PGL(2,C)-representations for K14n9995

 K14n9933 Overview K14n10217  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
K14n9995 0 27X -7 .3522965766839768080 0 .6387362185119842982 i
X -5 .6967267185111734573 -0 .0351812262416578678 i
X -3 .6595786201149712628 -0 .7601230527347459031 i
X -3 .5086848015260684107 0 .0934044384436755040 i
X -3 .3811482794378597439 0 .1751275841181331821 i
X -3 .1421024039980987634 -0 .2811492022551666893 i
X -2 .8822835726433892135 -0 .6235984945042339429 i
X -1 .7261025309855339748 0 .1541249138562267363 i
X -1 .5194938530293876464 0 .5478254891153917497 i
X -0 .8625513185374643406 0 .1482376790688689047 i
X -0 .8028566010662537370 -0 .3015847027696915681 i
X -0 .4343831033439624058 -0 .1891938005252086124 i
X -0 .0316816144517129229 0 .3159546455839128737 i
XX 0 0 .2348390206650226696 i
X 0 .0316816144517129229 0 .3159546455839128737 i
X 0 .4343831033439624058 -0 .1891938005252086124 i
X 0 .8028566010662537370 -0 .3015847027696915681 i
X 0 .8625513185374643406 0 .1482376790688689047 i
X 1 .5194938530293876464 0 .5478254891153917497 i
X 1 .7261025309855339748 0 .1541249138562267363 i
X 2 .8822835726433892135 -0 .6235984945042339429 i
X 3 .1421024039980987634 -0 .2811492022551666893 i
X 3 .3811482794378597439 0 .1751275841181331821 i
X 3 .5086848015260684107 0 .0934044384436755040 i
X 3 .6595786201149712628 -0 .7601230527347459031 i
X 5 .6967267185111734573 -0 .0351812262416578678 i
X 7 .3522965766839768080 0 .6387362185119842982 i
1 32 -12 .2594492123993979932 0 .2276262563323071301 i
-5 .4357732811460726620 0 .4114324037346516231 i
-4 .9814707976540085959 0 .2372399531581615196 i
-4 .9507585589883937861 -0 .7391610256959823018 i
-4 .2529323652253631104 -0 .5161167713064457655 i
-2 .5249437558067688072 0 .6906771725156892370 i
-2 .0897907799690450711 0 .1866773970884370867 i
-1 .5566911488695026663 0 .4840112987000576743 i
-1 .2745947575595345446 -0 .4008066464873971714 i
-1 .1880418492405956246 0 .1712627010634395568 i
-1 .1573558565311413847 -0 .1927998033841396924 i
-1 .1292948361401778324 -0 .6939406476964934009 i
-1 .1088563246559293967 0 .7144928347183660029 i
-0 .7819614628304992627 0 .6507889153218134048 i
-0 .7180450220820662789 -0 .1944181761822461616 i
X 0 -0 .6366044538567445804 i
X 0 0 .2076067969445335331 i
0 .7180450220820662789 -0 .1944181761822461616 i
0 .7819614628304992627 0 .6507889153218134048 i
1 .1088563246559293967 0 .7144928347183660029 i
1 .1292948361401778324 -0 .6939406476964934009 i
1 .1573558565311413847 -0 .1927998033841396924 i
1 .1880418492405956246 0 .1712627010634395568 i
1 .2745947575595345446 -0 .4008066464873971714 i
1 .5566911488695026663 0 .4840112987000576743 i
2 .0897907799690450711 0 .1866773970884370867 i
2 .5249437558067688072 0 .6906771725156892370 i
4 .2529323652253631104 -0 .5161167713064457655 i
4 .9507585589883937861 -0 .7391610256959823018 i
4 .9814707976540085959 0 .2372399531581615196 i
5 .4357732811460726620 0 .4114324037346516231 i
12 .2594492123993979932 0 .2276262563323071301 i