PGL(2,C)-representations for t01179

Manifold	Obstruction index	Degree of component	PSL(2,R)	SL(2,C)	Complex volume
t01179	0	41		X	-2	.7951862942235626723	0	.1007710161331006844 i
				X	-2	.6967388777703209974	-0	.4437674670129080980 i
				X	-2	.5339398720327159881	-0	.2522091758405442443 i
				X	-2	.3087684365997585137	0	.6779354893835101652 i
				X	-2	.0235817332762666020	0	.7029169639049644871 i
				X	-1	.6800918695905579568	-0	.1795318071117122427 i
				X	-1	.2781764500207122627	-0	.3342639209656570114 i
				X	-0	.8177597098633488605	0	.2104594645161850960 i
				X	-0	.3256552195845545752	-0	.2605880677960571036 i
			X	X	0		-0	.8130526923556609808 i
			X	X	0		-0	.6970931108499083529 i
			X	X	0		-0	.6524869385314872189 i
			X	X	0		-0	.6310529010303269552 i
			X	X	0		-0	.5774406475116130187 i
			X	X	0		-0	.5436524469049371107 i
			X	X	0		-0	.5375382759343214964 i
			X	X	0		-0	.5332604373405327798 i
			X	X	0		-0	.4847224015869903988 i
			X	X	0		-0	.2969988064294460589 i
			X	X	0		-0	.2071667167068555623 i
			X	X	0		-0	.1631808542963474415 i
			X	X	0		-0	.0928943752957762233 i
			X	X	0		-0	.0720753477531980395 i
			X	X	0		-0	.0630317178398720724 i
			X	X	0		-0	.0623700463944568099 i
			X	X	0		0	.4999436455940691972 i
			X	X	0		0	.5106652571166794626 i
			X	X	0		0	.5525574907815442627 i
			X	X	0		0	.6264771109355658992 i
			X	X	0		0	.6608418666451501820 i
			X	X	0		0	.6811150233360092715 i
			X	X	0		0	.8080382650827223432 i
				X	0	.3256552195845545752	-0	.2605880677960571036 i
				X	0	.8177597098633488605	0	.2104594645161850960 i
				X	1	.2781764500207122627	-0	.3342639209656570114 i
				X	1	.6800918695905579568	-0	.1795318071117122427 i
				X	2	.0235817332762666020	0	.7029169639049644871 i
				X	2	.3087684365997585137	0	.6779354893835101652 i
				X	2	.5339398720327159881	-0	.2522091758405442443 i
				X	2	.6967388777703209974	-0	.4437674670129080980 i
				X	2	.7951862942235626723	0	.1007710161331006844 i
	1	42			-4	.6794976357920711309	-0	.7841597805251483068 i
					-4	.5414895285395884339	0	.3855574310489337207 i
					-4	.3102319142914759674	0	.6866953599172531415 i
					-3	.9829065037126391825	0	.1136031439454192691 i
					-3	.5535858368118911189	0	.3013453072781670482 i
					-3	.0119015106823205396	-0	.4141128315058534647 i
					-2	.3467122165779795359	-0	.4276403042095306125 i
					-1	.5677039966383176039	0	.1881839040268581463 i
					-0	.7398085020978534032	-0	.3058582629634352509 i
			X		0		-0	.7923598700942637873 i
			X		0		-0	.7648007453658282244 i
			X		0		-0	.6718500411151192510 i
			X		0		-0	.5179522575854919448 i
			X		0		-0	.3934447420888427410 i
			X		0		-0	.3023006768404041005 i
			X		0		-0	.2812110483808429653 i
			X		0		-0	.2724157304775126483 i
			X		0		-0	.2722379350346111195 i
			X		0		-0	.1222329742484214430 i
			X		0		-0	.1112370434278589657 i
			X		0		-0	.0418592720990588815 i
			X		0		0	.0215372339409675302 i
			X		0		0	.0335333591618174203 i
X				0		0	.0946789790182511390 i
X				0		0	.1039296974695610496 i
X				0		0	.1595918637166085895 i
X				0		0	.1596351247628894971 i
X				0		0	.2016831281842136420 i
X				0		0	.2787677534918885107 i
X				0		0	.4052117667017950475 i
X				0		0	.4501131329468951490 i
X				0		0	.7258180610599052598 i
X				0		0	.7772402354299094191 i
				0	.7398085020978534032	-0	.3058582629634352509 i
				1	.5677039966383176039	0	.1881839040268581463 i
				2	.3467122165779795359	-0	.4276403042095306125 i
				3	.0119015106823205396	-0	.4141128315058534647 i
				3	.5535858368118911189	0	.3013453072781670482 i
				3	.9829065037126391825	0	.1136031439454192691 i
				4	.3102319142914759674	0	.6866953599172531415 i
				4	.5414895285395884339	0	.3855574310489337207 i
				4	.6794976357920711309	-0	.7841597805251483068 i