PGL(2,C)-representations for t12151

 t12150 Overview t12152  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
t12151 0 18X -4 .3192864814358899897 0 .4949130140206184471 i
X -2 .6097212001082246462 -0 .8035281814676022003 i
X -1 .9853554614364459293 0 .2314052840748384978 i
X -1 .9203218934652471334 -0 .1337437675440016929 i
X -1 .2209548355490582423 -0 .0239125957131147891 i
X -0 .4102655518600151298 -0 .8135768333793075980 i
X -0 .3568349011561443985 0 .3768177618372774606 i
XX 0 -0 .2996273801788251554 i
XX 0 0 .3738600017350934300 i
XX 0 0 .5713150991240208578 i
XX 0 0 .6977029156622946174 i
X 0 .3568349011561443985 0 .3768177618372774606 i
X 0 .4102655518600151298 -0 .8135768333793075980 i
X 1 .2209548355490582423 -0 .0239125957131147891 i
X 1 .9203218934652471334 -0 .1337437675440016929 i
X 1 .9853554614364459293 0 .2314052840748384978 i
X 2 .6097212001082246462 -0 .8035281814676022003 i
X 4 .3192864814358899897 0 .4949130140206184471 i
1 18 -3 .6956486471504652090 -0 .1223785655526625470 i
-2 .5351882572586097617 -0 .4289413999113707381 i
-1 .9593887681570632925 -0 .3882979949797102510 i
-1 .3476274084457406903 -0 .1610376770547812280 i
-1 .2173179642186880836 -0 .2111939157247444127 i
-1 .2122772844177311613 0 .6796470881935253758 i
-0 .8947206270401029472 0 .3914796973925436627 i
-0 .3711110291556987666 -0 .2189338674965217956 i
X 0 0 .2984743115654532299 i
X 0 0 .6208389587019906380 i
0 .3711110291556987666 -0 .2189338674965217956 i
0 .8947206270401029472 0 .3914796973925436627 i
1 .2122772844177311613 0 .6796470881935253758 i
1 .2173179642186880836 -0 .2111939157247444127 i
1 .3476274084457406903 -0 .1610376770547812280 i
1 .9593887681570632925 -0 .3882979949797102510 i
2 .5351882572586097617 -0 .4289413999113707381 i
3 .6956486471504652090 -0 .1223785655526625470 i
2 20 -7 .3528480740407219475 0 .0545415399979629857 i
-4 .6900102533281581187 -0 .6057664371215328287 i
-4 .0681313275523954972 -0 .2369779544635887737 i
-1 .4104780428621418444 0 .4057137090029928912 i
-0 .8943636021008298521 -0 .1457645647204785585 i
-0 .2659416607069966619 -0 .5560925522714124439 i
-0 .1021661669958481518 -0 .3555105297172568507 i
X 0 -0 .7054319399748753510 i
X 0 -0 .1916409051298493827 i
X 0 0 .1416494164901711966 i
X 0 0 .1549071357555415507 i
X 0 0 .3297072115487934774 i
X 0 0 .6831215596245060118 i
0 .1021661669958481518 -0 .3555105297172568507 i
0 .2659416607069966619 -0 .5560925522714124439 i
0 .8943636021008298521 -0 .1457645647204785585 i
1 .4104780428621418444 0 .4057137090029928912 i
4 .0681313275523954972 -0 .2369779544635887737 i
4 .6900102533281581187 -0 .6057664371215328287 i
7 .3528480740407219475 0 .0545415399979629857 i
3 18 -6 .3413290303366878341 0 .6933886144803042011 i
-2 .9033594479513603247 -0 .3681068381391958191 i
-2 .5118230320332841613 -0 .7155763432093162999 i
-0 .8029513564404836437 -0 .0167703308849714966 i
-0 .4901374032098189130 0 .8101341922696929654 i
-0 .4822505751831448871 -0 .0712205645081155579 i
X 0 -0 .4818106142119508948 i
X 0 0 .1107696855424750110 i
X 0 0 .2412336594913059703 i
X 0 0 .2732164837074852712 i
X 0 0 .3776775723011876477 i
X 0 0 .4601498200009274448 i
0 .4822505751831448871 -0 .0712205645081155579 i
0 .4901374032098189130 0 .8101341922696929654 i
0 .8029513564404836437 -0 .0167703308849714966 i
2 .5118230320332841613 -0 .7155763432093162999 i
2 .9033594479513603247 -0 .3681068381391958191 i
6 .3413290303366878341 0 .6933886144803042011 i