PGL(2,C)-representations for t07807

 t07806 Overview t07808  


Manifold Obstruction
index
Degree of
component
PSL(2,R) SL(2,C) Complex volume
t07807 0 19X -2 .9683345262745619550 0 .2308505137426323901 i
X -2 .7435745144293837576 -0 .7044776182315264741 i
X -1 .9445063128289840857 -0 .1478271588852733192 i
X -0 .9931584427224049032 -0 .0884098968890946803 i
X -0 .9194161764743003017 0 .6334596339169394353 i
X -0 .6210454077313063319 -0 .3367490251496439140 i
XX 0 -0 .7284180832547753065 i
XX 0 -0 .5506105311902376919 i
XX 0 -0 .4869539265829100535 i
XX 0 -0 .3663822235918422669 i
XX 0 -0 .1829101103454071559 i
XX 0 0 .7036847878270432057 i
XX 0 0 .7929631232818359572 i
X 0 .6210454077313063319 -0 .3367490251496439140 i
X 0 .9194161764743003017 0 .6334596339169394353 i
X 0 .9931584427224049032 -0 .0884098968890946803 i
X 1 .9445063128289840857 -0 .1478271588852733192 i
X 2 .7435745144293837576 -0 .7044776182315264741 i
X 2 .9683345262745619550 0 .2308505137426323901 i
1 22 -6 .3251938835380654030 0 .1816168830567213904 i
-4 .7501521995683130946 0 .6339816958726280623 i
-2 .2476943839691734927 -0 .0306261603385610042 i
-2 .0456772006690060652 -0 .1360027014808147087 i
-1 .3292562827482038030 0 .2156280097498943272 i
-0 .7760015746011353953 -0 .7681258137984437593 i
-0 .3906620778356472270 0 .8069108558726508535 i
-0 .1077742745754932511 0 .7743244910498419735 i
X 0 -0 .5787353609511359807 i
X 0 -0 .5353677587314709982 i
X 0 -0 .3399167686286185881 i
X 0 -0 .0375287668781280123 i
X 0 0 .6712773451146522814 i
X 0 0 .7547249238033199011 i
0 .1077742745754932511 0 .7743244910498419735 i
0 .3906620778356472270 0 .8069108558726508535 i
0 .7760015746011353953 -0 .7681258137984437593 i
1 .3292562827482038030 0 .2156280097498943272 i
2 .0456772006690060652 -0 .1360027014808147087 i
2 .2476943839691734927 -0 .0306261603385610042 i
4 .7501521995683130946 0 .6339816958726280623 i
6 .3251938835380654030 0 .1816168830567213904 i
2 21 -5 .7275221712211367217 -0 .4732535042012048778 i
-3 .4691070927749335831 0 .2030122872866028541 i
-2 .8536961396032277718 -0 .7395336069803791149 i
-1 .3444732511497855387 0 .4914847660504970033 i
-1 .1076278964679345465 -0 .3772201056458106604 i
-0 .7304244082256637436 -0 .3571513788227484858 i
-0 .4113546467860776361 0 .7169856425154159611 i
X 0 -0 .6747349547304769250 i
X 0 -0 .6523839927224661091 i
X 0 -0 .5958676480227906342 i
X 0 -0 .5304632065935191940 i
X 0 -0 .5285127471316128288 i
X 0 0 .7791568612962308582 i
X 0 0 .8067563872275498191 i
0 .4113546467860776361 0 .7169856425154159611 i
0 .7304244082256637436 -0 .3571513788227484858 i
1 .1076278964679345465 -0 .3772201056458106604 i
1 .3444732511497855387 0 .4914847660504970033 i
2 .8536961396032277718 -0 .7395336069803791149 i
3 .4691070927749335831 0 .2030122872866028541 i
5 .7275221712211367217 -0 .4732535042012048778 i
3 21 -3 .5709466755641190861 0 .4748374472602343253 i
-2 .9266130409473167691 0 .0039364808880637926 i
-2 .4222677764274722494 0 .3268980230492494956 i
-2 .0473131244324075298 0 .3186721245786251557 i
-1 .3191087148941683044 -0 .4008962583467986393 i
-0 .1972059248895734762 -0 .5906680847146220287 i
X 0 -0 .7387216521348004975 i
X 0 -0 .6462921473122167653 i
X 0 -0 .6264984807416961362 i
X 0 -0 .5731936888855336917 i
X 0 0 .0007065151527468985 i
X 0 0 .1552961767816952096 i
X 0 0 .2480053902028125157 i
X 0 0 .4031063177462017109 i
X 0 0 .6895650703371733353 i
0 .1972059248895734762 -0 .5906680847146220287 i
1 .3191087148941683044 -0 .4008962583467986393 i
2 .0473131244324075298 0 .3186721245786251557 i
2 .4222677764274722494 0 .3268980230492494956 i
2 .9266130409473167691 0 .0039364808880637926 i
3 .5709466755641190861 0 .4748374472602343253 i