PGL(2,C)-representations for t09143

Manifold	Obstruction index	Degree of component	PSL(2,R)	SL(2,C)	Complex volume
t09143	0	19		X	-3	.5336296608306417711	-0	.3840585109889827967 i
				X	-3	.5100982504971427269	-0	.8004991827065689837 i
				X	-3	.4210177766018040843	-0	.1106964678199763419 i
				X	-1	.1453002423343666355	-0	.7352556490630088917 i
				X	-0	.6487999124427361710	0	.2901866310580127624 i
			X	X	0		-0	.7034333442000407126 i
			X	X	0		-0	.6570145938647373430 i
			X	X	0		-0	.3746728001649409872 i
			X	X	0		0	.3900733588776739406 i
			X	X	0		0	.4231220661176476607 i
			X	X	0		0	.5351325720130189900 i
			X	X	0		0	.6798999476820160764 i
			X	X	0		0	.7555447189049920719 i
			X	X	0		0	.7870603668271923701 i
				X	0	.6487999124427361710	0	.2901866310580127624 i
				X	1	.1453002423343666355	-0	.7352556490630088917 i
				X	3	.4210177766018040843	-0	.1106964678199763419 i
				X	3	.5100982504971427269	-0	.8004991827065689837 i
				X	3	.5336296608306417711	-0	.3840585109889827967 i
	1	19			-5	.5005709785008389559	-0	.5983889785811873243 i
					-2	.1882398644278729813	0	.3619564228675543799 i
					-2	.1370505703709585848	-0	.5875995043103540053 i
					-2	.0244193833821065579	0	.8096351472366160037 i
					-0	.2186884392957363941	-0	.3234523417525605477 i
			X		0		-0	.6928373978371121517 i
			X		0		-0	.3902521041148246789 i
			X		0		-0	.1751851848459468870 i
			X		0		-0	.1686285514736794403 i
			X		0		-0	.0668200265275773247 i
			X		0		0	.0764731652618515788 i
			X		0		0	.5536740462465909920 i
			X		0		0	.7169056773687633942 i
			X		0		0	.8223688850017975050 i
					0	.2186884392957363941	-0	.3234523417525605477 i
					2	.0244193833821065579	0	.8096351472366160037 i
					2	.1370505703709585848	-0	.5875995043103540053 i
					2	.1882398644278729813	0	.3619564228675543799 i
					5	.5005709785008389559	-0	.5983889785811873243 i
	2	22			-6	.6169400257740901509	-0	.7768112297456931937 i
					-3	.3080275982091174966	-0	.0463898779541112323 i
					-2	.5059986514952259733	0	.6634422165147286537 i
					-1	.3369942279461461926	0	.5685843885697442193 i
					-1	.1798439314516045490	0	.0684788441035372870 i
					-0	.7570890728661074652	0	.2488159548984963270 i
			X		0		-0	.3409013846694047563 i
			X		0		-0	.1789437269510780623 i
			X		0		-0	.1709775596338413760 i
			X		0		-0	.1221944507009185238 i
			X		0		-0	.0262715080613757099 i
			X		0		0	.3042892919705159719 i
			X		0		0	.3795638823043786924 i
			X		0		0	.6073413095634822547 i
			X		0		0	.6349991527295463278 i
			X		0		0	.7507225343717439323 i
					0	.7570890728661074652	0	.2488159548984963270 i
					1	.1798439314516045490	0	.0684788441035372870 i
					1	.3369942279461461926	0	.5685843885697442193 i
					2	.5059986514952259733	0	.6634422165147286537 i
					3	.3080275982091174966	-0	.0463898779541112323 i
					6	.6169400257740901509	-0	.7768112297456931937 i
	3	21			-4	.0771720018120088593	0	.5740973791653874446 i
					-4	.0307803395122872600	-0	.3142273216148186621 i
					-2	.2935739041528005631	0	.1533242253469812389 i
					-2	.1413010396472051506	0	.6230587435066698982 i
				-1	.8380489472746226878	0	.1577285639691408742 i
				-0	.3138597163813082262	-0	.7279074909561108669 i
X				0		-0	.7091747440191089489 i
X				0		-0	.6880929659209079743 i
X				0		-0	.6528465921795273778 i
X				0		-0	.6121531648047335820 i
X				0		0	.2223914826159074627 i
X				0		0	.3596807928806234336 i
X				0		0	.6191002673491836369 i
X				0		0	.6452573187066263455 i
X				0		0	.7061564399615503687 i
				0	.3138597163813082262	-0	.7279074909561108669 i
				1	.8380489472746226878	0	.1577285639691408742 i
				2	.1413010396472051506	0	.6230587435066698982 i
				2	.2935739041528005631	0	.1533242253469812389 i
				4	.0307803395122872600	-0	.3142273216148186621 i
				4	.0771720018120088593	0	.5740973791653874446 i