PGL(2,C)-representations for o9_41133

 o9_41132 Overview o9_41134  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
o9_41133 0 19X -3 .1220690506666289618 -0 .1409833745240537074 i
X -2 .0603985059759382900 -0 .4840889562691080687 i
X -1 .9773491537150826032 -0 .6597436852208114183 i
X -1 .9089196921050595127 -0 .2654564348250075361 i
X -1 .0839040362721845903 0 .5957765671524909819 i
X -0 .2991538881501357353 0 .4880551388372901017 i
XX 0 -0 .8086327248386185097 i
XX 0 -0 .6581493202102055083 i
XX 0 -0 .1026732029001739429 i
XX 0 -0 .0197181082474558539 i
XX 0 0 .1020098670854693978 i
XX 0 0 .2210852507541190136 i
XX 0 0 .5540256612070382610 i
X 0 .2991538881501357353 0 .4880551388372901017 i
X 1 .0839040362721845903 0 .5957765671524909819 i
X 1 .9089196921050595127 -0 .2654564348250075361 i
X 1 .9773491537150826032 -0 .6597436852208114183 i
X 2 .0603985059759382900 -0 .4840889562691080687 i
X 3 .1220690506666289618 -0 .1409833745240537074 i
1 19 -7 .1951503503059239635 0 .2036306247723164666 i
-4 .0033959248657172626 -0 .3930593818141230320 i
-2 .0739567722390250897 -0 .3791058599736647744 i
-1 .1669758976963923688 0 .1402905525507539613 i
-1 .1439554721444635588 0 .6454011291257753482 i
-0 .1245409259606104566 0 .4501482230723598731 i
X 0 -0 .7170104661870131082 i
X 0 -0 .5840193060188236823 i
X 0 -0 .5332232270153833684 i
X 0 -0 .3627234837305922324 i
X 0 -0 .2034775532212082968 i
X 0 0 .3719699292300210872 i
X 0 0 .6938735314761639153 i
0 .1245409259606104566 0 .4501482230723598731 i
1 .1439554721444635588 0 .6454011291257753482 i
1 .1669758976963923688 0 .1402905525507539613 i
2 .0739567722390250897 -0 .3791058599736647744 i
4 .0033959248657172626 -0 .3930593818141230320 i
7 .1951503503059239635 0 .2036306247723164666 i
2 21 -4 .0194575790739860299 0 .6733410597655976541 i
-2 .8384567291037482144 -0 .7682623102992812746 i
-2 .4407569481584132416 0 .1042914794639035050 i
-1 .7328620810620690391 -0 .0909863904642479918 i
-1 .6277231932225983995 -0 .1233683490141628211 i
-1 .1181213057586903945 -0 .1772350906711062677 i
-0 .8544438338301227096 0 .1083385557629535312 i
-0 .4866350908247992052 -0 .2002753999677451969 i
X 0 -0 .8135738021971440403 i
X 0 -0 .4454523979737304917 i
X 0 -0 .3926565305850587553 i
X 0 -0 .1844930018497750434 i
X 0 0 .3170875231815463998 i
0 .4866350908247992052 -0 .2002753999677451969 i
0 .8544438338301227096 0 .1083385557629535312 i
1 .1181213057586903945 -0 .1772350906711062677 i
1 .6277231932225983995 -0 .1233683490141628211 i
1 .7328620810620690391 -0 .0909863904642479918 i
2 .4407569481584132416 0 .1042914794639035050 i
2 .8384567291037482144 -0 .7682623102992812746 i
4 .0194575790739860299 0 .6733410597655976541 i
3 22 -8 .1353547577760267082 -0 .0534088822834515911 i
-5 .7729938937007822287 -0 .4584164088628151995 i
-1 .9934413155792025664 0 .4149435180972391299 i
-1 .8729837556002518607 0 .7264632594179791770 i
-1 .8685175532055515703 -0 .1036917627999677747 i
-1 .6527015063363994076 0 .3660623108010285533 i
-0 .6722931451312679126 0 .0520466422448523449 i
-0 .3399068548671841219 -0 .4210712714106151994 i
X 0 -0 .7301024229545175861 i
X 0 0 .0559311725301480657 i
X 0 0 .1209859348350841174 i
X 0 0 .2822360741674909951 i
X 0 0 .4310621360215660286 i
X 0 0 .4389663618399559345 i
0 .3399068548671841219 -0 .4210712714106151994 i
0 .6722931451312679126 0 .0520466422448523449 i
1 .6527015063363994076 0 .3660623108010285533 i
1 .8685175532055515703 -0 .1036917627999677747 i
1 .8729837556002518607 0 .7264632594179791770 i
1 .9934413155792025664 0 .4149435180972391299 i
5 .7729938937007822287 -0 .4584164088628151995 i
8 .1353547577760267082 -0 .0534088822834515911 i