PGL(2,C)-representations for t06481

Manifold	Obstruction index	Degree of component	PSL(2,R)	SL(2,C)	Complex volume
t06481	0	41		X	-5	.5157310852949077020	-0	.5903092683815025853 i
				X	-4	.1524375901473017187	-0	.6068508540172314790 i
				X	-3	.5015312794388620559	-0	.2724287829360351346 i
				X	-2	.7749138419246457831	-0	.7289136476772914451 i
				X	-1	.8369706191526585315	-0	.4800492814380044441 i
				X	-1	.5630344867005813873	0	.6608820716034865862 i
				X	-0	.9780791658800981561	-0	.1607038442842092201 i
				X	-0	.2491464106206669842	-0	.5565955351685498551 i
				X	-0	.0122730289784335942	0	.5558368812618640211 i
			X	X	0		-0	.7660163227920478397 i
			X	X	0		-0	.6720579513583800492 i
			X	X	0		-0	.6002722031515984053 i
			X	X	0		-0	.5664525205511079598 i
			X	X	0		-0	.3336096294508505047 i
			X	X	0		-0	.3179248076334407790 i
			X	X	0		-0	.2788153825301875198 i
			X	X	0		-0	.2745580108977499099 i
			X	X	0		-0	.2607275268298455819 i
			X	X	0		-0	.2341624118799844650 i
			X	X	0		-0	.2337292631487799687 i
			X	X	0		-0	.0787396547027186049 i
			X	X	0		-0	.0627539734862126166 i
			X	X	0		-0	.0476272335548219519 i
			X	X	0		0	.1031611008819293852 i
			X	X	0		0	.1167989998174301952 i
			X	X	0		0	.1596107692152834610 i
			X	X	0		0	.1655117445560343948 i
			X	X	0		0	.1737235187847218967 i
			X	X	0		0	.2535574226702453646 i
			X	X	0		0	.3019737965660915578 i
			X	X	0		0	.4747899013255150703 i
			X	X	0		0	.7568478928325161976 i
				X	0	.0122730289784335942	0	.5558368812618640211 i
				X	0	.2491464106206669842	-0	.5565955351685498551 i
				X	0	.9780791658800981561	-0	.1607038442842092201 i
				X	1	.5630344867005813873	0	.6608820716034865862 i
				X	1	.8369706191526585315	-0	.4800492814380044441 i
				X	2	.7749138419246457831	-0	.7289136476772914451 i
				X	3	.5015312794388620559	-0	.2724287829360351346 i
				X	4	.1524375901473017187	-0	.6068508540172314790 i
				X	5	.5157310852949077020	-0	.5903092683815025853 i
	1	41			-6	.0216123169595203031	-0	.2366602678479470934 i
					-4	.8135263156313795803	-0	.3055831980250036813 i
					-4	.6806566772129767210	-0	.0642610246008248151 i
					-3	.1275257613495495207	-0	.6892256166509980438 i
					-3	.0008949153781054023	0	.0117937933296162022 i
					-2	.6521166617198636501	-0	.3352595043933583875 i
					-2	.2303151906422000131	0	.2788229268420175723 i
					-1	.8492854669379511551	0	.4869511809802793535 i
					-0	.8635299539376320797	0	.3908850879734353905 i
					-0	.8074680105432678972	0	.0222083555745148582 i
			X		0		-0	.7862717032683805009 i
			X		0		-0	.7621104799306916370 i
			X		0		-0	.6971825798480329373 i
			X		0		-0	.6108668174693636360 i
			X		0		-0	.5718105464128311423 i
			X		0		-0	.4914830248604967103 i
			X		0		-0	.4819715785936768249 i
			X		0		-0	.4750153581788080369 i
			X		0		-0	.2287456039907437974 i
			X		0		0	.0180640669466165753 i
			X		0		0	.0271902536017150310 i
			X		0		0	.0392525543417748286 i
			X		0		0	.1870920288555712844 i
X				0		0	.2665743898841952942 i
X				0		0	.3044054453254858743 i
X				0		0	.3224136583430961755 i
X				0		0	.3501581613935023502 i
X				0		0	.5948245382369665287 i
X				0		0	.6892220816638558552 i
X				0		0	.7463535212823800207 i
X				0		0	.7956294594661762570 i
				0	.8074680105432678972	0	.0222083555745148582 i
				0	.8635299539376320797	0	.3908850879734353905 i
				1	.8492854669379511551	0	.4869511809802793535 i
				2	.2303151906422000131	0	.2788229268420175723 i
				2	.6521166617198636501	-0	.3352595043933583875 i
				3	.0008949153781054023	0	.0117937933296162022 i
				3	.1275257613495495207	-0	.6892256166509980438 i
				4	.6806566772129767210	-0	.0642610246008248151 i
				4	.8135263156313795803	-0	.3055831980250036813 i
				6	.0216123169595203031	-0	.2366602678479470934 i