PGL(2,C)-representations for t05461

 t05460 Overview t05462  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
t05461 0 36X -4 .9064120769406256164 -0 .4036179620647041557 i
X -3 .7651514333698072864 0 .1801023264247501993 i
X -3 .5297971318876936653 0 .2255347601259105356 i
X -2 .6618014541191271725 -0 .5070423999166617840 i
X -2 .0410085116859994726 0 .7678776582266951905 i
X -1 .8468753904040785085 -0 .4087432795153763950 i
X -1 .6283149344397375361 0 .7666720370236801688 i
X -1 .4212939535453719937 0 .3897356702647067428 i
X -1 .3691067643499574770 0 .6432958864702132315 i
X -0 .7940221795937819676 0 .7002213856138460210 i
X -0 .6883365664681814271 0 .0827210727980913572 i
X -0 .0375701359799791933 -0 .7007483510984398887 i
XX 0 -0 .7473238913941775078 i
XX 0 -0 .5817269331994878031 i
XX 0 -0 .5491748220567302437 i
XX 0 -0 .4733539620244028709 i
XX 0 -0 .4052356243925515100 i
XX 0 -0 .3190716120428110164 i
XX 0 -0 .1693683656419135321 i
XX 0 -0 .1488867144018204067 i
XX 0 -0 .0448123578831999016 i
XX 0 0 .3405829045598060479 i
XX 0 0 .6230570054256325013 i
XX 0 0 .6482308311944602329 i
X 0 .0375701359799791933 -0 .7007483510984398887 i
X 0 .6883365664681814271 0 .0827210727980913572 i
X 0 .7940221795937819676 0 .7002213856138460210 i
X 1 .3691067643499574770 0 .6432958864702132315 i
X 1 .4212939535453719937 0 .3897356702647067428 i
X 1 .6283149344397375361 0 .7666720370236801688 i
X 1 .8468753904040785085 -0 .4087432795153763950 i
X 2 .0410085116859994726 0 .7678776582266951905 i
X 2 .6618014541191271725 -0 .5070423999166617840 i
X 3 .5297971318876936653 0 .2255347601259105356 i
X 3 .7651514333698072864 0 .1801023264247501993 i
X 4 .9064120769406256164 -0 .4036179620647041557 i
1 36 -5 .8395422470864491210 0 .3290515217999798174 i
-4 .6578910553866806208 0 .6535468032371173347 i
-3 .4254617328094413463 0 .3569661370673107901 i
-2 .9149775916095682175 -0 .1156068554775703110 i
-2 .6945757064930289895 0 .8221150432996587867 i
-2 .3581420648072891342 -0 .2746478424159626101 i
-2 .2140054962498921609 -0 .8190359111938753231 i
-1 .1886634937953567857 0 .1079067368872297127 i
-0 .9955807646983350138 -0 .6950668447696530619 i
-0 .5956312585410221221 0 .6361348025003285457 i
-0 .3396216512909700174 0 .1842109800827905674 i
-0 .0367456536095153965 -0 .1293273792888455842 i
X 0 -0 .6747767604121794080 i
X 0 -0 .3973592040205222888 i
X 0 -0 .3741988972110424859 i
X 0 -0 .3574318855340614496 i
X 0 -0 .2287620410678635025 i
X 0 -0 .2194019536763566651 i
X 0 -0 .1388938952660964345 i
X 0 -0 .0269135387802336334 i
X 0 0 .2863739969470717181 i
X 0 0 .3931151871904366209 i
X 0 0 .5966299785870050956 i
X 0 0 .6740586966350515406 i
0 .0367456536095153965 -0 .1293273792888455842 i
0 .3396216512909700174 0 .1842109800827905674 i
0 .5956312585410221221 0 .6361348025003285457 i
0 .9955807646983350138 -0 .6950668447696530619 i
1 .1886634937953567857 0 .1079067368872297127 i
2 .2140054962498921609 -0 .8190359111938753231 i
2 .3581420648072891342 -0 .2746478424159626101 i
2 .6945757064930289895 0 .8221150432996587867 i
2 .9149775916095682175 -0 .1156068554775703110 i
3 .4254617328094413463 0 .3569661370673107901 i
4 .6578910553866806208 0 .6535468032371173347 i
5 .8395422470864491210 0 .3290515217999798174 i