Regular maps in the orientable surface of genus 66

NameSchläfliV / F / EmV, mFnotes C&D no.imageswire-
frames
R66.1{3,26}639 / 338 / 507 1,1 replete singular R66.100
R66.1′{26,3}6338 / 39 / 507 1,1 replete singular R66.1′00
R66.2{4,30}1220 / 150 / 300 3,1 replete R66.200
R66.2′{30,4}12150 / 20 / 300 1,3 replete R66.2′00
R66.3{4,69}1388 / 138 / 276 23,1 replete R66.300
R66.3′{69,4}138138 / 8 / 276 1,23 replete R66.3′00
R66.4{4,134}2684 / 134 / 268 67,2series m replete R66.4(see series m)0
R66.4′{134,4}268134 / 4 / 268 2,67series l replete R66.4′(see series l)0
R66.5{4,264}2642 / 132 / 264 264,2series h Faces share vertices with themselves R66.5(see series h)0
R66.5′{264,4}264132 / 2 / 264 2,264series j Faces share vertices with themselves R66.5′(see series j)0
R66.9{9,10}1845 / 50 / 225 1,3 replete R66.900
R66.9′{10,9}1850 / 45 / 225 3,1 replete R66.9′00
R66.6{6,68}2046 / 68 / 204 34,3 replete R66.600
R66.6′{68,6}20468 / 6 / 204 3,34 replete R66.6′00
R66.7{8,20}820 / 50 / 200 2,2 replete R66.700
R66.7′{20,8}850 / 20 / 200 2,2 replete R66.7′00
R66.8{8,46}1848 / 46 / 184 23,4 replete R66.800
R66.8′{46,8}18446 / 8 / 184 4,23 replete R66.8′00
R66.10{10,35}7010 / 35 / 175 7,5 replete R66.1000
R66.10′{35,10}7035 / 10 / 175 5,7 replete R66.10′00
R66.12{13,26}2613 / 26 / 169 13,1 replete R66.1200
R66.12′{26,13}2626 / 13 / 169 1,13 replete R66.12′00
R66.13{14,24}16814 / 24 / 168 12,7 replete R66.1300
R66.13′{24,14}16824 / 14 / 168 7,12 replete R66.13′00
R66.11{10,165}662 / 33 / 165 165,5 R66.1100
R66.11′{165,10}6633 / 2 / 165 5,165 R66.11′00
R66.14{14,154}222 / 22 / 154 154,7 R66.1400
R66.14′{154,14}2222 / 2 / 154 7,154 R66.14′00
R66.16{30,30}1010 / 10 / 150 15,15 replete R66.1600
R66.17{30,30}1010 / 10 / 150 6,15 replete R66.1700
R66.17′{30,30}1010 / 10 / 150 15,6 replete R66.17′00
R66.15{26,143}222 / 11 / 143 143,13 R66.1500
R66.15′{143,26}2211 / 2 / 143 13,143 R66.15′00
R66.20{69,69}44 / 4 / 138 23,23 replete R66.2000
R66.18{46,138}62 / 6 / 138 138,23 R66.1800
R66.18′{138,46}66 / 2 / 138 23,138 R66.18′00
R66.19{68,136}82 / 4 / 136 136,34 R66.1900
R66.19′{136,68}84 / 2 / 136 34,136 R66.19′00
R66.22{134,134}22 / 2 / 134 134,134series k trivial Faces share vertices with themselves R66.22(see series k)0
R66.21{133,266}21 / 2 / 133 266,133series z trivial Faces share vertices with themselves Vertices share edges with themselves R66.21(see series z)0
R66.21′{266,133}22 / 1 / 133 133,266series i trivial Faces share vertices with themselves Faces share edges with themselves R66.21′(see series i)0
R66.23{264,264}21 / 1 / 132 264,264series s trivial Faces share edges with themselves Faces share vertices with themselves Vertices share edges with themselves R66.23(see series s)0

Other Regular Maps

General Index