Regular maps in the orientable surface of genus 62

NameSchläfliV / F / EmV, mFnotes C&D no.imageswire-
frames
C62.3{6,6}122122 / 122 / 366 1,2 Chiral replete C62.300
C62.3′{6,6}122122 / 122 / 366 2,1 Chiral replete C62.3′00
C62.1{5,10}12261 / 122 / 305 1,1 Chiral replete singular C62.100
C62.1′{10,5}122122 / 61 / 305 1,1 Chiral replete singular C62.1′00
C62.2{5,10}12261 / 122 / 305 1,1 Chiral replete singular C62.200
C62.2′{10,5}122122 / 61 / 305 1,1 Chiral replete singular C62.2′00
R62.1{4,126}2524 / 126 / 252 63,2ζ replete R62.100
R62.1′{126,4}252126 / 4 / 252 2,63ζ' replete R62.1′(see ser ζ')0
R62.2{4,248}2482 / 124 / 248 248,2η Faces share vertices with themselves R62.200
R62.2′{248,4}248124 / 2 / 248 2,248η' Faces share vertices with themselves R62.2′(see ser η')0
R62.3{6,64}1926 / 64 / 192 32,3ε'° replete R62.3(see ser ε'°)0
R62.3′{64,6}19264 / 6 / 192 3,32ε'°' replete R62.3′00
R62.4{6,186}622 / 62 / 186 186,3ε Faces share vertices with themselves R62.400
R62.4′{186,6}6262 / 2 / 186 3,186ε' Faces share vertices with themselves R62.4′(see ser ε')0
R62.5{8,84}1684 / 42 / 168 42,4 replete R62.500
R62.5′{84,8}16842 / 4 / 168 4,42 replete R62.5′00
R62.6{10,155}622 / 31 / 155 155,5 R62.600
R62.6′{155,10}6231 / 2 / 155 5,155 R62.6′00
R62.7{20,70}284 / 14 / 140 35,10 replete R62.700
R62.7′{70,20}2814 / 4 / 140 10,35 replete R62.7′00
R62.8{44,66}124 / 6 / 132 33,22 replete R62.800
R62.8′{66,44}126 / 4 / 132 22,33 replete R62.8′00
R62.10{126,126}22 / 2 / 126 126,126γ° Faces share vertices with themselves trivial R62.1000
R62.9{125,250}21 / 2 / 125 250,125α Faces share vertices with themselves Vertices share edges with themselves trivial R62.900
R62.9′{250,125}22 / 1 / 125 125,250α' Faces share vertices with themselves Faces share edges with themselves trivial R62.9′(see ser α')0
R62.11{248,248}21 / 1 / 124 248,248β° Faces share vertices with themselves Faces share edges with themselves Vertices share edges with themselves trivial R62.1100

Other Regular Maps

General Index