PGL(2,C)-representations for K14n23624

 K14n22789 Overview K14n23721  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
K14n23624 0 33X -8 .2489068464876078549 -0 .2601800568204947615 i
X -5 .4429488726280712029 0 .3823840308872753156 i
X -5 .3595289611657516990 0 .6988632893212907501 i
X -4 .9846242099563353168 -0 .3669146106473363057 i
X -2 .9238595523060079692 -0 .3785329431227294700 i
X -2 .4814211920772385315 -0 .1889576913107151949 i
X -2 .3141177710849206779 -0 .3699518558771828220 i
X -2 .2259691434132861845 0 .7974012782301985668 i
X -2 .0269583323104070680 0 .0093953016887665364 i
X -1 .7796039403931100325 -0 .5827532846691323636 i
X -1 .4872337148644278574 -0 .6710981472093681067 i
X -1 .2809126975293419645 0 .7547174299911040081 i
X -1 .2478588560733323071 -0 .5450071831588762184 i
X -1 .0503158288657171725 -0 .6607725161648640167 i
X -0 .9676121505573180483 0 .4438728898300179529 i
XX 0 -0 .7954430345040862560 i
XX 0 -0 .7472755642208319211 i
XX 0 0 .1279186030925575635 i
X 0 .9676121505573180483 0 .4438728898300179529 i
X 1 .0503158288657171725 -0 .6607725161648640167 i
X 1 .2478588560733323071 -0 .5450071831588762184 i
X 1 .2809126975293419645 0 .7547174299911040081 i
X 1 .4872337148644278574 -0 .6710981472093681067 i
X 1 .7796039403931100325 -0 .5827532846691323636 i
X 2 .0269583323104070680 0 .0093953016887665364 i
X 2 .2259691434132861845 0 .7974012782301985668 i
X 2 .3141177710849206779 -0 .3699518558771828220 i
X 2 .4814211920772385315 -0 .1889576913107151949 i
X 2 .9238595523060079692 -0 .3785329431227294700 i
X 4 .9846242099563353168 -0 .3669146106473363057 i
X 5 .3595289611657516990 0 .6988632893212907501 i
X 5 .4429488726280712029 0 .3823840308872753156 i
X 8 .2489068464876078549 -0 .2601800568204947615 i
1 38 -12 .3829029794970334233 0 .7707285740990375644 i
-6 .5784166626415335628 0 .0276340375555378494 i
-4 .5096199402052895513 0 .5581866159861159169 i
-3 .8979129600115133058 -0 .4612495808888385137 i
-3 .8172648942712641133 -0 .2948112531116329394 i
-3 .5239093503020585845 -0 .0252540327115030193 i
-3 .2826141940767923036 0 .7080011581102094661 i
-2 .8565136442157464177 0 .2198011196107591324 i
-2 .2525080663794220346 0 .1639850593599250770 i
-1 .7603065843700464018 0 .5554077696911233669 i
-1 .6029615021766662828 -0 .2870413028891379873 i
-1 .5143638649306872310 0 .2334503647630314464 i
-1 .4212411473600792747 -0 .4543500359354026266 i
-1 .2544410967570469411 0 .7562275447640931808 i
-1 .1931705099456466215 -0 .5385226516521853054 i
-0 .5176570771472144539 0 .5277698170314928451 i
X 0 -0 .7403535160816385745 i
X 0 -0 .0559970422747828152 i
X 0 0 .4810883445984386156 i
X 0 0 .6064937412739831180 i
X 0 0 .6082087077521337124 i
X 0 0 .7603696245595207817 i
0 .5176570771472144539 0 .5277698170314928451 i
1 .1931705099456466215 -0 .5385226516521853054 i
1 .2544410967570469411 0 .7562275447640931808 i
1 .4212411473600792747 -0 .4543500359354026266 i
1 .5143638649306872310 0 .2334503647630314464 i
1 .6029615021766662828 -0 .2870413028891379873 i
1 .7603065843700464018 0 .5554077696911233669 i
2 .2525080663794220346 0 .1639850593599250770 i
2 .8565136442157464177 0 .2198011196107591324 i
3 .2826141940767923036 0 .7080011581102094661 i
3 .5239093503020585845 -0 .0252540327115030193 i
3 .8172648942712641133 -0 .2948112531116329394 i
3 .8979129600115133058 -0 .4612495808888385137 i
4 .5096199402052895513 0 .5581866159861159169 i
6 .5784166626415335628 0 .0276340375555378494 i
12 .3829029794970334233 0 .7707285740990375644 i