PGL(2,C)-representations for K13n1679

 K13n1675 Overview K13n1690  


Manifold Obstruction
index 		Degree of
component 		PSL(2,R) SL(2,C) Complex volume
K13n1679 0 10X -3 .3317442316411148239 0 .5562469257022133578 i
X -3 .3317442316411148239 0 .5562469257022133578 i
X -2 .2139687616842795674 -0 .1748712980032841081 i
X -2 .2139687616842795674 -0 .1748712980032841081 i
X 0 -0 .7627512553978584994 i
X 0 -0 .7627512553978584994 i
X 2 .2139687616842795674 -0 .1748712980032841081 i
X 2 .2139687616842795674 -0 .1748712980032841081 i
X 3 .3317442316411148239 0 .5562469257022133578 i
X 3 .3317442316411148239 0 .5562469257022133578 i
1 16 -3 .5261959907353757174 0 .1535252629715078361 i
-3 .5261959907353757174 0 .1535252629715078361 i
-3 .0930853108202919331 -0 .2028827747864486766 i
-3 .0930853108202919331 -0 .2028827747864486766 i
-2 .2880285002115490794 -0 .2183266001772103348 i
-2 .2880285002115490794 -0 .2183266001772103348 i
-0 .9213565146178952047 0 .2676841119921511753 i
-0 .9213565146178952047 0 .2676841119921511753 i
0 .9213565146178952047 0 .2676841119921511753 i
0 .9213565146178952047 0 .2676841119921511753 i
2 .2880285002115490794 -0 .2183266001772103348 i
2 .2880285002115490794 -0 .2183266001772103348 i
3 .0930853108202919331 -0 .2028827747864486766 i
3 .0930853108202919331 -0 .2028827747864486766 i
3 .5261959907353757174 0 .1535252629715078361 i
3 .5261959907353757174 0 .1535252629715078361 i
19 -11 .7952419921828908639 -0 .2999574688782690634 i
-9 .4489275146639774825 0 .3002364755510399839 i
-5 .7623367604926036980 -0 .8095021146788627718 i
-4 .8013786179178990332 -0 .4724067395240946559 i
-3 .5256143413168958903 -0 .4150216846416015818 i
-3 .3041739594576621003 -0 .7500211543476252694 i
-1 .9659197841574995765 -0 .3427231943005391172 i
-1 .7520699052300594929 0 .7782394026409864465 i
-1 .3946351934338045371 0 .0566028683937590910 i
X 0 0 .6192390858739610034 i
1 .3946351934338045371 0 .0566028683937590910 i
1 .7520699052300594929 0 .7782394026409864465 i
1 .9659197841574995765 -0 .3427231943005391172 i
3 .3041739594576621003 -0 .7500211543476252694 i
3 .5256143413168958903 -0 .4150216846416015818 i
4 .8013786179178990332 -0 .4724067395240946559 i
5 .7623367604926036980 -0 .8095021146788627718 i
9 .4489275146639774825 0 .3002364755510399839 i
11 .7952419921828908639 -0 .2999574688782690634 i