PGL(2,C)-representations for t06636

 t06635 Overview t06637  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
t06636 0 43X -5 .1731513784432201014 -0 .1845007054527420383 i
X -4 .3682398747741995179 -0 .5074547466985191222 i
X -3 .0435830198165260230 0 .2110363855376651408 i
X -2 .8343148328865663475 0 .1080042558179608560 i
X -1 .8273252784171631306 0 .4261518498377050588 i
X -1 .4022866958217819894 0 .3767956009422533887 i
X -1 .2099731879180983960 0 .2320968374545765965 i
X -0 .9433552334189422530 0 .2766090349310458756 i
X -0 .6491893676280175253 0 .5786000796746087021 i
X -0 .3474663490500505553 -0 .4809478798983815725 i
X -0 .0539603777408871557 0 .4841588661040002493 i
XX 0 -0 .8000206322057759822 i
XX 0 -0 .5857427696231899752 i
XX 0 -0 .4830001432205026677 i
XX 0 -0 .4477085759261419302 i
XX 0 -0 .4202214227387332089 i
XX 0 -0 .2215670519161564849 i
XX 0 -0 .1317077440598195726 i
XX 0 -0 .0344538644491396700 i
XX 0 -0 .0198852518675511247 i
XX 0 0 .0459649516811461852 i
XX 0 0 .0739334641706116272 i
XX 0 0 .1697968514069486530 i
XX 0 0 .2253392593896985482 i
XX 0 0 .2560836548881428734 i
XX 0 0 .4702445966606841574 i
XX 0 0 .4884177030214379366 i
XX 0 0 .5551718964565193591 i
XX 0 0 .6524454161136661924 i
XX 0 0 .6752617245261889202 i
XX 0 0 .6854738330348083445 i
XX 0 0 .7398771487014908581 i
X 0 .0539603777408871557 0 .4841588661040002493 i
X 0 .3474663490500505553 -0 .4809478798983815725 i
X 0 .6491893676280175253 0 .5786000796746087021 i
X 0 .9433552334189422530 0 .2766090349310458756 i
X 1 .2099731879180983960 0 .2320968374545765965 i
X 1 .4022866958217819894 0 .3767956009422533887 i
X 1 .8273252784171631306 0 .4261518498377050588 i
X 2 .8343148328865663475 0 .1080042558179608560 i
X 3 .0435830198165260230 0 .2110363855376651408 i
X 4 .3682398747741995179 -0 .5074547466985191222 i
X 5 .1731513784432201014 -0 .1845007054527420383 i
1 45 -6 .0515881125287085844 -0 .2005340001167204944 i
-5 .3890995728437670515 -0 .5643470005944033139 i
-4 .3012475981008308184 0 .0570132575281727485 i
-3 .6975431200190384602 -0 .6184201912776927364 i
-3 .4367651511982231350 -0 .4160117589409908625 i
-2 .9126754267058899092 0 .1701884121677779698 i
-2 .4941705886320418108 0 .7856363558747182683 i
-2 .3297726555706406859 -0 .2740023369796998450 i
-1 .9525909809165001333 0 .3559708863361686712 i
-1 .4507895401292120582 -0 .2353630987871814979 i
-1 .1026136412002370959 -0 .7159187373979968914 i
-0 .9445214563297596850 -0 .2436199186861813833 i
-0 .2352467985174788197 -0 .3627934553785633049 i
-0 .2042036703042997418 -0 .1415160346943527028 i
X 0 -0 .8222878486148533912 i
X 0 -0 .6137413132476760602 i
X 0 -0 .6111772244473972986 i
X 0 -0 .5679924398539082283 i
X 0 -0 .5471672033757117877 i
X 0 -0 .4433668424424401509 i
X 0 -0 .4279269476403802883 i
X 0 -0 .3473725461515418940 i
X 0 -0 .2901018943685984597 i
X 0 -0 .2199956783849186218 i
X 0 -0 .1900607390659663260 i
X 0 -0 .0324440228947664542 i
X 0 0 .0443049701345407209 i
X 0 0 .2285604022452912391 i
X 0 0 .2862299645943516982 i
X 0 0 .3216533542635916607 i
X 0 0 .8156509169031422105 i
0 .2042036703042997418 -0 .1415160346943527028 i
0 .2352467985174788197 -0 .3627934553785633049 i
0 .9445214563297596850 -0 .2436199186861813833 i
1 .1026136412002370959 -0 .7159187373979968914 i
1 .4507895401292120582 -0 .2353630987871814979 i
1 .9525909809165001333 0 .3559708863361686712 i
2 .3297726555706406859 -0 .2740023369796998450 i
2 .4941705886320418108 0 .7856363558747182683 i
2 .9126754267058899092 0 .1701884121677779698 i
3 .4367651511982231350 -0 .4160117589409908625 i
3 .6975431200190384602 -0 .6184201912776927364 i
4 .3012475981008308184 0 .0570132575281727485 i
5 .3890995728437670515 -0 .5643470005944033139 i
6 .0515881125287085844 -0 .2005340001167204944 i