C4[ 384, 353 ] Summary

Summary for C4[ 384, 353 ] = PL(ATD[48,15]#DCyc[4])

V	E	\|AG\|	vs	ds	Transitivity	Worthy?	Bipartite?	girth	diameter	#STO's
384	768	(2^22)(3^1)	(2^16)	(2^14)	Semisymmetric	Worthy	Bip	4	10	0

Graph

Constructions

Related Graphs

Distance-Orbit Chart:

0	1	2	3	4	5	6	7	8	9	10
1	4	2,4^2	4^2,8^2	1,2^2,4^8	4^2,8^8	1,2^4,4^20	4,8^10	1,2^2,4^12	8	2
1	4	2,8	4^2,8^2	1,8^2,16^2	4^2,8^8	1,2,8^2,16^4	4,8^10	1,4,8,16^2	8	4

Generalized Ivanov Vectors

8	2	0	0
8	2	0	0

Cycle structures of semi-regular symmetries = 12 ³², 12 ³², 12 ³², 12 ³², 12 ³², 12 ³², 12 ³², 12 ³², 12 ³², 12 ³², 12 ³², 12 ³², 12 ³², 12 ³², 12 ³², 12 ³², 8 ⁴⁸, 8 ⁴⁸, 8 ⁴⁸, 8 ⁴⁸, 8 ⁴⁸, 8 ⁴⁸, 8 ⁴⁸, 8 ⁴⁸, 8 ⁴⁸, 8 ⁴⁸, 8 ⁴⁸, 8 ⁴⁸