PGL(2,C)-representations for t06395

Manifold	Obstruction index	Degree of component	PSL(2,R)	SL(2,C)	Complex volume
t06395	0	38		X	-5	.5909423894017507606	0	.6572359194913414637 i
				X	-4	.7300087912880296855	0	.1084127367520374954 i
				X	-3	.7052967853645318963	-0	.2465573862455877833 i
				X	-3	.6689914250345546612	-0	.6477663850322859289 i
				X	-2	.8933608572637500000	-0	.3491107771665071626 i
				X	-2	.0237644256629859552	-0	.4989318385786339210 i
				X	-1	.0932477161183044309	0	.6154380724129927053 i
				X	-0	.7526456034738990401	0	.2633248149959471737 i
				X	-0	.6513589945092388514	-0	.7562143961561158214 i
			X	X	0		-0	.8196059665280810214 i
			X	X	0		-0	.8133176507610976979 i
			X	X	0		-0	.7785223897301275819 i
			X	X	0		-0	.2317951116600294302 i
			X	X	0		-0	.1629347766765619884 i
			X	X	0		-0	.0749604146667814848 i
			X	X	0		-0	.0108303988452211676 i
			X	X	0		0	.0350161786782775754 i
			X	X	0		0	.0945161848932047193 i
			X	X	0		0	.1773290091076857795 i
			X	X	0		0	.2149338721199979849 i
			X	X	0		0	.2211677130712288060 i
			X	X	0		0	.2840086817923704679 i
			X	X	0		0	.3814362716645461833 i
			X	X	0		0	.4066690607688995419 i
			X	X	0		0	.4071431662304668291 i
			X	X	0		0	.4642696011556299656 i
			X	X	0		0	.5271346336533204349 i
			X	X	0		0	.6337433635516078884 i
			X	X	0		0	.7529374512342877540 i
				X	0	.6513589945092388514	-0	.7562143961561158214 i
				X	0	.7526456034738990401	0	.2633248149959471737 i
				X	1	.0932477161183044309	0	.6154380724129927053 i
				X	2	.0237644256629859552	-0	.4989318385786339210 i
				X	2	.8933608572637500000	-0	.3491107771665071626 i
				X	3	.6689914250345546612	-0	.6477663850322859289 i
				X	3	.7052967853645318963	-0	.2465573862455877833 i
				X	4	.7300087912880296855	0	.1084127367520374954 i
				X	5	.5909423894017507606	0	.6572359194913414637 i
	1	38			-6	.0042677532049885676	-0	.8110711880918555058 i
					-4	.8567500541221699022	-0	.2184523778086104964 i
					-4	.3526792380200560160	0	.0340804009181040757 i
					-2	.5523918071078595876	-0	.3146127110229751330 i
					-2	.3631931863681030766	-0	.5934732684317267351 i
					-1	.9816909780868977332	0	.0367327491863715356 i
					-1	.9659525129248592078	0	.0859839999808656584 i
					-1	.4639941708457824878	-0	.7978495850289320648 i
					-0	.4885268414412517171	0	.7190524646512495941 i
			X		0		-0	.7326875352816913007 i
			X		0		-0	.5640015409299681459 i
			X		0		-0	.5043349204854526604 i
			X		0		-0	.4649344674842861357 i
			X		0		-0	.3190292941545474165 i
			X		0		-0	.3163241410397125660 i
			X		0		-0	.1775422849139390381 i
			X		0		-0	.1484193959794727490 i
			X		0		0	.0033759557364746757 i
			X		0		0	.0234018637689294649 i
			X		0		0	.2100794845848711829 i
			X		0		0	.3023089549816566217 i
			X		0		0	.3804431410088232747 i
			X		0		0	.5129319642397890516 i
			X		0		0	.5239932259746986087 i
			X		0		0	.5852274497538546802 i
			X		0		0	.6039240275637500283 i
X				0		0	.6448537948148768427 i
X				0		0	.7052900102554040646 i
X				0		0	.8057286720327332223 i
				0	.4885268414412517171	0	.7190524646512495941 i
				1	.4639941708457824878	-0	.7978495850289320648 i
				1	.9659525129248592078	0	.0859839999808656584 i
				1	.9816909780868977332	0	.0367327491863715356 i
				2	.3631931863681030766	-0	.5934732684317267351 i
				2	.5523918071078595876	-0	.3146127110229751330 i
				4	.3526792380200560160	0	.0340804009181040757 i
				4	.8567500541221699022	-0	.2184523778086104964 i
				6	.0042677532049885676	-0	.8110711880918555058 i