Regular maps in the orientable surface of genus 59

NameSchläfliV / F / EmV, mFnotes C&D no.imageswire-
frames
C59.1{4,8}232116 / 232 / 464 2,1 Chiral replete C59.100
C59.1′{8,4}232232 / 116 / 464 1,2 Chiral replete C59.1′00
C59.2{4,8}232116 / 232 / 464 2,1 Chiral replete C59.200
C59.2′{8,4}232232 / 116 / 464 1,2 Chiral replete C59.2′00
C59.3{4,12}17458 / 174 / 348 3,1 Chiral replete C59.300
C59.3′{12,4}174174 / 58 / 348 1,3 Chiral replete C59.3′00
R59.1{4,120}1204 / 120 / 240 60,2 replete R59.100
R59.1′{120,4}120120 / 4 / 240 2,60 replete R59.1′00
R59.2{4,120}1204 / 120 / 240 60,1ι replete R59.200
R59.2′{120,4}120120 / 4 / 240 1,60ι' replete R59.2′(see ser ι')0
R59.3{4,236}1182 / 118 / 236 236,2ζ'°' Faces share vertices with themselves R59.300
R59.3′{236,4}118118 / 2 / 236 2,236ζ'° Faces share vertices with themselves R59.3′(see ser ζ'°)0
C59.7{8,8}5858 / 58 / 232 2,2 Chiral replete C59.700
C59.8{8,8}11658 / 58 / 232 2,2 Chiral replete C59.800
C59.4{7,14}5829 / 58 / 203 1,1 Chiral replete singular C59.400
C59.4′{14,7}5858 / 29 / 203 1,1 Chiral replete singular C59.4′00
C59.5{7,14}5829 / 58 / 203 1,1 Chiral replete singular C59.500
C59.5′{14,7}5858 / 29 / 203 1,1 Chiral replete singular C59.5′00
C59.6{7,14}5829 / 58 / 203 1,1 Chiral replete singular C59.600
C59.6′{14,7}5858 / 29 / 203 1,1 Chiral replete singular C59.6′00
R59.4{6,177}1182 / 59 / 177 177,3δ Faces share vertices with themselves R59.400
R59.4′{177,6}11859 / 2 / 177 3,177δ' Faces share vertices with themselves R59.4′(see ser δ')0
C59.9{12,12}5829 / 29 / 174 3,3 Chiral replete C59.900
R59.5{8,80}804 / 40 / 160 40,4 replete R59.500
R59.5′{80,8}8040 / 4 / 160 4,40 replete R59.5′00
R59.6{8,80}804 / 40 / 160 40,4 replete R59.600
R59.6′{80,8}8040 / 4 / 160 4,40 replete R59.6′00
R59.7{20,28}7010 / 14 / 140 14,10 replete R59.700
R59.7′{28,20}7014 / 10 / 140 10,14 replete R59.7′00
R59.10{120,120}22 / 2 / 120 120,120γ° trivial R59.1000
R59.9{120,120}42 / 2 / 120 120,120η° R59.900
R59.8{119,238}21 / 2 / 119 238,119α Faces share vertices with themselves Vertices share edges with themselves trivial R59.800
R59.8′{238,119}22 / 1 / 119 119,238α' Faces share vertices with themselves Faces share edges with themselves trivial R59.8′(see ser α')0
R59.11{236,236}21 / 1 / 118 236,236β° Faces share vertices with themselves Faces share edges with themselves Vertices share edges with themselves trivial R59.1100

Other Regular Maps

General Index