PGL(2,C)-representations for L14n24550

 L14n24441 Overview L14n24605  


Manifold Obstruction
index
Degree of
component
PSL(2,R) SL(2,C) Complex volume
L14n24550 0 19X -7 .5441142953972814567 -0 .3347493830636805562 i
X -7 .1410102679673384499 0 .8047679862726713502 i
X -4 .0679970777974713492 -0 .5391505712198996847 i
X -3 .4429435272758589369 0 .1426264311708103466 i
X -3 .3439079174046865402 0 .6297888544982600731 i
X -1 .9947605105061449890 -0 .1642011592848350442 i
X -1 .5018001808108258859 0 .1747361066082417375 i
X -0 .5588176345626449592 0 .1191104696292132841 i
X -0 .0135471757616451009 -0 .2583103695049979912 i
XX 0 0 .4956973366366594059 i
X 0 .0135471757616451009 -0 .2583103695049979912 i
X 0 .5588176345626449592 0 .1191104696292132841 i
X 1 .5018001808108258859 0 .1747361066082417375 i
X 1 .9947605105061449890 -0 .1642011592848350442 i
X 3 .3439079174046865402 0 .6297888544982600731 i
X 3 .4429435272758589369 0 .1426264311708103466 i
X 4 .0679970777974713492 -0 .5391505712198996847 i
X 7 .1410102679673384499 0 .8047679862726713502 i
X 7 .5441142953972814567 -0 .3347493830636805562 i
1 11 -5 .3416412525359874705 0 .0327115920509528253 i
-3 .0997135747222149233 0 .2155181548656954725 i
-2 .4432888076821727361 -0 .6439419278283657939 i
-2 .3318094302110419216 0 .1036759056277247133 i
X 0 -0 .7066527281734831555 i
X 0 -0 .2943849939134230264 i
X 0 -0 .0598237941933346889 i
2 .3318094302110419216 0 .1036759056277247133 i
2 .4432888076821727361 -0 .6439419278283657939 i
3 .0997135747222149233 0 .2155181548656954725 i
5 .3416412525359874705 0 .0327115920509528253 i
2 20 -12 .4085488338671816631 0 .7692807949122081273 i
-5 .1229274443438875225 -0 .5964891033461868228 i
-3 .7447194162408835071 -0 .4235197685740729356 i
-3 .2281625081380173976 0 .5230895559838733878 i
-2 .1150317822043963155 0 .1603870575723414038 i
-1 .4404170946244060701 -0 .7631380265537935766 i
-1 .4014053389364518962 -0 .0833619125946654026 i
-1 .3871838898347471529 -0 .2116090024773877237 i
-1 .3201463170707515389 -0 .5309121805322463458 i
X 0 -0 .6309601805863200879 i
X 0 -0 .3463627818902730081 i
1 .3201463170707515389 -0 .5309121805322463458 i
1 .3871838898347471529 -0 .2116090024773877237 i
1 .4014053389364518962 -0 .0833619125946654026 i
1 .4404170946244060701 -0 .7631380265537935766 i
2 .1150317822043963155 0 .1603870575723414038 i
3 .2281625081380173976 0 .5230895559838733878 i
3 .7447194162408835071 -0 .4235197685740729356 i
5 .1229274443438875225 -0 .5964891033461868228 i
12 .4085488338671816631 0 .7692807949122081273 i
3 11 -4 .5146800560456222594 -0 .1734600710764317283 i
-3 .7822219233389093709 -0 .4720199105503403389 i
-3 .6251622555589807676 0 .0744992729752078931 i
-1 .9766320917879825331 -0 .1702641550338831447 i
-0 .8763565814114314021 0 .2612153768164485474 i
X 0 -0 .6848750931102288936 i
0 .8763565814114314021 0 .2612153768164485474 i
1 .9766320917879825331 -0 .1702641550338831447 i
3 .6251622555589807676 0 .0744992729752078931 i
3 .7822219233389093709 -0 .4720199105503403389 i
4 .5146800560456222594 -0 .1734600710764317283 i