PGL(2,C)-representations for o9_35313

 o9_35312 Overview o9_35314  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
o9_35313 0 33X -6 .2171823140192999675 -0 .4596783289796120375 i
X -5 .5261489940611396082 0 .4870060833505306652 i
X -2 .4416258320177057927 -0 .5242575522005097940 i
X -2 .3947281542948703833 -0 .6350591538885684810 i
X -2 .3343140982226992875 -0 .2352400095708642500 i
X -2 .3021623323048195972 -0 .7941918993327246216 i
X -2 .1961054411849972256 -0 .2858619023037664195 i
X -1 .6657803886226006581 -0 .7993426552919428583 i
X -1 .6469528996054916387 -0 .0932584175865498084 i
X -1 .3950524730122897559 -0 .7278587880541536166 i
X -1 .3495587706450039586 -0 .0267835592381495143 i
X -0 .9859903174302285850 0 .8114382380323363993 i
XX 0 -0 .7611951120017504600 i
XX 0 -0 .6997088728257931435 i
XX 0 -0 .5407979766780208728 i
XX 0 -0 .5205906273003260465 i
XX 0 -0 .3670211311942272658 i
XX 0 -0 .3503419213918199939 i
XX 0 0 .2853560146407273622 i
XX 0 0 .5038565729770709704 i
XX 0 0 .7919486096609559420 i
X 0 .9859903174302285850 0 .8114382380323363993 i
X 1 .3495587706450039586 -0 .0267835592381495143 i
X 1 .3950524730122897559 -0 .7278587880541536166 i
X 1 .6469528996054916387 -0 .0932584175865498084 i
X 1 .6657803886226006581 -0 .7993426552919428583 i
X 2 .1961054411849972256 -0 .2858619023037664195 i
X 2 .3021623323048195972 -0 .7941918993327246216 i
X 2 .3343140982226992875 -0 .2352400095708642500 i
X 2 .3947281542948703833 -0 .6350591538885684810 i
X 2 .4416258320177057927 -0 .5242575522005097940 i
X 5 .5261489940611396082 0 .4870060833505306652 i
X 6 .2171823140192999675 -0 .4596783289796120375 i
1 36 -7 .6063800589790166277 -0 .0352923549691494927 i
-4 .3429969764253267429 0 .4279646707782570403 i
-4 .0739600739302430785 -0 .4377387387669354128 i
-3 .6784743425371381412 -0 .0347025663929053480 i
-2 .6019978281247478638 0 .7609636393530945709 i
-2 .5868079280167119907 -0 .6461253048868378517 i
-2 .4257127095135343613 -0 .1645433632260434375 i
-2 .2285670212244473540 -0 .4305933135950955923 i
-1 .1735172116779267046 -0 .3133053359015764702 i
-0 .9488791298843362144 -0 .0486103757761976631 i
-0 .6301074729907573194 -0 .1765450813083382705 i
-0 .3946863914022748081 -0 .0089713842530679827 i
-0 .1008648860907894690 -0 .4891697955587748835 i
X 0 -0 .7217104672992376001 i
X 0 -0 .1132070702332389680 i
X 0 -0 .1095121068914310172 i
X 0 -0 .0802664026777668783 i
X 0 -0 .0086591405927816440 i
X 0 0 .2971601402418343281 i
X 0 0 .3352190178451462969 i
X 0 0 .5349681222198234362 i
X 0 0 .6743799570847180950 i
X 0 0 .7400324924618491035 i
0 .1008648860907894690 -0 .4891697955587748835 i
0 .3946863914022748081 -0 .0089713842530679827 i
0 .6301074729907573194 -0 .1765450813083382705 i
0 .9488791298843362144 -0 .0486103757761976631 i
1 .1735172116779267046 -0 .3133053359015764702 i
2 .2285670212244473540 -0 .4305933135950955923 i
2 .4257127095135343613 -0 .1645433632260434375 i
2 .5868079280167119907 -0 .6461253048868378517 i
2 .6019978281247478638 0 .7609636393530945709 i
3 .6784743425371381412 -0 .0347025663929053480 i
4 .0739600739302430785 -0 .4377387387669354128 i
4 .3429969764253267429 0 .4279646707782570403 i
7 .6063800589790166277 -0 .0352923549691494927 i