o9_25899 | Overview | o9_25901 |
Manifold | Obstruction index |
Degree of component |
PSL(2,R) | SL(2,C) | Complex volume | |||
---|---|---|---|---|---|---|---|---|
o9_25900 | 0 | 34 | X | -5 | .4452784938887599601 | 0 | .7828720150916019809 i | |
X | -5 | .0338305567774971435 | 0 | .0754064518290644519 i | ||||
X | -3 | .2279950805243360056 | 0 | .2053003371125114090 i | ||||
X | -2 | .8755594717668524805 | -0 | .2810445279435187132 i | ||||
X | -1 | .1958797582133791601 | 0 | .7518650875140767669 i | ||||
X | -0 | .7347993726533853176 | -0 | .4087757561091402277 i | ||||
X | -0 | .6603336008118750772 | -0 | .1069553122212565978 i | ||||
X | -0 | .5264546403547376554 | 0 | .5585643539814065527 i | ||||
X | -0 | .4291837045494557216 | 0 | .1699126952205542744 i | ||||
X | -0 | .2807899656121921543 | -0 | .7209071164175914458 i | ||||
X | -0 | .0693784644606414641 | 0 | .5628002418279602287 i | ||||
X | X | 0 | -0 | .5456577974069465049 i | ||||
X | X | 0 | -0 | .4774069911420950659 i | ||||
X | X | 0 | -0 | .4578602977730754236 i | ||||
X | X | 0 | -0 | .3679475145504520003 i | ||||
X | X | 0 | -0 | .3221259852479203245 i | ||||
X | X | 0 | -0 | .0325304443165583171 i | ||||
X | X | 0 | 0 | .1114186261878997280 i | ||||
X | X | 0 | 0 | .3024974318765216826 i | ||||
X | X | 0 | 0 | .3333824620624697561 i | ||||
X | X | 0 | 0 | .4790295744140918453 i | ||||
X | X | 0 | 0 | .4854177566209633935 i | ||||
X | X | 0 | 0 | .6035743732002167433 i | ||||
X | 0 | .0693784644606414641 | 0 | .5628002418279602287 i | ||||
X | 0 | .2807899656121921543 | -0 | .7209071164175914458 i | ||||
X | 0 | .4291837045494557216 | 0 | .1699126952205542744 i | ||||
X | 0 | .5264546403547376554 | 0 | .5585643539814065527 i | ||||
X | 0 | .6603336008118750772 | -0 | .1069553122212565978 i | ||||
X | 0 | .7347993726533853176 | -0 | .4087757561091402277 i | ||||
X | 1 | .1958797582133791601 | 0 | .7518650875140767669 i | ||||
X | 2 | .8755594717668524805 | -0 | .2810445279435187132 i | ||||
X | 3 | .2279950805243360056 | 0 | .2053003371125114090 i | ||||
X | 5 | .0338305567774971435 | 0 | .0754064518290644519 i | ||||
X | 5 | .4452784938887599601 | 0 | .7828720150916019809 i | ||||
1 | 34 | -6 | .9748067285620592077 | 0 | .6302511214132576743 i | |||
-4 | .3455129041250924704 | 0 | .1064633659632689327 i | |||||
-3 | .3071255282379636439 | -0 | .7036985383717778594 i | |||||
-2 | .9504648916282888867 | -0 | .6585757284582907833 i | |||||
-2 | .2769951593667730962 | -0 | .5384156116925256320 i | |||||
-1 | .8330412456366227562 | -0 | .1288687224469778849 i | |||||
-1 | .5323843821988112341 | -0 | .0389089016013503367 i | |||||
-1 | .3693422601234710271 | 0 | .4921587242247376162 i | |||||
-1 | .2556749604396089444 | 0 | .3553103151473738508 i | |||||
-0 | .9810517749923865286 | -0 | .7419433210766896355 i | |||||
-0 | .0607946663880962883 | -0 | .6444178325186457360 i | |||||
X | 0 | -0 | .7978198424739067030 i | |||||
X | 0 | -0 | .6963039267574049210 i | |||||
X | 0 | -0 | .5059616371365931978 i | |||||
X | 0 | -0 | .3479745686715608968 i | |||||
X | 0 | -0 | .2050788826908661758 i | |||||
X | 0 | -0 | .2037898089928309595 i | |||||
X | 0 | -0 | .0153738126902201528 i | |||||
X | 0 | 0 | .0062201595956895826 i | |||||
X | 0 | 0 | .0242197861324060664 i | |||||
X | 0 | 0 | .0796079810204857724 i | |||||
X | 0 | 0 | .7247416079356804221 i | |||||
X | 0 | 0 | .7440010030196814419 i | |||||
0 | .0607946663880962883 | -0 | .6444178325186457360 i | |||||
0 | .9810517749923865286 | -0 | .7419433210766896355 i | |||||
1 | .2556749604396089444 | 0 | .3553103151473738508 i | |||||
1 | .3693422601234710271 | 0 | .4921587242247376162 i | |||||
1 | .5323843821988112341 | -0 | .0389089016013503367 i | |||||
1 | .8330412456366227562 | -0 | .1288687224469778849 i | |||||
2 | .2769951593667730962 | -0 | .5384156116925256320 i | |||||
2 | .9504648916282888867 | -0 | .6585757284582907833 i | |||||
3 | .3071255282379636439 | -0 | .7036985383717778594 i | |||||
4 | .3455129041250924704 | 0 | .1064633659632689327 i | |||||
6 | .9748067285620592077 | 0 | .6302511214132576743 i |