PGL(2,C)-representations for t10613

 t10612 Overview t10614  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
t10613 0 44X -5 .9296055655376741869 -0 .0819184188119070316 i
X -4 .2606059586144106012 -0 .2461801594801338082 i
X -3 .4534790521770988938 0 .0216833604448440018 i
X -3 .3975652340015615301 0 .3471888896466506852 i
X -2 .2978937418455863096 -0 .0951146084963525921 i
X -2 .2542325885458327713 0 .0596133802614667101 i
X -1 .8229886936478389082 -0 .6935991747421221737 i
X -1 .6137383414531836575 0 .5176280677662138369 i
X -1 .5831560267435434277 -0 .7302314690084122170 i
X -1 .4482309265371047810 0 .7269661286782868302 i
X -0 .2476021195626558655 0 .0833194258386650621 i
X -0 .2422516928447698115 -0 .3567067887129466351 i
XX 0 -0 .7606294005665812969 i
XX 0 -0 .7123909906922790836 i
XX 0 -0 .6140072394705144770 i
XX 0 -0 .5182221505411165013 i
XX 0 -0 .4518685691296959349 i
XX 0 -0 .4116444659921253675 i
XX 0 -0 .2407628852448882901 i
XX 0 -0 .0860686599943773931 i
XX 0 -0 .0203692110558716695 i
XX 0 0 .0320186374997898219 i
XX 0 0 .0733681642185657164 i
XX 0 0 .0923452746787870602 i
XX 0 0 .1060894199307696993 i
XX 0 0 .1881883797972803287 i
XX 0 0 .3134562241506196832 i
XX 0 0 .3157373819591339601 i
XX 0 0 .3418255114738572860 i
XX 0 0 .4351104769120399348 i
XX 0 0 .4421530953400289535 i
XX 0 0 .7254396731098457960 i
X 0 .2422516928447698115 -0 .3567067887129466351 i
X 0 .2476021195626558655 0 .0833194258386650621 i
X 1 .4482309265371047810 0 .7269661286782868302 i
X 1 .5831560267435434277 -0 .7302314690084122170 i
X 1 .6137383414531836575 0 .5176280677662138369 i
X 1 .8229886936478389082 -0 .6935991747421221737 i
X 2 .2542325885458327713 0 .0596133802614667101 i
X 2 .2978937418455863096 -0 .0951146084963525921 i
X 3 .3975652340015615301 0 .3471888896466506852 i
X 3 .4534790521770988938 0 .0216833604448440018 i
X 4 .2606059586144106012 -0 .2461801594801338082 i
X 5 .9296055655376741869 -0 .0819184188119070316 i
1 45 -6 .9283414228971656773 -0 .5149011258234712751 i
-4 .9634739975966442363 0 .6835180786691777846 i
-4 .3431160099501900712 0 .0805181186075151397 i
-3 .1095239979393861883 0 .3147278693125100569 i
-2 .9991981233633557113 0 .2461420982955693637 i
-2 .7742454093841629938 -0 .1650446483651717337 i
-1 .9736269097700857159 0 .0867722071662763317 i
-1 .8136641211059516442 -0 .1292125983937711272 i
-1 .2177612291198794705 -0 .4653730356577508037 i
-1 .0728105174812403824 0 .5731796411355064771 i
-0 .8105413938201226703 -0 .4904223501277201348 i
-0 .7714981045175978073 0 .1063902383740350010 i
X 0 -0 .7409263282406064078 i
X 0 -0 .6909097971225475286 i
X 0 -0 .6651884939985522017 i
X 0 -0 .5888337310856677594 i
X 0 -0 .5519579287609750443 i
X 0 -0 .5464485351103794425 i
X 0 -0 .3766017396599214763 i
X 0 -0 .1613417659767087494 i
X 0 -0 .1403951980202233661 i
X 0 -0 .0290078157886367769 i
X 0 0 .0590689372817804144 i
X 0 0 .0951419136951746831 i
X 0 0 .1415105232409900689 i
X 0 0 .2276425723577093297 i
X 0 0 .2448156553089853919 i
X 0 0 .2802896455656642641 i
X 0 0 .4299832846289371292 i
X 0 0 .4885026130804323242 i
X 0 0 .5482085209120824916 i
X 0 0 .6098206148397871776 i
X 0 0 .7140380664672653180 i
0 .7714981045175978073 0 .1063902383740350010 i
0 .8105413938201226703 -0 .4904223501277201348 i
1 .0728105174812403824 0 .5731796411355064771 i
1 .2177612291198794705 -0 .4653730356577508037 i
1 .8136641211059516442 -0 .1292125983937711272 i
1 .9736269097700857159 0 .0867722071662763317 i
2 .7742454093841629938 -0 .1650446483651717337 i
2 .9991981233633557113 0 .2461420982955693637 i
3 .1095239979393861883 0 .3147278693125100569 i
4 .3431160099501900712 0 .0805181186075151397 i
4 .9634739975966442363 0 .6835180786691777846 i
6 .9283414228971656773 -0 .5149011258234712751 i