K13n4558 | Overview | K13n4659 |
Manifold | Obstruction index |
Degree of component |
PSL(2,R) | SL(2,C) | Complex volume | |||
---|---|---|---|---|---|---|---|---|
K13n4589 | 0 | 20 | X | -4 | .3813231623879717710 | 0 | .1757129677748853603 i | |
X | -4 | .3813231623879717710 | 0 | .1757129677748853603 i | ||||
X | -4 | .3813231623879717710 | 0 | .5046997811445306476 i | ||||
X | -4 | .3813231623879717710 | 0 | .5046997811445306476 i | ||||
X | -1 | .0819120330123776775 | 0 | .4503681704409362485 i | ||||
X | -1 | .0819120330123776775 | 0 | .4503681704409362485 i | ||||
X | -1 | .0819120330123776775 | 0 | .7793549838105815358 i | ||||
X | -1 | .0819120330123776775 | 0 | .7793549838105815358 i | ||||
X | X | 0 | 0 | .3927717904165832187 i | ||||
X | X | 0 | 0 | .3927717904165832187 i | ||||
X | X | 0 | 0 | .7217586037862285060 i | ||||
X | X | 0 | 0 | .7217586037862285060 i | ||||
X | 1 | .0819120330123776775 | 0 | .4503681704409362485 i | ||||
X | 1 | .0819120330123776775 | 0 | .4503681704409362485 i | ||||
X | 1 | .0819120330123776775 | 0 | .7793549838105815358 i | ||||
X | 1 | .0819120330123776775 | 0 | .7793549838105815358 i | ||||
X | 4 | .3813231623879717710 | 0 | .1757129677748853603 i | ||||
X | 4 | .3813231623879717710 | 0 | .1757129677748853603 i | ||||
X | 4 | .3813231623879717710 | 0 | .5046997811445306476 i | ||||
X | 4 | .3813231623879717710 | 0 | .5046997811445306476 i | ||||
1 | 4 | 0 | -0 | .6579736267392905745 i | ||||
0 | -0 | .6579736267392905745 i | ||||||
0 | 0 | .6579736267392905745 i | ||||||
0 | 0 | .6579736267392905745 i | ||||||
4 | 0 | -0 | .6579736267392905745 i | |||||
0 | -0 | .6579736267392905745 i | ||||||
0 | 0 | .6579736267392905745 i | ||||||
0 | 0 | .6579736267392905745 i | ||||||
4 | 0 | -0 | .6579736267392905745 i | |||||
0 | -0 | .6579736267392905745 i | ||||||
X | 0 | 0 | .6579736267392905745 i | |||||
X | 0 | 0 | .6579736267392905745 i | |||||
16 | -12 | .1670812289979932482 | -0 | .1489429555930951344 i | ||||
-6 | .6031307418042969788 | -0 | .4248353788114934442 i | |||||
-6 | .1605740946363700348 | 0 | .3924757507000720119 i | |||||
-4 | .3874231803412578962 | 0 | .3311612319028089366 i | |||||
-3 | .3752140833924975158 | -0 | .2125010688696868751 i | |||||
-1 | .2961187350936913676 | 0 | .1843159067831928268 i | |||||
-1 | .2090079594564089038 | 0 | .4573403528165705418 i | |||||
X | 0 | -0 | .3191213700060541189 i | |||||
X | 0 | 0 | .8060277589975428284 i | |||||
1 | .2090079594564089038 | 0 | .4573403528165705418 i | |||||
1 | .2961187350936913676 | 0 | .1843159067831928268 i | |||||
3 | .3752140833924975158 | -0 | .2125010688696868751 i | |||||
4 | .3874231803412578962 | 0 | .3311612319028089366 i | |||||
6 | .1605740946363700348 | 0 | .3924757507000720119 i | |||||
6 | .6031307418042969788 | -0 | .4248353788114934442 i | |||||
12 | .1670812289979932482 | -0 | .1489429555930951344 i |