PGL(2,C)-representations for t06765

 t06764 Overview t06766  


Manifold Obstruction
index
Degree of
component
PSL(2,R) SL(2,C) Complex volume
t06765 0 39X -5 .2094221681068725313 0 .6218961793198670211 i
X -4 .2863935907587953150 -0 .3745820306539611468 i
X -4 .2814048040731930422 0 .0974817770560545743 i
X -2 .9076500961986912015 0 .1983366202645643989 i
X -2 .7512499559386768662 -0 .1736411012188326380 i
X -2 .1297951603600374200 0 .7700884017012310325 i
X -2 .0025671689883555275 -0 .3596082082949336070 i
X -1 .6632288822847350025 0 .3962155082944481515 i
X -1 .2349437063421868145 -0 .5277707489932212871 i
X -1 .1393085111805180109 -0 .6360760712283915013 i
X -1 .1045410974302366504 0 .4989259069510718402 i
X -0 .9564030283232708965 -0 .7983882818875540194 i
X -0 .9522457452412638132 -0 .7165606412337583681 i
X -0 .1858069901973321695 -0 .1725819503928316014 i
X -0 .1116516082991774523 0 .5160419076811252565 i
X -0 .0291081484216254257 0 .5514371917740065182 i
XX 0 -0 .7637307187846725945 i
XX 0 -0 .5152810216104941660 i
XX 0 -0 .2006380503359289681 i
XX 0 0 .0791082490190167240 i
XX 0 0 .1891070726049185913 i
XX 0 0 .7047420698423145507 i
XX 0 0 .7242634809870766142 i
X 0 .0291081484216254257 0 .5514371917740065182 i
X 0 .1116516082991774523 0 .5160419076811252565 i
X 0 .1858069901973321695 -0 .1725819503928316014 i
X 0 .9522457452412638132 -0 .7165606412337583681 i
X 0 .9564030283232708965 -0 .7983882818875540194 i
X 1 .1045410974302366504 0 .4989259069510718402 i
X 1 .1393085111805180109 -0 .6360760712283915013 i
X 1 .2349437063421868145 -0 .5277707489932212871 i
X 1 .6632288822847350025 0 .3962155082944481515 i
X 2 .0025671689883555275 -0 .3596082082949336070 i
X 2 .1297951603600374200 0 .7700884017012310325 i
X 2 .7512499559386768662 -0 .1736411012188326380 i
X 2 .9076500961986912015 0 .1983366202645643989 i
X 4 .2814048040731930422 0 .0974817770560545743 i
X 4 .2863935907587953150 -0 .3745820306539611468 i
X 5 .2094221681068725313 0 .6218961793198670211 i
1 42 -6 .0777737339475573402 0 .6125689280013648668 i
-4 .9818115503296236946 -0 .4486634959826227114 i
-3 .8040817118434225281 0 .2480914747308177156 i
-3 .3836207261482208576 0 .5166758695028238141 i
-3 .2529267637061642564 -0 .3376016067418591099 i
-3 .1465775363524687001 -0 .6830796605327111191 i
-2 .2009164401381982327 0 .7221133634738383826 i
-1 .9445935510737565090 -0 .3370127773995392970 i
-1 .8266615756053964018 -0 .5893563837106115629 i
-1 .2755316147407973992 0 .6583336614928975270 i
-0 .8135844715590655519 -0 .7496809618758384216 i
-0 .6547581159761440953 -0 .0341103911424124181 i
-0 .5877205051720767056 0 .1648889444210258325 i
-0 .4729001118261720698 0 .7547588906875727069 i
-0 .2970828602993486456 -0 .2386089292994602448 i
-0 .2840807822905635687 -0 .0725862832476401721 i
X 0 -0 .5892086383295993005 i
X 0 -0 .3483182786157195164 i
X 0 -0 .2785706926303261143 i
X 0 -0 .1218134324572590407 i
X 0 -0 .0636597409089200889 i
X 0 0 .2762495128831232963 i
X 0 0 .3309951168775613176 i
X 0 0 .5266854202928232881 i
X 0 0 .7640999768624535585 i
X 0 0 .7750135381187974598 i
0 .2840807822905635687 -0 .0725862832476401721 i
0 .2970828602993486456 -0 .2386089292994602448 i
0 .4729001118261720698 0 .7547588906875727069 i
0 .5877205051720767056 0 .1648889444210258325 i
0 .6547581159761440953 -0 .0341103911424124181 i
0 .8135844715590655519 -0 .7496809618758384216 i
1 .2755316147407973992 0 .6583336614928975270 i
1 .8266615756053964018 -0 .5893563837106115629 i
1 .9445935510737565090 -0 .3370127773995392970 i
2 .2009164401381982327 0 .7221133634738383826 i
3 .1465775363524687001 -0 .6830796605327111191 i
3 .2529267637061642564 -0 .3376016067418591099 i
3 .3836207261482208576 0 .5166758695028238141 i
3 .8040817118434225281 0 .2480914747308177156 i
4 .9818115503296236946 -0 .4486634959826227114 i
6 .0777737339475573402 0 .6125689280013648668 i