Regular maps in the orientable surface of genus 54

NameSchläfliV / F / EmV, mFnotes C&D no.imageswire-
frames
R54.1{4,57}1148 / 114 / 228 19,1 replete R54.100
R54.1′{57,4}114114 / 8 / 228 1,19 replete R54.1′00
R54.2{4,110}2204 / 110 / 220 55,2series m replete R54.2(see series m)0
R54.2′{110,4}220110 / 4 / 220 2,55series l replete R54.2′(see series l)0
R54.3{4,216}2162 / 108 / 216 216,2series h Faces share vertices with themselves R54.3(see series h)0
R54.3′{216,4}216108 / 2 / 216 2,216series j Faces share vertices with themselves R54.3′(see series j)0
R54.4{6,56}1686 / 56 / 168 28,3 replete R54.400
R54.4′{56,6}16856 / 6 / 168 3,28 replete R54.4′00
R54.5{8,38}1528 / 38 / 152 19,4 replete R54.500
R54.5′{38,8}15238 / 8 / 152 4,19 replete R54.5′00
R54.8{14,20}14014 / 20 / 140 10,7 replete R54.800
R54.8′{20,14}14020 / 14 / 140 7,10 replete R54.8′00
R54.6{10,135}542 / 27 / 135 135,5 R54.600
R54.6′{135,10}5427 / 2 / 135 5,135 R54.6′00
R54.7{12,66}444 / 22 / 132 33,6 replete R54.700
R54.7′{66,12}4422 / 4 / 132 6,33 replete R54.7′00
R54.9{14,126}182 / 18 / 126 126,7 R54.900
R54.9′{126,14}1818 / 2 / 126 7,126 R54.9′00
R54.13{30,40}126 / 8 / 120 10,10 replete R54.1300
R54.13′{40,30}128 / 6 / 120 10,10 replete R54.13′00
R54.14{30,40}246 / 8 / 120 20,15 replete R54.1400
R54.14′{40,30}248 / 6 / 120 15,20 replete R54.14′00
R54.11{24,60}404 / 10 / 120 30,12 replete R54.1100
R54.11′{60,24}4010 / 4 / 120 12,30 replete R54.11′00
R54.10{20,120}242 / 12 / 120 120,10 R54.1000
R54.10′{120,20}2412 / 2 / 120 10,120 R54.10′00
R54.12{26,117}182 / 9 / 117 117,13 R54.1200
R54.12′{117,26}189 / 2 / 117 13,117 R54.12′00
R54.16{57,57}44 / 4 / 114 19,19 replete R54.1600
R54.15{38,114}62 / 6 / 114 114,19 R54.1500
R54.15′{114,38}66 / 2 / 114 19,114 R54.15′00
R54.17{74,111}62 / 3 / 111 111,37 R54.1700
R54.17′{111,74}63 / 2 / 111 37,111 R54.17′00
R54.19{110,110}22 / 2 / 110 110,110series k trivial Faces share vertices with themselves R54.19(see series k)0
R54.18{109,218}21 / 2 / 109 218,109series z trivial Faces share vertices with themselves Vertices share edges with themselves R54.18(see series z)0
R54.18′{218,109}22 / 1 / 109 109,218series i trivial Faces share vertices with themselves Faces share edges with themselves R54.18′(see series i)0
R54.20{216,216}21 / 1 / 108 216,216series s trivial Faces share edges with themselves Faces share vertices with themselves Vertices share edges with themselves R54.20(see series s)0

Other Regular Maps

General Index