PGL(2,C)-representations for 11_1

 10_122 Overview 11_12  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
11_1 0 Empty variety
1 12 -16 .4065722208849964717 -0 .3650140701782269654 i
-7 .7016414993246912730 0 .7825090308634993322 i
-4 .6835130296113446307 0 .1540433255486715050 i
-4 .0187861927914878334 0 .2394034220458120454 i
-0 .3594896486785495902 0 .2801342472041351372 i
-0 .1628477752035989890 0 .5538581113643353819 i
0 .1628477752035989890 0 .5538581113643353819 i
0 .3594896486785495902 0 .2801342472041351372 i
4 .0187861927914878334 0 .2394034220458120454 i
4 .6835130296113446307 0 .1540433255486715050 i
7 .7016414993246912730 0 .7825090308634993322 i
16 .4065722208849964717 -0 .3650140701782269654 i
66 -10 .5564108043512878650 0 .6117873195803864804 i
-10 .5564108043512878650 0 .6117873195803864804 i
-9 .9132382331433768517 0 .6971404519954042435 i
-9 .9132382331433768517 0 .6971404519954042435 i
-7 .2737485108821148200 0 .1511687415230702373 i
-7 .2737485108821148200 0 .1511687415230702373 i
-5 .9475560822388302788 0 .5304140964340954389 i
-5 .9475560822388302788 0 .5304140964340954389 i
-5 .1447489813507903582 -0 .3432790741015857274 i
-5 .1447489813507903582 -0 .3432790741015857274 i
-4 .9063331159305746356 -0 .4504428740797863722 i
-4 .9063331159305746356 -0 .4504428740797863722 i
-4 .3980495437224427514 -0 .3210752968948040185 i
-4 .3980495437224427514 -0 .3210752968948040185 i
-4 .2680209304990597489 0 .3275921096559079355 i
-4 .2680209304990597489 0 .3275921096559079355 i
-3 .1155385575739995546 -0 .4824050869228238659 i
-3 .1155385575739995546 -0 .4824050869228238659 i
-1 .7721235928234399119 -0 .0683498628418773659 i
-1 .7721235928234399119 -0 .0683498628418773659 i
-1 .7621944344763139807 -0 .3311936444865590439 i
-1 .7621944344763139807 -0 .3311936444865590439 i
-0 .7165741790639321258 0 .0952850948389282691 i
-0 .7165741790639321258 0 .0952850948389282691 i
-0 .5681894544623269643 -0 .7302494248974555807 i
-0 .5681894544623269643 -0 .7302494248974555807 i
-0 .4021131445742511346 -0 .2818901436172201320 i
-0 .4021131445742511346 -0 .2818901436172201320 i
-0 .2722527599209836774 0 .4042593884237318280 i
-0 .2722527599209836774 0 .4042593884237318280 i
0 -0 .3343581258395558500 i
0 -0 .3343581258395558500 i
0 -0 .0906109105463505668 i
0 -0 .0906109105463505668 i
0 0 .8074454471670817645 i
0 0 .8074454471670817645 i
0 .2722527599209836774 0 .4042593884237318280 i
0 .2722527599209836774 0 .4042593884237318280 i
0 .4021131445742511346 -0 .2818901436172201320 i
0 .4021131445742511346 -0 .2818901436172201320 i
0 .5681894544623269643 -0 .7302494248974555807 i
0 .5681894544623269643 -0 .7302494248974555807 i
0 .7165741790639321258 0 .0952850948389282691 i
0 .7165741790639321258 0 .0952850948389282691 i
1 .7621944344763139807 -0 .3311936444865590439 i
1 .7621944344763139807 -0 .3311936444865590439 i
1 .7721235928234399119 -0 .0683498628418773659 i
1 .7721235928234399119 -0 .0683498628418773659 i
3 .1155385575739995546 -0 .4824050869228238659 i
3 .1155385575739995546 -0 .4824050869228238659 i
4 .2680209304990597489 0 .3275921096559079355 i
4 .2680209304990597489 0 .3275921096559079355 i
4 .3980495437224427514 -0 .3210752968948040185 i
4 .3980495437224427514 -0 .3210752968948040185 i
4 .9063331159305746356 -0 .4504428740797863722 i
4 .9063331159305746356 -0 .4504428740797863722 i
5 .1447489813507903582 -0 .3432790741015857274 i
5 .1447489813507903582 -0 .3432790741015857274 i
5 .9475560822388302788 0 .5304140964340954389 i
5 .9475560822388302788 0 .5304140964340954389 i
7 .2737485108821148200 0 .1511687415230702373 i
7 .2737485108821148200 0 .1511687415230702373 i
9 .9132382331433768517 0 .6971404519954042435 i
9 .9132382331433768517 0 .6971404519954042435 i
10 .5564108043512878650 0 .6117873195803864804 i
10 .5564108043512878650 0 .6117873195803864804 i