PGL(2,C)-representations for o9_35680

 o9_35679 Overview o9_35681  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
o9_35680 0 41X -6 .2657067920712637669 0 .3425863741588997510 i
X -4 .4280248681903290096 -0 .0226087614700663279 i
X -3 .8843049598662271449 -0 .0623968700787960208 i
X -2 .3320193282313914677 0 .5434876527019751763 i
X -1 .7035467371310315825 0 .3333382527682017001 i
X -1 .6827059905357045571 0 .4497174947847309891 i
X -1 .4372283508326332652 0 .3207821231592716579 i
X -0 .9710743614183079628 -0 .0066828051073938804 i
X -0 .7961282765053308522 0 .6682429943005886226 i
X -0 .7766649015252432135 0 .6201303147389321563 i
X -0 .4931906480023191039 -0 .2146578928537124946 i
X -0 .3329100469958894432 -0 .4866363746005754065 i
X -0 .0451559790292757949 0 .4333257535198516437 i
XX 0 -0 .8065143998377763980 i
XX 0 -0 .7633827223736366961 i
XX 0 -0 .3145690581337809197 i
XX 0 -0 .3052276389269112602 i
XX 0 -0 .1946131698680454841 i
XX 0 -0 .0881625555954309994 i
XX 0 -0 .0439439710825451710 i
XX 0 0 .0529496652771166630 i
XX 0 0 .0965127741924280173 i
XX 0 0 .3967728614066875111 i
XX 0 0 .3968958108256532451 i
XX 0 0 .4057013576168996239 i
XX 0 0 .5119395253555084198 i
XX 0 0 .6901791098413589355 i
XX 0 0 .7079421666515651244 i
X 0 .0451559790292757949 0 .4333257535198516437 i
X 0 .3329100469958894432 -0 .4866363746005754065 i
X 0 .4931906480023191039 -0 .2146578928537124946 i
X 0 .7766649015252432135 0 .6201303147389321563 i
X 0 .7961282765053308522 0 .6682429943005886226 i
X 0 .9710743614183079628 -0 .0066828051073938804 i
X 1 .4372283508326332652 0 .3207821231592716579 i
X 1 .6827059905357045571 0 .4497174947847309891 i
X 1 .7035467371310315825 0 .3333382527682017001 i
X 2 .3320193282313914677 0 .5434876527019751763 i
X 3 .8843049598662271449 -0 .0623968700787960208 i
X 4 .4280248681903290096 -0 .0226087614700663279 i
X 6 .2657067920712637669 0 .3425863741588997510 i
1 44 -7 .6377534472288949737 -0 .3745633901533331911 i
-5 .2483412483808968620 -0 .7791617306598714704 i
-3 .4293259426700521231 -0 .2680430988134718983 i
-3 .0771472960252957320 -0 .6095836165225148050 i
-2 .8635198237027415420 0 .5915692478217907335 i
-2 .6147146303104754348 -0 .6420861905328008377 i
-2 .3684849682681562905 -0 .4147422356735447597 i
-1 .8583884313894274468 -0 .4149975571530145732 i
-1 .7552450759882101781 -0 .5278891867592722935 i
-1 .6525540171374079083 0 .3659754831056183384 i
-1 .4247240440499889361 -0 .6200867223050525791 i
-1 .2073275260037443082 0 .3432661072469345062 i
-0 .5563632671109488363 0 .6745141604126374800 i
-0 .3648060149875577995 0 .6610032129100690822 i
-0 .0850292627269103489 0 .4137805791461501225 i
X 0 -0 .8013832794233217013 i
X 0 -0 .7962167174632572451 i
X 0 -0 .3993303860643496469 i
X 0 -0 .3990077580184856409 i
X 0 -0 .3053586047834273473 i
X 0 -0 .2533184009733251936 i
X 0 -0 .1895694341535948069 i
X 0 -0 .1257498399718608301 i
X 0 -0 .0931615034407006662 i
X 0 0 .0041302956793641959 i
X 0 0 .1766381228387625374 i
X 0 0 .2298413715515928013 i
X 0 0 .5665804603434621099 i
X 0 0 .6531933491938144154 i
0 .0850292627269103489 0 .4137805791461501225 i
0 .3648060149875577995 0 .6610032129100690822 i
0 .5563632671109488363 0 .6745141604126374800 i
1 .2073275260037443082 0 .3432661072469345062 i
1 .4247240440499889361 -0 .6200867223050525791 i
1 .6525540171374079083 0 .3659754831056183384 i
1 .7552450759882101781 -0 .5278891867592722935 i
1 .8583884313894274468 -0 .4149975571530145732 i
2 .3684849682681562905 -0 .4147422356735447597 i
2 .6147146303104754348 -0 .6420861905328008377 i
2 .8635198237027415420 0 .5915692478217907335 i
3 .0771472960252957320 -0 .6095836165225148050 i
3 .4293259426700521231 -0 .2680430988134718983 i
5 .2483412483808968620 -0 .7791617306598714704 i
7 .6377534472288949737 -0 .3745633901533331911 i