PGL(2,C)-representations for t04510

 t04509 Overview t04511  


Manifold Obstruction
index
Degree of
component
PSL(2,R) SL(2,C) Complex volume
t04510 0 18X -3 .0274080748532486406 -0 .3297403880207818453 i
X -2 .1582582015273314841 0 .6755781714601780559 i
X -1 .5714305728623758389 -0 .4658542863685013107 i
X -0 .6185144215232742486 0 .0240984278894243164 i
X -0 .3916126400771938865 -0 .5290111424949820054 i
X -0 .1644810780147140621 0 .4354927930590213143 i
XX 0 -0 .2152523310860113629 i
XX 0 0 .0411984847296516458 i
XX 0 0 .3120837825017333055 i
XX 0 0 .5386815259899470176 i
XX 0 0 .6309522932991208604 i
XX 0 0 .7161431603650679195 i
X 0 .1644810780147140621 0 .4354927930590213143 i
X 0 .3916126400771938865 -0 .5290111424949820054 i
X 0 .6185144215232742486 0 .0240984278894243164 i
X 1 .5714305728623758389 -0 .4658542863685013107 i
X 2 .1582582015273314841 0 .6755781714601780559 i
X 3 .0274080748532486406 -0 .3297403880207818453 i
1 23 -5 .6861664168484374004 -0 .5436261012390159875 i
-3 .9216626578233632650 -0 .0194711851382389059 i
-3 .8221750968434456227 0 .1460266315368410773 i
-2 .7443838475744222053 -0 .3578316265577929462 i
-1 .7221796701875305820 -0 .1393340494521678985 i
-1 .6521187299434916931 -0 .4426378869000638208 i
-0 .6814971263239652108 -0 .2693039239644687469 i
-0 .0436548054275505369 0 .5717939856302551150 i
X 0 -0 .5966941115423398143 i
X 0 -0 .2739366012681534502 i
X 0 -0 .1882823681225187931 i
X 0 0 .0243201483582450083 i
X 0 0 .2717005055599848794 i
X 0 0 .4866652954051978526 i
X 0 0 .7400613769306621080 i
0 .0436548054275505369 0 .5717939856302551150 i
0 .6814971263239652108 -0 .2693039239644687469 i
1 .6521187299434916931 -0 .4426378869000638208 i
1 .7221796701875305820 -0 .1393340494521678985 i
2 .7443838475744222053 -0 .3578316265577929462 i
3 .8221750968434456227 0 .1460266315368410773 i
3 .9216626578233632650 -0 .0194711851382389059 i
5 .6861664168484374004 -0 .5436261012390159875 i
2 23 -5 .0111315740828034916 -0 .4528066361901631834 i
-4 .4697582777065221328 -0 .0019891811592312978 i
-2 .9885569150373619783 0 .4283038894816008225 i
-2 .3487742531629020794 -0 .4633724405876742722 i
-2 .0933916355614705997 -0 .6129906465554666321 i
-0 .9347457071103641241 -0 .0732493321405553947 i
-0 .9084591494464235758 0 .5326546286502449110 i
-0 .3445826232553596590 -0 .0533651933293437195 i
X 0 -0 .7988713663065160686 i
X 0 -0 .7954568155333160416 i
X 0 -0 .4600669979113488662 i
X 0 -0 .2946899092516429843 i
X 0 -0 .0960826629841424819 i
X 0 0 .1353971215047530843 i
X 0 0 .4135323204469380183 i
0 .3445826232553596590 -0 .0533651933293437195 i
0 .9084591494464235758 0 .5326546286502449110 i
0 .9347457071103641241 -0 .0732493321405553947 i
2 .0933916355614705997 -0 .6129906465554666321 i
2 .3487742531629020794 -0 .4633724405876742722 i
2 .9885569150373619783 0 .4283038894816008225 i
4 .4697582777065221328 -0 .0019891811592312978 i
5 .0111315740828034916 -0 .4528066361901631834 i
3 18 -2 .7284512970916557028 -0 .1436278884713872021 i
-1 .7633992277931778511 -0 .6377846861135339250 i
-1 .2142661604649728775 0 .3416671362850966678 i
-1 .1941197600728362725 0 .2867590052872612983 i
-0 .3074482750698760547 -0 .3635635169530396612 i
-0 .0008804956498528283 0 .1433876008136776547 i
X 0 -0 .3760683031241496762 i
X 0 -0 .2114841413351048649 i
X 0 0 .0209516876008765624 i
X 0 0 .0496774476073832517 i
X 0 0 .4768962836932592934 i
X 0 0 .7863517238615857689 i
0 .0008804956498528283 0 .1433876008136776547 i
0 .3074482750698760547 -0 .3635635169530396612 i
1 .1941197600728362725 0 .2867590052872612983 i
1 .2142661604649728775 0 .3416671362850966678 i
1 .7633992277931778511 -0 .6377846861135339250 i
2 .7284512970916557028 -0 .1436278884713872021 i