Regular maps in the orientable surface of genus 87

NameSchläfliV / F / EmV, mFnotes C&D no.imageswire-
frames
C87.1{3,12}344172 / 688 / 1032 2,1 replete Chiral C87.100
C87.1′{12,3}344688 / 172 / 1032 1,2 replete Chiral C87.1′00
R87.1{4,90}908 / 180 / 360 30,1 replete R87.100
R87.1′{90,4}90180 / 8 / 360 1,30 replete R87.1′00
R87.2{4,176}1764 / 176 / 352 88,2series m replete R87.2(see series m)0
R87.2′{176,4}176176 / 4 / 352 2,88series l replete R87.2′(see series l)0
R87.3{4,176}1764 / 176 / 352 88,1 replete R87.300
R87.3′{176,4}176176 / 4 / 352 1,88 replete R87.3′00
R87.4{4,348}1742 / 174 / 348 348,2series h Faces share vertices with themselves R87.4(see series h)0
R87.4′{348,4}174174 / 2 / 348 2,348series j Faces share vertices with themselves R87.4′(see series j)0
C87.2{7,14}8643 / 86 / 301 1,1 replete singular Chiral C87.200
C87.2′{14,7}8686 / 43 / 301 1,1 replete singular Chiral C87.2′00
C87.3{7,14}8643 / 86 / 301 1,1 replete singular Chiral C87.300
C87.3′{14,7}8686 / 43 / 301 1,1 replete singular Chiral C87.3′00
C87.4{7,14}8643 / 86 / 301 1,1 replete singular Chiral C87.400
C87.4′{14,7}8686 / 43 / 301 1,1 replete singular Chiral C87.4′00
R87.5{8,60}308 / 60 / 240 20,2 replete R87.500
R87.5′{60,8}3060 / 8 / 240 2,20 replete R87.5′00
R87.6{8,60}608 / 60 / 240 20,2 replete R87.600
R87.6′{60,8}6060 / 8 / 240 2,20 replete R87.6′00
R87.7{8,60}1208 / 60 / 240 30,4 replete R87.700
R87.7′{60,8}12060 / 8 / 240 4,30 replete R87.7′00
R87.8{8,60}1208 / 60 / 240 15,4 replete R87.800
R87.8′{60,8}12060 / 8 / 240 4,15 replete R87.8′00
R87.10{8,232}1162 / 58 / 232 232,4 R87.1000
R87.10′{232,8}11658 / 2 / 232 4,232 R87.10′00
R87.9{8,232}582 / 58 / 232 232,4 R87.900
R87.9′{232,8}5858 / 2 / 232 4,232 R87.9′00
R87.11{14,203}582 / 29 / 203 203,7 R87.1100
R87.11′{203,14}5829 / 2 / 203 7,203 R87.11′00
R87.12{24,96}324 / 16 / 192 48,12 replete R87.1200
R87.12′{96,24}3216 / 4 / 192 12,48 replete R87.12′00
R87.13{24,96}324 / 16 / 192 48,12 replete R87.1300
R87.13′{96,24}3216 / 4 / 192 12,48 replete R87.13′00
R87.14{90,90}44 / 4 / 180 30,30 replete R87.1400
R87.15{118,177}62 / 3 / 177 177,59 R87.1500
R87.15′{177,118}63 / 2 / 177 59,177 R87.15′00
R87.17{176,176}42 / 2 / 176 176,176 R87.1700
R87.18{176,176}22 / 2 / 176 176,176series k trivial R87.18(see series k)0
R87.16{175,350}21 / 2 / 175 350,175series z trivial Faces share vertices with themselves Vertices share edges with themselves R87.16(see series z)0
R87.16′{350,175}22 / 1 / 175 175,350series i trivial Faces share vertices with themselves Faces share edges with themselves R87.16′(see series i)0
R87.19{348,348}21 / 1 / 174 348,348series s trivial Faces share edges with themselves Faces share vertices with themselves Vertices share edges with themselves R87.19(see series s)0

Other Regular Maps

General Index