Regular maps in the orientable surface of genus 90

Name	Schläfli	V / F / E	mV, mF	notes	C&D no.	images	wire- frames
R90.1	{4,93}186	8 / 186 / 372	31,1		R90.1	0	0
R90.1′	{93,4}186	186 / 8 / 372	1,31		R90.1′	0	0
R90.2	{4,182}364	4 / 182 / 364	91,2		R90.2	(see series m)	0
R90.2′	{182,4}364	182 / 4 / 364	2,91		R90.2′	(see series l)	0
R90.3	{4,360}360	2 / 180 / 360	360,2		R90.3	(see series h)	0
R90.3′	{360,4}360	180 / 2 / 360	2,360		R90.3′	(see series j)	0
C90.1	{8,8}178	89 / 89 / 356	1,1		C90.1	0	0
C90.1′	{8,8}178	89 / 89 / 356	1,1		C90.1′	0	0
R90.4	{6,92}276	6 / 92 / 276	46,3		R90.4	0	0
R90.4′	{92,6}276	92 / 6 / 276	3,46		R90.4′	0	0
R90.5	{8,62}248	8 / 62 / 248	31,4		R90.5	0	0
R90.5′	{62,8}248	62 / 8 / 248	4,31		R90.5′	0	0
R90.6	{12,38}228	12 / 38 / 228	19,6		R90.6	0	0
R90.6′	{38,12}228	38 / 12 / 228	6,19		R90.6′	0	0
R90.7	{14,32}224	14 / 32 / 224	16,7		R90.7	0	0
R90.7′	{32,14}224	32 / 14 / 224	7,16		R90.7′	0	0
R90.9	{20,22}220	20 / 22 / 220	11,10		R90.9	0	0
R90.9′	{22,20}220	22 / 20 / 220	10,11		R90.9′	0	0
R90.10	{21,35}10	12 / 20 / 210	7,7		R90.10	0	0
R90.10′	{35,21}10	20 / 12 / 210	7,7		R90.10′	0	0
R90.8	{14,210}30	2 / 30 / 210	210,7		R90.8	0	0
R90.8′	{210,14}30	30 / 2 / 210	7,210		R90.8′	0	0
R90.11	{22,198}18	2 / 18 / 198	198,11		R90.11	0	0
R90.11′	{198,22}18	18 / 2 / 198	11,198		R90.11′	0	0
R90.12	{26,195}30	2 / 15 / 195	195,13		R90.12	0	0
R90.12′	{195,26}30	15 / 2 / 195	13,195		R90.12′	0	0
R90.13	{38,190}10	2 / 10 / 190	190,19		R90.13	0	0
R90.13′	{190,38}10	10 / 2 / 190	19,190		R90.13′	0	0
R90.17	{93,93}4	4 / 4 / 186	31,31		R90.17	0	0
R90.14	{62,186}6	2 / 6 / 186	186,31		R90.14	0	0
R90.14′	{186,62}6	6 / 2 / 186	31,186		R90.14′	0	0
R90.15	{74,185}10	2 / 5 / 185	185,37		R90.15	0	0
R90.15′	{185,74}10	5 / 2 / 185	37,185		R90.15′	0	0
R90.16	{92,184}8	2 / 4 / 184	184,46		R90.16	0	0
R90.16′	{184,92}8	4 / 2 / 184	46,184		R90.16′	0	0
R90.18	{122,183}6	2 / 3 / 183	183,61		R90.18	0	0
R90.18′	{183,122}6	3 / 2 / 183	61,183		R90.18′	0	0
R90.20	{182,182}2	2 / 2 / 182	182,182		R90.20	(see series k)	0
R90.19	{181,362}2	1 / 2 / 181	362,181		R90.19	(see series z)	0
R90.19′	{362,181}2	2 / 1 / 181	181,362		R90.19′	(see series i)	0
R90.21	{360,360}2	1 / 1 / 180	360,360		R90.21	(see series s)	0

Other Regular Maps

General Index