Regular maps in the orientable surface of genus 100

NameSchläfliV / F / EmV, mFnotes C&D no.imageswire-
frames
R100.2{4,10}6132 / 330 / 660 1,1 replete singular R100.200
R100.2′{10,4}6330 / 132 / 660 1,1 replete singular R100.2′00
R100.3{4,10}12132 / 330 / 660 1,1 replete singular R100.300
R100.3′{10,4}12330 / 132 / 660 1,1 replete singular R100.3′00
R100.1{3,72}1218 / 432 / 648 6,1 replete R100.100
R100.1′{72,3}12432 / 18 / 648 1,6 replete R100.1′00
R100.4{4,15}872 / 270 / 540 3,1 replete R100.400
R100.4′{15,4}8270 / 72 / 540 1,3 replete R100.4′00
R100.5{4,22}444 / 242 / 484 1,1 replete singular R100.500
R100.5′{22,4}4242 / 44 / 484 1,1 replete singular R100.5′00
R100.6{4,202}4044 / 202 / 404 101,2ζ replete R100.600
R100.6′{202,4}404202 / 4 / 404 2,101ζ' replete R100.6′(see ser ζ')0
R100.7{4,400}4002 / 200 / 400 400,2η Faces share vertices with themselves R100.700
R100.7′{400,4}400200 / 2 / 400 2,400η' Faces share vertices with themselves R100.7′(see ser η')0
R100.26{8,10}1072 / 90 / 360 1,1 replete singular R100.2600
R100.26′{10,8}1090 / 72 / 360 1,1 replete singular R100.26′00
R100.27{8,10}672 / 90 / 360 1,1 replete singular R100.2700
R100.27′{10,8}690 / 72 / 360 1,1 replete singular R100.27′00
R100.24{7,16}842 / 96 / 336 2,1 replete R100.2400
R100.24′{16,7}896 / 42 / 336 1,2 replete R100.24′00
R100.25{7,16}1242 / 96 / 336 2,1 replete R100.2500
R100.25′{16,7}1296 / 42 / 336 1,2 replete R100.25′00
R100.28{9,12}1854 / 72 / 324 1,1 replete singular R100.2800
R100.28′{12,9}1872 / 54 / 324 1,1 replete singular R100.28′00
R100.29{9,12}654 / 72 / 324 1,1 replete singular R100.2900
R100.29′{12,9}672 / 54 / 324 1,1 replete singular R100.29′00
R100.30{9,12}1854 / 72 / 324 1,3 replete R100.3000
R100.30′{12,9}1872 / 54 / 324 3,1 replete R100.30′00
R100.31{9,12}654 / 72 / 324 1,3 replete R100.3100
R100.31′{12,9}672 / 54 / 324 3,1 replete R100.31′00
R100.32{9,12}1854 / 72 / 324 1,3 replete R100.3200
R100.32′{12,9}1872 / 54 / 324 3,1 replete R100.32′00
R100.33{9,12}654 / 72 / 324 1,3 replete R100.3300
R100.33′{12,9}672 / 54 / 324 3,1 replete R100.33′00
R100.10{6,36}3618 / 108 / 324 9,1 replete R100.1000
R100.10′{36,6}36108 / 18 / 324 1,9 replete R100.10′00
R100.11{6,36}3618 / 108 / 324 6,1 replete R100.1100
R100.11′{36,6}36108 / 18 / 324 1,6 replete R100.11′00
R100.12{6,36}3618 / 108 / 324 6,1 replete R100.1200
R100.12′{36,6}36108 / 18 / 324 1,6 replete R100.12′00
R100.13{6,36}3618 / 108 / 324 6,1 replete R100.1300
R100.13′{36,6}36108 / 18 / 324 1,6 replete R100.13′00
R100.14{6,36}1218 / 108 / 324 6,1 replete R100.1400
R100.14′{36,6}12108 / 18 / 324 1,6 replete R100.14′00
R100.15{6,36}1218 / 108 / 324 6,1 replete R100.1500
R100.15′{36,6}12108 / 18 / 324 1,6 replete R100.15′00
R100.16{6,36}3618 / 108 / 324 12,1 replete R100.1600
R100.16′{36,6}36108 / 18 / 324 1,12 replete R100.16′00
R100.17{6,36}1218 / 108 / 324 12,1 replete R100.1700
R100.17′{36,6}12108 / 18 / 324 1,12 replete R100.17′00
R100.18{6,36}3618 / 108 / 324 12,1 replete R100.1800
R100.18′{36,6}36108 / 18 / 324 1,12 replete R100.18′00
R100.19{6,36}1218 / 108 / 324 12,1 replete R100.1900
R100.19′{36,6}12108 / 18 / 324 1,12 replete R100.19′00
R100.8{6,36}3618 / 108 / 324 9,1 replete R100.800
R100.8′{36,6}36108 / 18 / 324 1,9 replete R100.8′00
R100.9{6,36}3618 / 108 / 324 9,1 replete R100.900
R100.9′{36,6}36108 / 18 / 324 1,9 replete R100.9′00
R100.20{6,102}1026 / 102 / 306 51,1 replete R100.2000
R100.20′{102,6}102102 / 6 / 306 1,51 replete R100.20′00
R100.21{6,102}1026 / 102 / 306 34,3 replete R100.2100
R100.21′{102,6}102102 / 6 / 306 3,34 replete R100.21′00
R100.22{6,102}1026 / 102 / 306 51,3 replete R100.2200
R100.22′{102,6}102102 / 6 / 306 3,51 replete R100.22′00
R100.23{6,300}1002 / 100 / 300 300,3ε Faces share vertices with themselves R100.2300
R100.23′{300,6}100100 / 2 / 300 3,300ε' Faces share vertices with themselves R100.23′(see ser ε')0
R100.34{9,45}1012 / 60 / 270 9,3 replete R100.3400
R100.34′{45,9}1060 / 12 / 270 3,9 replete R100.34′00
R100.35{10,52}26010 / 52 / 260 26,5 replete R100.3500
R100.35′{52,10}26052 / 10 / 260 5,26 replete R100.35′00
R100.36{12,42}8412 / 42 / 252 7,6 replete R100.3600
R100.36′{42,12}8442 / 12 / 252 6,7 replete R100.36′00
R100.37{12,42}8412 / 42 / 252 21,6 replete R100.3700
R100.37′{42,12}8442 / 12 / 252 6,21 replete R100.37′00
R100.38{12,42}8412 / 42 / 252 21,2 replete R100.3800
R100.38′{42,12}8442 / 12 / 252 2,21 replete R100.38′00
R100.40{18,27}5418 / 27 / 243 3,9 replete R100.4000
R100.40′{27,18}5427 / 18 / 243 9,3 replete R100.40′00
R100.42{22,22}2222 / 22 / 242 11,11 replete R100.4200
R100.43{22,22}2222 / 22 / 242 11,2 replete R100.4300
R100.43′{22,22}2222 / 22 / 242 2,11 replete R100.43′00
R100.39{12,240}802 / 40 / 240 240,6 R100.3900
R100.39′{240,12}8040 / 2 / 240 6,240 R100.39′00
R100.41{18,225}502 / 25 / 225 225,9 R100.4100
R100.41′{225,18}5025 / 2 / 225 9,225 R100.41′00
R100.44{22,220}202 / 20 / 220 220,11 R100.4400
R100.44′{220,22}2020 / 2 / 220 11,220 R100.44′00
R100.45{36,72}246 / 12 / 216 24,18 replete R100.4500
R100.45′{72,36}2412 / 6 / 216 18,24 replete R100.45′00
R100.46{36,72}246 / 12 / 216 36,6 replete R100.4600
R100.46′{72,36}2412 / 6 / 216 6,36 replete R100.46′00
R100.47{42,210}102 / 10 / 210 210,21 R100.4700
R100.47′{210,42}1010 / 2 / 210 21,210 R100.47′00
R100.48{52,208}162 / 8 / 208 208,26 R100.4800
R100.48′{208,52}168 / 2 / 208 26,208 R100.48′00
R100.49{69,138}63 / 6 / 207 69,23 replete R100.4900
R100.49′{138,69}66 / 3 / 207 23,69 replete R100.49′00
R100.50{82,205}102 / 5 / 205 205,41 R100.5000
R100.50′{205,82}105 / 2 / 205 41,205 R100.50′00
R100.51{102,204}42 / 4 / 204 204,51ζ°' R100.51(see ser ζ°')0
R100.51′{204,102}44 / 2 / 204 51,204ζ° R100.51′00
R100.53{202,202}22 / 2 / 202 202,202γ trivial Faces share vertices with themselves R100.5300
R100.52{201,402}21 / 2 / 201 402,201α trivial Faces share vertices with themselves Vertices share edges with themselves R100.5200
R100.52′{402,201}22 / 1 / 201 201,402α' trivial Faces share vertices with themselves Faces share edges with themselves R100.52′(see ser α')0
R100.54{400,400}21 / 1 / 200 400,400β trivial Faces share edges with themselves Faces share vertices with themselves Vertices share edges with themselves R100.5400

Other Regular Maps

General Index