Regular maps in the orientable surface of genus 60

NameSchläfliV / F / EmV, mFnotes C&D no.imageswire-
frames
R60.1{4,63}1268 / 126 / 252 21,1 replete R60.100
R60.1′{63,4}126126 / 8 / 252 1,21 replete R60.1′00
R60.2{4,122}2444 / 122 / 244 61,2series m replete R60.2(see series m)0
R60.2′{122,4}244122 / 4 / 244 2,61series l replete R60.2′(see series l)0
R60.3{4,240}2402 / 120 / 240 240,2series h Faces share vertices with themselves R60.3(see series h)0
R60.3′{240,4}240120 / 2 / 240 2,240series j Faces share vertices with themselves R60.3′(see series j)0
R60.4{6,62}1866 / 62 / 186 31,3 replete R60.400
R60.4′{62,6}18662 / 6 / 186 3,31 replete R60.4′00
R60.5{8,42}848 / 42 / 168 14,2 replete R60.500
R60.5′{42,8}8442 / 8 / 168 2,14 replete R60.5′00
R60.6{8,42}1688 / 42 / 168 21,4 replete R60.600
R60.6′{42,8}16842 / 8 / 168 4,21 replete R60.6′00
R60.7{10,32}16010 / 32 / 160 16,5 replete R60.700
R60.7′{32,10}16032 / 10 / 160 5,16 replete R60.7′00
R60.8{12,26}15612 / 26 / 156 13,6 replete R60.800
R60.8′{26,12}15626 / 12 / 156 6,13 replete R60.8′00
R60.9{14,22}15414 / 22 / 154 11,7 replete R60.900
R60.9′{22,14}15422 / 14 / 154 7,11 replete R60.9′00
R60.11{16,36}1448 / 18 / 144 18,8 replete R60.1100
R60.11′{36,16}14418 / 8 / 144 8,18 replete R60.11′00
R60.10{14,140}202 / 20 / 140 140,7 R60.1000
R60.10′{140,14}2020 / 2 / 140 7,140 R60.10′00
R60.14{33,44}66 / 8 / 132 11,11 replete R60.1400
R60.14′{44,33}68 / 6 / 132 11,11 replete R60.14′00
R60.12{22,132}122 / 12 / 132 132,11 R60.1200
R60.12′{132,22}1212 / 2 / 132 11,132 R60.12′00
R60.13{26,130}102 / 10 / 130 130,13 R60.1300
R60.13′{130,26}1010 / 2 / 130 13,130 R60.13′00
R60.16{63,63}44 / 4 / 126 21,21 replete R60.1600
R60.15{62,124}42 / 4 / 124 124,31 R60.1500
R60.15′{124,62}44 / 2 / 124 31,124 R60.15′00
R60.17{82,123}62 / 3 / 123 123,41 R60.1700
R60.17′{123,82}63 / 2 / 123 41,123 R60.17′00
R60.19{122,122}22 / 2 / 122 122,122series k trivial Faces share vertices with themselves R60.19(see series k)0
R60.18{121,242}21 / 2 / 121 242,121series z trivial Faces share vertices with themselves Vertices share edges with themselves R60.18(see series z)0
R60.18′{242,121}22 / 1 / 121 121,242series i trivial Faces share vertices with themselves Faces share edges with themselves R60.18′(see series i)0
R60.20{240,240}21 / 1 / 120 240,240series s trivial Faces share edges with themselves Faces share vertices with themselves Vertices share edges with themselves R60.20(see series s)0

Other Regular Maps

General Index