PGL(2,C)-representations for o9_37545

 o9_37544 Overview o9_37546  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
o9_37545 0 19X -6 .3968324274394663149 0 .2381829819569705794 i
X -2 .5398860793167476000 -0 .5702348371914074755 i
X -1 .8569421601712360965 -0 .5307888722397283138 i
X -1 .1079609694573716445 -0 .3715762413004599465 i
X -1 .0820708138034174414 -0 .5658415979436241041 i
X -0 .2249377323364393735 -0 .7804235052757840919 i
XX 0 -0 .4110174382876307362 i
XX 0 -0 .1644466302862159903 i
XX 0 0 .0249213332222550556 i
XX 0 0 .0372418970138250456 i
XX 0 0 .1010935769946417001 i
XX 0 0 .1985809353507474155 i
XX 0 0 .4401882694357649056 i
X 0 .2249377323364393735 -0 .7804235052757840919 i
X 1 .0820708138034174414 -0 .5658415979436241041 i
X 1 .1079609694573716445 -0 .3715762413004599465 i
X 1 .8569421601712360965 -0 .5307888722397283138 i
X 2 .5398860793167476000 -0 .5702348371914074755 i
X 6 .3968324274394663149 0 .2381829819569705794 i
1 21 -7 .7812323589010945753 -0 .0600836399887551180 i
-4 .2949488678590421869 -0 .4094687443776076456 i
-3 .2448717511001209532 0 .1618640210635746968 i
-1 .8570745893626026972 -0 .6570155236084108796 i
-1 .3083974532712876817 -0 .2121457751208505228 i
-1 .2018512612112511954 0 .6296582801280273433 i
-0 .4629967954049240839 -0 .7426360626370911884 i
X 0 -0 .5988749710609257742 i
X 0 -0 .4667662233592391409 i
X 0 -0 .4626546748821771700 i
X 0 -0 .2339209106907939619 i
X 0 0 .1196007817303053170 i
X 0 0 .1994932595579895141 i
X 0 0 .7329094940906149719 i
0 .4629967954049240839 -0 .7426360626370911884 i
1 .2018512612112511954 0 .6296582801280273433 i
1 .3083974532712876817 -0 .2121457751208505228 i
1 .8570745893626026972 -0 .6570155236084108796 i
3 .2448717511001209532 0 .1618640210635746968 i
4 .2949488678590421869 -0 .4094687443776076456 i
7 .7812323589010945753 -0 .0600836399887551180 i
2 19 -4 .8245572821830771494 -0 .7645510256692030691 i
-2 .7891660928080419410 -0 .5836927844182740802 i
-1 .0907599055427691816 -0 .6116042820558241746 i
-1 .0210787578099572416 0 .4460694047195411950 i
-0 .3766056334082895370 0 .1569632563853496267 i
-0 .0584852365790188405 0 .5545269963517046483 i
X 0 -0 .8163470946594500954 i
X 0 -0 .7784807357103539899 i
X 0 -0 .3902669689275261258 i
X 0 -0 .1020645953175595404 i
X 0 0 .0179483376965135754 i
X 0 0 .0474197555708498831 i
X 0 0 .3365000370244851279 i
0 .0584852365790188405 0 .5545269963517046483 i
0 .3766056334082895370 0 .1569632563853496267 i
1 .0210787578099572416 0 .4460694047195411950 i
1 .0907599055427691816 -0 .6116042820558241746 i
2 .7891660928080419410 -0 .5836927844182740802 i
4 .8245572821830771494 -0 .7645510256692030691 i
3 22 -5 .9664858834170176765 0 .2494119238906828308 i
-3 .9666394692316565831 -0 .3452327536869392294 i
-3 .0722834903954797498 0 .6855126946399736920 i
-1 .1478331969318637372 0 .2954512326932283397 i
-1 .1136356058675136201 0 .0233521468720231872 i
-0 .4780014085981634031 0 .1376096241214175559 i
-0 .1053621745967667466 0 .0327481037403741579 i
X 0 -0 .6382986759564766373 i
X 0 -0 .5469469101340863147 i
X 0 -0 .0245537424987296471 i
X 0 0 .2558947862268752563 i
X 0 0 .2937968407982964339 i
X 0 0 .3815459666918603205 i
X 0 0 .6409682257563149859 i
X 0 0 .7697556982708774068 i
0 .1053621745967667466 0 .0327481037403741579 i
0 .4780014085981634031 0 .1376096241214175559 i
1 .1136356058675136201 0 .0233521468720231872 i
1 .1478331969318637372 0 .2954512326932283397 i
3 .0722834903954797498 0 .6855126946399736920 i
3 .9666394692316565831 -0 .3452327536869392294 i
5 .9664858834170176765 0 .2494119238906828308 i