10^2_151 | Overview | 10^3_73 |
Manifold | Obstruction index |
Degree of component |
PSL(2,R) | SL(2,C) | Complex volume | |||
---|---|---|---|---|---|---|---|---|
10^2_153 | 0 | 12 | X | -16 | .0608041232893501187 | -0 | .2615612709827474827 i | |
X | -9 | .7160205081568219079 | -0 | .4206623275355913665 i | ||||
X | -4 | .4795639544383398819 | -0 | .6216902083222072576 i | ||||
X | -2 | .4328735500031267433 | -0 | .2180222602406716100 i | ||||
X | -0 | .5115486382775092725 | 0 | .7914670527054321336 i | ||||
X | X | 0 | -0 | .2179273229990048498 i | ||||
X | X | 0 | 0 | .0339312849023495800 i | ||||
X | 0 | .5115486382775092725 | 0 | .7914670527054321336 i | ||||
X | 2 | .4328735500031267433 | -0 | .2180222602406716100 i | ||||
X | 4 | .4795639544383398819 | -0 | .6216902083222072576 i | ||||
X | 9 | .7160205081568219079 | -0 | .4206623275355913665 i | ||||
X | 16 | .0608041232893501187 | -0 | .2615612709827474827 i | ||||
16 | X | -6 | .4435373808505730861 | -0 | .7347434038991649675 i | |||
X | -6 | .4435373808505730861 | -0 | .7347434038991649675 i | ||||
X | -2 | .5784941227380304793 | 0 | .5144793237841796789 i | ||||
X | -2 | .5784941227380304793 | 0 | .5144793237841796789 i | ||||
X | -1 | .1312336385981466044 | 0 | .6042790346403804596 i | ||||
X | -1 | .1312336385981466044 | 0 | .6042790346403804596 i | ||||
X | 0 | 0 | .0770056375681468041 i | |||||
X | 0 | 0 | .0770056375681468041 i | |||||
X | 0 | 0 | .7998985202292892902 i | |||||
X | 0 | 0 | .7998985202292892902 i | |||||
X | 1 | .1312336385981466044 | 0 | .6042790346403804596 i | ||||
X | 1 | .1312336385981466044 | 0 | .6042790346403804596 i | ||||
X | 2 | .5784941227380304793 | 0 | .5144793237841796789 i | ||||
X | 2 | .5784941227380304793 | 0 | .5144793237841796789 i | ||||
X | 6 | .4435373808505730861 | -0 | .7347434038991649675 i | ||||
X | 6 | .4435373808505730861 | -0 | .7347434038991649675 i | ||||
1 | Empty variety | |||||||
2 | 8 | -7 | .1121625689987134902 | |||||
-7 | .1121625689987134902 | |||||||
-2 | .8613843449854342964 | |||||||
-2 | .8613843449854342964 | |||||||
2 | .8613843449854342964 | |||||||
2 | .8613843449854342964 | |||||||
7 | .1121625689987134902 | |||||||
7 | .1121625689987134902 | |||||||
8 | -6 | .6033473480825396416 | -0 | .7122394048232224735 i | ||||
-6 | .6033473480825396416 | -0 | .7122394048232224735 i | |||||
-4 | .1582425185721111691 | 0 | .7122394048232224735 i | |||||
-4 | .1582425185721111691 | 0 | .7122394048232224735 i | |||||
4 | .1582425185721111691 | 0 | .7122394048232224735 i | |||||
4 | .1582425185721111691 | 0 | .7122394048232224735 i | |||||
6 | .6033473480825396416 | -0 | .7122394048232224735 i | |||||
6 | .6033473480825396416 | -0 | .7122394048232224735 i | |||||
3 | 5 | -6 | .4222568102891499826 | -0 | .4658707278836952438 i | |||
-5 | .5239695160748432671 | -0 | .5301598605180917255 i | |||||
X | 0 | 0 | .3471271099553475022 i | |||||
5 | .5239695160748432671 | -0 | .5301598605180917255 i | |||||
6 | .4222568102891499826 | -0 | .4658707278836952438 i |