14.11 $G(3,3)\vert E$

Table 32: Orderings for $G(3,3)\vert E$

Ordering	Precedence on $\Sigma$
kbo-A	(a 1) $>$ (b 1) $>$ (A 6) $>$ (B 1)
kbo-B	(a 1) $>$ (b 1) $>$ (A 1) $>$ (B 6)
kbo-a	(a 6) $>$ (b 1) $>$ (A 1) $>$ (B 1)
kbo-b	(a 1) $>$ (b 6) $>$ (A 1) $>$ (B 1)
ll-BbAa	B $>$ b $>$ A $>$ a
ll-bBaA	b $>$ B $>$ a $>$ A
ll-baBA	b $>$ a $>$ B $>$ A
syl-l-BAba	B $>$ A $>$ b $>$ a
syl-l-BbAa	B $>$ b $>$ A $>$ a

Table 33: Maximal/Total number of cosets defined - $G(3,3)\vert E$

Ordering	NONE	P-ALL	P-G	P-R	I-ALL	I-R	I-R-P
kbo-A	7064	64874	64876	54914	17013	7279	66690
kbo-B	7052	68366	68366	55100	19619	7205	66958
kbo-a	17045	70016	70021	67562	16920	13410	69489
kbo-b	16955	68991	68991	66409	19350	5755	68875
ll-BbAa	9753	76022	76022	69897	57708	9253	76276
ll-bBaA	9753	76154	76154	72358	59142	8501	75959
ll-baBA	9753	76039	76039	72036	61084	8468	75830
syl-l-BAab	16698	29187	31186	31567	4917	11576	28930
syl-l-BbAa	9352	37251	35049	28502	7899	8217	33033
Ordering	NONE	P-ALL	P-G	P-R	I-ALL	I-R	I-R-P
kbo-A	7095	65034	65036	55056	17068	7345	66853
kbo-B	7084	68550	68550	55263	19668	7276	67142
kbo-a	17276	70193	70198	67745	16976	13513	69666
kbo-b	17203	69171	69171	66588	19409	5777	69050
ll-BbAa	9753	76025	76025	69900	57709	9253	76279
ll-bBaA	9753	76158	76158	72362	59145	8501	75963
ll-baBA	9753	76043	76043	72040	61086	8468	75834
syl-l-BAab	26145	30966	32852	32891	5051	18262	30740
syl-l-BbAa	10984	38747	36549	29470	8108	10450	34366