PGL(2,C)-representations for t10765

Manifold	Obstruction index	Degree of component	PSL(2,R)	SL(2,C)	Complex volume
t10765	0	1	X	X	0
		16		X	-3	.3632585670241603243	0	.5938338715046257528 i
				X	-3	.3338475439496648986	-0	.8178499323007554822 i
				X	-2	.2337629238256729315	-0	.6214460261628814434 i
				X	-2	.1532057762884459261	-0	.5339498984591475474 i
				X	-0	.5198677092118486193	-0	.7699613280555491830 i
				X	-0	.1697535952664443882	-0	.8131247579321108065 i
			X	X	0		-0	.6833536206959831654 i
			X	X	0		-0	.1954249608536295447 i
			X	X	0		0	.0952104078000492996 i
			X	X	0		0	.1288280491682950842 i
				X	0	.1697535952664443882	-0	.8131247579321108065 i
				X	0	.5198677092118486193	-0	.7699613280555491830 i
				X	2	.1532057762884459261	-0	.5339498984591475474 i
				X	2	.2337629238256729315	-0	.6214460261628814434 i
				X	3	.3338475439496648986	-0	.8178499323007554822 i
				X	3	.3632585670241603243	0	.5938338715046257528 i
	1	2	X		0		0	.4112335167120566091 i
		2	X		0		0	.4112335167120566091 i
		16			-5	.3784730813637133247	0	.6831487674309744539 i
					-3	.6505422739744361396	-0	.0439695714718054536 i
					-2	.1264207516490515414	-0	.3663641153658382204 i
					-1	.2608112231271507755	-0	.6137186912475434810 i
					-0	.9862425236578161745	-0	.4093315214986221012 i
					-0	.6297956179454591910	0	.8092972570125234381 i
			X		0		-0	.2462336954885684513 i
			X		0		0	.3747124211355000353 i
			X		0		0	.6942385918307674351 i
			X		0		0	.7040924996511501460 i
					0	.6297956179454591910	0	.8092972570125234381 i
					0	.9862425236578161745	-0	.4093315214986221012 i
					1	.2608112231271507755	-0	.6137186912475434810 i
					2	.1264207516490515414	-0	.3663641153658382204 i
					3	.6505422739744361396	-0	.0439695714718054536 i
					5	.3784730813637133247	0	.6831487674309744539 i
	2	21			-6	.9611794312085599488	-0	.6249981151243146433 i
					-3	.4827352115280563486	0	.1079030032667477479 i
					-3	.4378807029603554443	0	.4790365223327195804 i
					-2	.6077297782348304696	0	.7219518530056321067 i
					-1	.3231396338805972639	-0	.1137852846416773908 i
					-0	.5634581376709309775	-0	.2519535581027400041 i
			X		0		-0	.6582220973345480371 i
			X		0		-0	.6074831087151683012 i
			X		0		-0	.6017899067184345472 i
			X		0		-0	.5925846551893374363 i
			X		0		-0	.4153246381222528899 i
			X		0		-0	.2218961479393384017 i
			X		0		-0	.1536869306924291518 i
			X		0		0	.4239004166243371927 i
			X		0		0	.5458441597662103423 i
					0	.5634581376709309775	-0	.2519535581027400041 i
					1	.3231396338805972639	-0	.1137852846416773908 i
					2	.6077297782348304696	0	.7219518530056321067 i
					3	.4378807029603554443	0	.4790365223327195804 i
					3	.4827352115280563486	0	.1079030032667477479 i
					6	.9611794312085599488	-0	.6249981151243146433 i
	3	20			-5	.6315857835040798663	-0	.0501864512443294030 i
					-4	.2439670200300494623	-0	.4057684644338795539 i
					-2	.0549658425674376289	-0	.4378653265291845239 i
					-1	.5818718866104526814	0	.6271314307776378562 i
					-1	.0373425499941385921	0	.7830799675433640694 i
					-0	.7777284768368805269	-0	.3795100103607792064 i
					-0	.3155712663728235117	-0	.1667198320582084998 i
			X		0		-0	.7473084981769604934 i
X				0		-0	.4656957693375115543 i
X				0		-0	.2561391318867557727 i
X				0		-0	.1786992900462698358 i
X				0		0	.3001276777503775653 i
X				0		0	.5849253508837653957 i
				0	.3155712663728235117	-0	.1667198320582084998 i
				0	.7777284768368805269	-0	.3795100103607792064 i
				1	.0373425499941385921	0	.7830799675433640694 i
				1	.5818718866104526814	0	.6271314307776378562 i
				2	.0549658425674376289	-0	.4378653265291845239 i
				4	.2439670200300494623	-0	.4057684644338795539 i
				5	.6315857835040798663	-0	.0501864512443294030 i