PGL(2,C)-representations for t06185

 t06184 Overview t06186  


Manifold Obstruction
index
Degree of
component
PSL(2,R) SL(2,C) Complex volume
t06185 0 46X -5 .2004542524589950939 0 .1411614608362439551 i
X -4 .8685735619096414548 0 .1889204623020574143 i
X -3 .3665224346859122211 -0 .3243216802555755530 i
X -3 .1670827251441238361 -0 .4721171549287534614 i
X -2 .9125758413836766045 0 .1792596936864247994 i
X -2 .4001828857395038568 -0 .5401177785131311633 i
X -2 .0151798620288558383 -0 .1609576284850640101 i
X -2 .0043525111142883600 -0 .1102969398307850526 i
X -1 .6311751707213374173 0 .6057271414331406864 i
X -1 .3953352331813438291 -0 .6774478584397843804 i
X -0 .4315103973933297149 0 .3994780770271572080 i
X -0 .3234261724803123146 0 .4523464739263685612 i
XX 0 -0 .7969771094960825374 i
XX 0 -0 .6615190441868386124 i
XX 0 -0 .6139974776634036447 i
XX 0 -0 .5990676174765292941 i
XX 0 -0 .5757514623727027514 i
XX 0 -0 .5727732220984025978 i
XX 0 -0 .4162880042233956575 i
XX 0 -0 .3492702149295090383 i
XX 0 -0 .2078523503355617649 i
XX 0 -0 .1185796017697659386 i
XX 0 -0 .0872857313405420752 i
XX 0 0 .0880597911074808609 i
XX 0 0 .1070868906532473867 i
XX 0 0 .2126954670860984912 i
XX 0 0 .2251277768165125889 i
XX 0 0 .2338463852833836893 i
XX 0 0 .3046286440052180819 i
XX 0 0 .3364959367602389310 i
XX 0 0 .4322054109616387481 i
XX 0 0 .6195926865951973774 i
XX 0 0 .6518585136893825044 i
XX 0 0 .7795617285695108086 i
X 0 .3234261724803123146 0 .4523464739263685612 i
X 0 .4315103973933297149 0 .3994780770271572080 i
X 1 .3953352331813438291 -0 .6774478584397843804 i
X 1 .6311751707213374173 0 .6057271414331406864 i
X 2 .0043525111142883600 -0 .1102969398307850526 i
X 2 .0151798620288558383 -0 .1609576284850640101 i
X 2 .4001828857395038568 -0 .5401177785131311633 i
X 2 .9125758413836766045 0 .1792596936864247994 i
X 3 .1670827251441238361 -0 .4721171549287534614 i
X 3 .3665224346859122211 -0 .3243216802555755530 i
X 4 .8685735619096414548 0 .1889204623020574143 i
X 5 .2004542524589950939 0 .1411614608362439551 i
1 46 -5 .9610537400022497997 0 .3725853217277826893 i
-4 .1409797162430777708 -0 .2649906531904696039 i
-3 .8649887449390071162 -0 .6762994383394319154 i
-3 .7582110653012896464 -0 .1549451558268217533 i
-2 .8910205453752670662 0 .2439000360168606542 i
-2 .7525241801617642864 -0 .7423295159595490139 i
-2 .6163785183764189063 0 .5334441627411172860 i
-1 .9905371502947770512 -0 .5319666918026703446 i
-1 .5549284888598889638 -0 .6184105604764784280 i
-1 .3015482595414059965 0 .1925357267458208252 i
-1 .0817570536527890341 -0 .7750741190446372512 i
-0 .8884924319397397749 -0 .0600830437366667607 i
X 0 -0 .7230906497426524268 i
X 0 -0 .6847319053206670184 i
X 0 -0 .5927846183235932757 i
X 0 -0 .3354360022546496781 i
X 0 -0 .2505163611364474323 i
X 0 -0 .2307413301387400369 i
X 0 -0 .1976963394897902628 i
X 0 -0 .1293204858715162917 i
X 0 0 .0389696827102337298 i
X 0 0 .0769364453687826162 i
X 0 0 .0989333296344558204 i
X 0 0 .1600317015887268376 i
X 0 0 .2636945819917471466 i
X 0 0 .2693158935587954498 i
X 0 0 .3160444402794919183 i
X 0 0 .3906422266844679212 i
X 0 0 .4377334644653171647 i
X 0 0 .4380520196230432847 i
X 0 0 .5324143542694145585 i
X 0 0 .5405894236083460541 i
X 0 0 .6212187306302094911 i
X 0 0 .6331411264588587895 i
0 .8884924319397397749 -0 .0600830437366667607 i
1 .0817570536527890341 -0 .7750741190446372512 i
1 .3015482595414059965 0 .1925357267458208252 i
1 .5549284888598889638 -0 .6184105604764784280 i
1 .9905371502947770512 -0 .5319666918026703446 i
2 .6163785183764189063 0 .5334441627411172860 i
2 .7525241801617642864 -0 .7423295159595490139 i
2 .8910205453752670662 0 .2439000360168606542 i
3 .7582110653012896464 -0 .1549451558268217533 i
3 .8649887449390071162 -0 .6762994383394319154 i
4 .1409797162430777708 -0 .2649906531904696039 i
5 .9610537400022497997 0 .3725853217277826893 i