PGL(2,C)-representations for K13n90

Manifold	Obstruction index	Degree of component	PSL(2,R)	SL(2,C)	Complex volume
K13n90	0	16		X	-8	.4734205936698803361	-0	.7347434038991649675 i
				X	-4	.6083773355573377293	0	.5144793237841796789 i
				X	-4	.4136541680312658361	-0	.7347434038991649675 i
				X	-3	.1611168514174538545	0	.6042790346403804596 i
				X	-2	.0298832128193072500	0	.0770056375681468041 i
				X	-2	.0298832128193072500	0	.7998985202292892902 i
				X	-0	.8986495742211606455	0	.6042790346403804596 i
				X	-0	.5486109099187232292	0	.5144793237841796789 i
				X	0	.5486109099187232292	0	.5144793237841796789 i
				X	0	.8986495742211606455	0	.6042790346403804596 i
				X	2	.0298832128193072500	0	.0770056375681468041 i
				X	2	.0298832128193072500	0	.7998985202292892902 i
				X	3	.1611168514174538545	0	.6042790346403804596 i
				X	4	.4136541680312658361	-0	.7347434038991649675 i
				X	4	.6083773355573377293	0	.5144793237841796789 i
				X	8	.4734205936698803361	-0	.7347434038991649675 i
	1	32			-12	.1581795550833997430	0	.3149097163074678907 i
					-7	.0313239935464107805	-0	.3779003665899743238 i
					-6	.3355759123514470478	0	.4503082046194753515 i
					-5	.6141466162862212780	-0	.6656426607073213467 i
					-4	.5822616055431185233	-0	.1715845332899093327 i
					-4	.3111215114567132415	0	.5034750212786774396 i
					-3	.7554435112287027045	-0	.1935472208931503695 i
					-3	.1361777898611561633	0	.7471346694015852076 i
					-2	.0565786883758481265	-0	.6656922949277037113 i
					-1	.9715175362652994665	0	.1472414408767794820 i
					-1	.5311026305767810767	-0	.5024176721277724861 i
					-1	.3813188337428647736	-0	.0727635214843998552 i
					-1	.2728179774471840510	-0	.6930875737996036593 i
					-1	.1681877291779902363	0	.7646739011090384545 i
					-0	.8789864944617776791	0	.0168876875959015517 i
			X		0		0	.2051177459324142245 i
			X		0		0	.5908926593294051897 i
					0	.8789864944617776791	0	.0168876875959015517 i
					1	.1681877291779902363	0	.7646739011090384545 i
					1	.2728179774471840510	-0	.6930875737996036593 i
					1	.3813188337428647736	-0	.0727635214843998552 i
					1	.5311026305767810767	-0	.5024176721277724861 i
					1	.9715175362652994665	0	.1472414408767794820 i
					2	.0565786883758481265	-0	.6656922949277037113 i
					3	.1361777898611561633	0	.7471346694015852076 i
					3	.7554435112287027045	-0	.1935472208931503695 i
					4	.3111215114567132415	0	.5034750212786774396 i
					4	.5822616055431185233	-0	.1715845332899093327 i
					5	.6141466162862212780	-0	.6656426607073213467 i
					6	.3355759123514470478	0	.4503082046194753515 i
					7	.0313239935464107805	-0	.3779003665899743238 i
					12	.1581795550833997430	0	.3149097163074678907 i