
X 7 .2289546044538292642 -0 .4414338165757030137 i
1 30 -11 .6242743722109105724 0 .1004239047736437182 i
-6 .6830923864619899538 0 .4682085765139917671 i
-6 .0862523756024523964 -0 .5062004064576804805 i
-5 .5482046090811822317 -0 .1446895660959976516 i
-4 .3833759958304852701 -0 .1328066208495214423 i
-3 .4809994979095874623 -0 .3723492509886024045 i
-2 .7697534132858715824 -0 .3302162561018809040 i
-2 .0781291790711581838 -0 .0251044708066212647 i
-2 .0428456768922517527 0 .2146538199738745495 i
-1 .8222510115750753383 0 .4071657430689413857 i
-1 .6859036389004694735 0 .4869111963654072023 i
-1 .3581558176373281726 0 .5031298222152974350 i
-1 .1285605992394410237 0 .4991920305114981855 i
-0 .7762585965395644508 0 .6368028926260009017 i
X 0 0 .5884893085959626038 i
X 0 0 .7360700624520147107 i
0 .7762585965395644508 0 .6368028926260009017 i
1 .1285605992394410237 0 .4991920305114981855 i
1 .3581558176373281726 0 .5031298222152974350 i
1 .6859036389004694735 0 .4869111963654072023 i
1 .8222510115750753383 0 .4071657430689413857 i
2 .0428456768922517527 0 .2146538199738745495 i
2 .0781291790711581838 -0 .0251044708066212647 i
2 .7697534132858715824 -0 .3302162561018809040 i
3 .4809994979095874623 -0 .3723492509886024045 i
4 .3833759958304852701 -0 .1328066208495214423 i
5 .5482046090811822317 -0 .1446895660959976516 i
6 .0862523756024523964 -0 .5062004064576804805 i
6 .6830923864619899538 0 .4682085765139917671 i
11 .6242743722109105724 0 .1004239047736437182 i