PGL(2,C)-representations for K13n1541

 K13n1533 Overview K13n1619  


Manifold Obstruction
index
Degree of
component
PSL(2,R) SL(2,C) Complex volume
K13n1541 0 16X -5 .5079871889725886853 -0 .7140600987030809356 i
X -4 .3311389386447059290 -0 .3699836982769732703 i
X -3 .9753644925968016544 -0 .5803994442414931213 i
X -1 .9877927777356345856 0 .6524169475118210283 i
X -1 .8029266511704207671 0 .7228443275999613403 i
X -1 .6531724117815551708 -0 .7320845861512206246 i
X -1 .1134091907324636401 0 .4076962213366288412 i
XX 0 -0 .3795492737507807862 i
XX 0 -0 .0382441312487321659 i
X 1 .1134091907324636401 0 .4076962213366288412 i
X 1 .6531724117815551708 -0 .7320845861512206246 i
X 1 .8029266511704207671 0 .7228443275999613403 i
X 1 .9877927777356345856 0 .6524169475118210283 i
X 3 .9753644925968016544 -0 .5803994442414931213 i
X 4 .3311389386447059290 -0 .3699836982769732703 i
X 5 .5079871889725886853 -0 .7140600987030809356 i
1 27 -11 .2614836672987857467 -0 .1862038786568085826 i
-5 .4314338502159203591 -0 .3000695143719277547 i
-4 .9938113827261344223 0 .5705346830032083167 i
-3 .6402270552698568685 0 .5815589395631237480 i
-3 .4943266812229445594 -0 .0384816542404097125 i
-3 .4054275511559174065 0 .5687175289682013938 i
-3 .3643871330421782552 0 .6226879064613834884 i
-1 .1485228690359129469 0 .3502461478977009901 i
-1 .1198027346660534492 0 .0745211187575061175 i
-0 .6882701243331899284 0 .7584344059905266307 i
-0 .5173833015779993319 0 .3736394532280266903 i
-0 .4620321308110969693 -0 .3250431807997909986 i
-0 .1358334469822255446 -0 .0947152525288369643 i
X 0 0 .6680828608490990201 i
0 .1358334469822255446 -0 .0947152525288369643 i
0 .4620321308110969693 -0 .3250431807997909986 i
0 .5173833015779993319 0 .3736394532280266903 i
0 .6882701243331899284 0 .7584344059905266307 i
1 .1198027346660534492 0 .0745211187575061175 i
1 .1485228690359129469 0 .3502461478977009901 i
3 .3643871330421782552 0 .6226879064613834884 i
3 .4054275511559174065 0 .5687175289682013938 i
3 .4943266812229445594 -0 .0384816542404097125 i
3 .6402270552698568685 0 .5815589395631237480 i
4 .9938113827261344223 0 .5705346830032083167 i
5 .4314338502159203591 -0 .3000695143719277547 i
11 .2614836672987857467 -0 .1862038786568085826 i