PGL(2,C)-representations for t02670

 t02669 Overview t02671  


Manifold Obstruction
index
Degree of
component
PSL(2,R) SL(2,C) Complex volume
t02670 0 19X -2 .0165602477851877703 0 .5653823610063529673 i
X -1 .9077274752381996496 0 .1548877242527522049 i
X -1 .6766792915312069519 -0 .6579550692670065783 i
X -1 .2886091647165109859 -0 .2004277431198576760 i
X -0 .6783411558478253132 -0 .0053455325577199367 i
XX 0 -0 .5575441646606871926 i
XX 0 -0 .4780996215266435310 i
XX 0 -0 .0763012783528129182 i
XX 0 -0 .0459549489304220109 i
XX 0 0 .1610165875507657112 i
XX 0 0 .2435846365962794889 i
XX 0 0 .2739628187657314675 i
XX 0 0 .3286539598712853920 i
XX 0 0 .4375985300574616308 i
X 0 .6783411558478253132 -0 .0053455325577199367 i
X 1 .2886091647165109859 -0 .2004277431198576760 i
X 1 .6766792915312069519 -0 .6579550692670065783 i
X 1 .9077274752381996496 0 .1548877242527522049 i
X 2 .0165602477851877703 0 .5653823610063529673 i
1 25 -5 .0966128494806887070 0 .1450871598880744304 i
-4 .7637287085329100933 -0 .1922603439325496824 i
-4 .0876491569560775425 0 .8097207696159006070 i
-3 .0539466620783675287 -0 .0710600978347886707 i
-1 .9258224329466461906 0 .7027302924656123293 i
-1 .6604439904052163503 0 .5788927143480985423 i
-1 .6297841333257584481 -0 .4669240966876178558 i
-1 .1882832789247929743 -0 .1922387373288482404 i
-0 .6719947755956896951 -0 .0905864345776124674 i
-0 .1786577577220897623 -0 .1315456514515588360 i
X 0 -0 .3521602236146926515 i
X 0 -0 .3384016050476394127 i
X 0 0 .4455228649782403301 i
X 0 0 .5997333348587938230 i
X 0 0 .7515426135123304717 i
0 .1786577577220897623 -0 .1315456514515588360 i
0 .6719947755956896951 -0 .0905864345776124674 i
1 .1882832789247929743 -0 .1922387373288482404 i
1 .6297841333257584481 -0 .4669240966876178558 i
1 .6604439904052163503 0 .5788927143480985423 i
1 .9258224329466461906 0 .7027302924656123293 i
3 .0539466620783675287 -0 .0710600978347886707 i
4 .0876491569560775425 0 .8097207696159006070 i
4 .7637287085329100933 -0 .1922603439325496824 i
5 .0966128494806887070 0 .1450871598880744304 i
2 19 -1 .9762243946518580547 0 .6167957641089443890 i
-1 .8089858167980504708 -0 .8190849986817456609 i
-1 .5057378190977613002 0 .6423028014887095001 i
-1 .0150943531374205741 0 .1200816303106487946 i
-0 .3021669802818756714 -0 .5131197606920797963 i
X 0 -0 .8199288899278275948 i
X 0 -0 .7597117256524642942 i
X 0 -0 .6694533484707698519 i
X 0 -0 .2061152509839964261 i
X 0 0 .2013753732766937978 i
X 0 0 .2329883518681305320 i
X 0 0 .5600372534950383829 i
X 0 0 .5997782470934081871 i
X 0 0 .7670791162328328139 i
0 .3021669802818756714 -0 .5131197606920797963 i
1 .0150943531374205741 0 .1200816303106487946 i
1 .5057378190977613002 0 .6423028014887095001 i
1 .8089858167980504708 -0 .8190849986817456609 i
1 .9762243946518580547 0 .6167957641089443890 i
3 25 -4 .9722393122837919839 0 .2229818554093743623 i
-4 .4694833894761645643 0 .5492563486271220001 i
-3 .6163373198177814328 0 .5986967309488576064 i
-2 .4003462280952356536 0 .4628272968104593030 i
-2 .0036142263609252902 0 .5867042162447266658 i
-1 .7995471580434217948 0 .3504174165858047066 i
-1 .4232877660593923826 -0 .1006895323169797487 i
-0 .9342500756534405398 -0 .7382572232599292566 i
-0 .8502202953662140244 0 .3043180752879730443 i
-0 .4143544553325522145 0 .1095938887873173725 i
X 0 -0 .7915929842056592170 i
X 0 -0 .7824216022932319699 i
X 0 -0 .5041680967546406117 i
X 0 0 .1151511389646748037 i
X 0 0 .5612015317358577557 i
0 .4143544553325522145 0 .1095938887873173725 i
0 .8502202953662140244 0 .3043180752879730443 i
0 .9342500756534405398 -0 .7382572232599292566 i
1 .4232877660593923826 -0 .1006895323169797487 i
1 .7995471580434217948 0 .3504174165858047066 i
2 .0036142263609252902 0 .5867042162447266658 i
2 .4003462280952356536 0 .4628272968104593030 i
3 .6163373198177814328 0 .5986967309488576064 i
4 .4694833894761645643 0 .5492563486271220001 i
4 .9722393122837919839 0 .2229818554093743623 i