CREATE TABLE gps_qchar (
	cdim	integer,	-- The dimension of the complex irreducible representations in this Galois orbit
	counter	smallint,	-- a 1-based ordering of characters of this group giving their display order
	faithful	boolean,	-- Whether this representation is {{KNOWL('group.representation.faithful', 'faithful')}}
	group	text,	-- The {{KNOWL('group.label', 'label')}} of the group
	group_order	numeric,	-- The order of the group.
	id	bigint,	-- 
	image	text,	-- The {{KNOWL('columns.gps_qrep.label', 'label')}} of the image as a subgroup of $\GL_n(\mathbb{Q})$
	label	text,	-- The {{KNOWL('group.label_rational_group_char', 'label')}} of this rational character
	multiplicity	smallint,	-- the number of complex characters in this rational orbit
	nt	_int4,	-- the pair [n,t] where nTt is the smallest permutation representation containing the character
	qdim	integer,	-- the rational dimension (value at 1), equal to the product of {{KNOWL('columns.gps_qchar.cdim', 'cdim')}} and {{KNOWL('columns.gps_qchar.multiplicity', 'multiplicity')}}
	qvalues	_int4,	-- a list character values
	schur_index	smallint 	-- The ratio of the minimal degree of a number field containing all matrix entries by the degree of the number field generated by the traces
);