PGL(2,C)-representations for K13n4558

 K13n4539 Overview K13n4589  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
K13n4558 0 31X -6 .7274388716964900654 -0 .3049635864674725425 i
X -5 .5052912883304206862 -0 .1294817403935251935 i
X -4 .7720638381094715031 0 .4682709152228985699 i
X -4 .0626966287390898799 -0 .4047036590732400512 i
X -3 .5773730970226244986 0 .3825774011883342970 i
X -3 .4652788230741006038 -0 .3143509734907740113 i
X -3 .0833586350206554122 -0 .6306037775461169893 i
X -2 .0865574798249486900 -0 .1610507514405609451 i
X -1 .8931697301125349213 0 .1250787785452658677 i
X -1 .6215350068831014686 -0 .4960372377369418120 i
X -1 .1938430182837947040 -0 .0485296615365273543 i
X -1 .0112668450479444149 0 .1037355445491566922 i
X -1 .0087082531689323858 0 .4317178680680357138 i
X -0 .9737743197482868463 0 .2071540038551655037 i
X -0 .0409144940293090367 0 .5835804432428692215 i
XX 0 0 .3752128660268660670 i
X 0 .0409144940293090367 0 .5835804432428692215 i
X 0 .9737743197482868463 0 .2071540038551655037 i
X 1 .0087082531689323858 0 .4317178680680357138 i
X 1 .0112668450479444149 0 .1037355445491566922 i
X 1 .1938430182837947040 -0 .0485296615365273543 i
X 1 .6215350068831014686 -0 .4960372377369418120 i
X 1 .8931697301125349213 0 .1250787785452658677 i
X 2 .0865574798249486900 -0 .1610507514405609451 i
X 3 .0833586350206554122 -0 .6306037775461169893 i
X 3 .4652788230741006038 -0 .3143509734907740113 i
X 3 .5773730970226244986 0 .3825774011883342970 i
X 4 .0626966287390898799 -0 .4047036590732400512 i
X 4 .7720638381094715031 0 .4682709152228985699 i
X 5 .5052912883304206862 -0 .1294817403935251935 i
X 6 .7274388716964900654 -0 .3049635864674725425 i
1 38 -12 .7098685387395954448 -0 .2459626708216450039 i
-6 .0853909022694094614 0 .3225444278756764284 i
-4 .8401052883433306543 0 .6073916526506479863 i
-4 .0856500714844160304 0 .6550229695501777746 i
-4 .0649293503361932260 0 .2624580776483244058 i
-3 .9977829365624415471 -0 .1122009236812281844 i
-3 .5735402722312851672 0 .3765178423213776899 i
-2 .7510902429501393562 -0 .0554374533248249287 i
-2 .7241992030350501669 -0 .1228999804752097840 i
-2 .3922105798716095575 -0 .0997583360930958272 i
-2 .0896801491140184131 -0 .0805300007338940338 i
-2 .0493337929544455492 0 .5217818398976174573 i
-1 .3302485097152744742 0 .6820342485668781258 i
-1 .1750352908605255427 -0 .3269325119030951083 i
-1 .0816977050521906923 -0 .7854614712867678384 i
-0 .5015964139375185774 0 .6570510983344370105 i
-0 .4954921691277886642 -0 .1778572444514073416 i
-0 .4325314450140853092 0 .3797100697174625011 i
-0 .2649488865334455523 0 .0099294664809083254 i
0 .2649488865334455523 0 .0099294664809083254 i
0 .4325314450140853092 0 .3797100697174625011 i
0 .4954921691277886642 -0 .1778572444514073416 i
0 .5015964139375185774 0 .6570510983344370105 i
1 .0816977050521906923 -0 .7854614712867678384 i
1 .1750352908605255427 -0 .3269325119030951083 i
1 .3302485097152744742 0 .6820342485668781258 i
2 .0493337929544455492 0 .5217818398976174573 i
2 .0896801491140184131 -0 .0805300007338940338 i
2 .3922105798716095575 -0 .0997583360930958272 i
2 .7241992030350501669 -0 .1228999804752097840 i
2 .7510902429501393562 -0 .0554374533248249287 i
3 .5735402722312851672 0 .3765178423213776899 i
3 .9977829365624415471 -0 .1122009236812281844 i
4 .0649293503361932260 0 .2624580776483244058 i
4 .0856500714844160304 0 .6550229695501777746 i
4 .8401052883433306543 0 .6073916526506479863 i
6 .0853909022694094614 0 .3225444278756764284 i
12 .7098685387395954448 -0 .2459626708216450039 i