PGL(2,C)-representations for K14n21803

 K14n21322 Overview K14n21888  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
K14n21803 0 32X -7 .5497303165298662424 0 .7010724608388626476 i
X -5 .8321145600353061702 0 .1664973718415260284 i
X -4 .8924481033011588589 0 .1705635952069667929 i
X -3 .4166865505395446129 -0 .5960927272657248164 i
X -3 .0930811224528968041 -0 .0728710115026270586 i
X -2 .8493394413086796495 -0 .2482547749871512481 i
X -2 .5234976777582849902 -0 .3778366727057909417 i
X -2 .1551611258395054750 -0 .7703305783832553482 i
X -1 .8022074561541192068 -0 .1975400621895985780 i
X -1 .7696193437041104570 0 .4629639976583955926 i
X -1 .2882629871927801107 -0 .5593622861672260902 i
X -1 .0917693763942653641 0 .6908212835295961545 i
X -1 .0864371026948074507 0 .1745420093855101745 i
X -0 .9692930049747210236 0 .3387493540390400432 i
X -0 .5477902225743710436 -0 .2949320268696725264 i
XX 0 -0 .7361367582777693144 i
XX 0 -0 .0847771734281587737 i
X 0 .5477902225743710436 -0 .2949320268696725264 i
X 0 .9692930049747210236 0 .3387493540390400432 i
X 1 .0864371026948074507 0 .1745420093855101745 i
X 1 .0917693763942653641 0 .6908212835295961545 i
X 1 .2882629871927801107 -0 .5593622861672260902 i
X 1 .7696193437041104570 0 .4629639976583955926 i
X 1 .8022074561541192068 -0 .1975400621895985780 i
X 2 .1551611258395054750 -0 .7703305783832553482 i
X 2 .5234976777582849902 -0 .3778366727057909417 i
X 2 .8493394413086796495 -0 .2482547749871512481 i
X 3 .0930811224528968041 -0 .0728710115026270586 i
X 3 .4166865505395446129 -0 .5960927272657248164 i
X 4 .8924481033011588589 0 .1705635952069667929 i
X 5 .8321145600353061702 0 .1664973718415260284 i
X 7 .5497303165298662424 0 .7010724608388626476 i
1 41 -12 .1630937306680815385 0 .1446335983590964165 i
-5 .7101063038660837758 -0 .7913837669203882398 i
-5 .4868976759577544913 0 .2865005873043235671 i
-4 .3599283727821957913 -0 .5548757566001363609 i
-4 .3350527702933284360 0 .0672224118474217776 i
-3 .9761285590113013895 0 .3455152313545656041 i
-3 .6584239488270910772 -0 .6783890604659580788 i
-2 .8237849509828147691 -0 .1766272482729781881 i
-2 .4219779820521575429 0 .2272429014055817331 i
-2 .3943312886872623343 0 .0172478994439154258 i
-1 .7142919037404404917 0 .4124712653164200182 i
-1 .6697131770853399724 -0 .3057231377745884127 i
-1 .6393304877894489813 -0 .3612728443292627156 i
-1 .4627681706968216845 -0 .6723970870974913487 i
-1 .3557530158464904729 -0 .4553197625661118123 i
-1 .2711482557972021514 -0 .7351467690266951051 i
-1 .1567813983295524460 -0 .6772237167688164309 i
-0 .1227301253223205998 0 .5357556145359058019 i
X 0 -0 .7532664178105964254 i
X 0 -0 .6100212707650267461 i
X 0 0 .1761872654783399794 i
X 0 0 .6018208904214295205 i
X 0 0 .7490825457933406227 i
0 .1227301253223205998 0 .5357556145359058019 i
1 .1567813983295524460 -0 .6772237167688164309 i
1 .2711482557972021514 -0 .7351467690266951051 i
1 .3557530158464904729 -0 .4553197625661118123 i
1 .4627681706968216845 -0 .6723970870974913487 i
1 .6393304877894489813 -0 .3612728443292627156 i
1 .6697131770853399724 -0 .3057231377745884127 i
1 .7142919037404404917 0 .4124712653164200182 i
2 .3943312886872623343 0 .0172478994439154258 i
2 .4219779820521575429 0 .2272429014055817331 i
2 .8237849509828147691 -0 .1766272482729781881 i
3 .6584239488270910772 -0 .6783890604659580788 i
3 .9761285590113013895 0 .3455152313545656041 i
4 .3350527702933284360 0 .0672224118474217776 i
4 .3599283727821957913 -0 .5548757566001363609 i
5 .4868976759577544913 0 .2865005873043235671 i
5 .7101063038660837758 -0 .7913837669203882398 i
12 .1630937306680815385 0 .1446335983590964165 i