Regular maps in the orientable surface of genus 96

NameSchläfliV / F / EmV, mFnotes C&D no.imageswire-
frames
R96.1{3,9}20380 / 1140 / 1710 1,1 replete singular R96.100
R96.1′{9,3}201140 / 380 / 1710 1,1 replete singular R96.1′00
R96.2{3,9}18380 / 1140 / 1710 1,1 replete singular R96.200
R96.2′{9,3}181140 / 380 / 1710 1,1 replete singular R96.2′00
R96.3{3,9}10380 / 1140 / 1710 1,1 replete singular R96.300
R96.3′{9,3}101140 / 380 / 1710 1,1 replete singular R96.3′00
R96.4{4,99}1988 / 198 / 396 33,1 replete R96.400
R96.4′{99,4}198198 / 8 / 396 1,33 replete R96.4′00
R96.5{4,194}3884 / 194 / 388 97,2series m replete R96.5(see series m)0
R96.5′{194,4}388194 / 4 / 388 2,97series l replete R96.5′(see series l)0
R96.6{4,384}3842 / 192 / 384 384,2series h Faces share vertices with themselves R96.6(see series h)0
R96.6′{384,4}384192 / 2 / 384 2,384series j Faces share vertices with themselves R96.6′(see series j)0
R96.10{10,12}1250 / 60 / 300 2,1 replete R96.1000
R96.10′{12,10}1260 / 50 / 300 1,2 replete R96.10′00
R96.11{10,12}1250 / 60 / 300 3,1 replete R96.1100
R96.11′{12,10}1260 / 50 / 300 1,3 replete R96.11′00
R96.12{10,12}1250 / 60 / 300 4,1 replete R96.1200
R96.12′{12,10}1260 / 50 / 300 1,4 replete R96.12′00
R96.7{6,98}2946 / 98 / 294 49,3 replete R96.700
R96.7′{98,6}29498 / 6 / 294 3,49 replete R96.7′00
R96.8{8,66}1328 / 66 / 264 22,2 replete R96.800
R96.8′{66,8}13266 / 8 / 264 2,22 replete R96.8′00
R96.9{8,66}2648 / 66 / 264 33,4 replete R96.900
R96.9′{66,8}26466 / 8 / 264 4,33 replete R96.9′00
C96.1{10,50}5010 / 50 / 250 10,1 replete Chiral C96.100
C96.1′{50,10}5050 / 10 / 250 1,10 replete Chiral C96.1′00
C96.2{10,50}5010 / 50 / 250 10,1 replete Chiral C96.200
C96.2′{50,10}5050 / 10 / 250 1,10 replete Chiral C96.2′00
R96.13{10,50}5010 / 50 / 250 10,5 replete R96.1300
R96.13′{50,10}5050 / 10 / 250 5,10 replete R96.13′00
R96.14{10,50}5010 / 50 / 250 25,5 replete R96.1400
R96.14′{50,10}5050 / 10 / 250 5,25 replete R96.14′00
R96.15{10,240}482 / 48 / 240 240,5 R96.1500
R96.15′{240,10}4848 / 2 / 240 5,240 R96.15′00
R96.16{14,34}23814 / 34 / 238 17,7 replete R96.1600
R96.16′{34,14}23834 / 14 / 238 7,17 replete R96.16′00
R96.18{18,26}23418 / 26 / 234 13,9 replete R96.1800
R96.18′{26,18}23426 / 18 / 234 9,13 replete R96.18′00
R96.17{14,224}322 / 32 / 224 224,7 R96.1700
R96.17′{224,14}3232 / 2 / 224 7,224 R96.17′00
R96.20{30,70}426 / 14 / 210 35,15 replete R96.2000
R96.20′{70,30}4214 / 6 / 210 15,35 replete R96.20′00
R96.19{26,208}162 / 16 / 208 208,13 R96.1900
R96.19′{208,26}1616 / 2 / 208 13,208 R96.19′00
R96.23{51,68}66 / 8 / 204 17,17 replete R96.2300
R96.23′{68,51}68 / 6 / 204 17,17 replete R96.23′00
R96.21{34,204}122 / 12 / 204 204,17 R96.2100
R96.21′{204,34}1212 / 2 / 204 17,204 R96.21′00
R96.22{50,200}82 / 8 / 200 200,25 R96.2200
R96.22′{200,50}88 / 2 / 200 25,200 R96.22′00
R96.25{99,99}44 / 4 / 198 33,33 replete R96.2500
R96.24{98,196}42 / 4 / 196 196,49 R96.2400
R96.24′{196,98}44 / 2 / 196 49,196 R96.24′00
R96.26{130,195}62 / 3 / 195 195,65 R96.2600
R96.26′{195,130}63 / 2 / 195 65,195 R96.26′00
R96.28{194,194}22 / 2 / 194 194,194series k trivial Faces share vertices with themselves R96.28(see series k)0
R96.27{193,386}21 / 2 / 193 386,193series z trivial Faces share vertices with themselves Vertices share edges with themselves R96.27(see series z)0
R96.27′{386,193}22 / 1 / 193 193,386series i trivial Faces share vertices with themselves Faces share edges with themselves R96.27′(see series i)0
R96.29{384,384}21 / 1 / 192 384,384series s trivial Faces share edges with themselves Faces share vertices with themselves Vertices share edges with themselves R96.29(see series s)0

Other Regular Maps

General Index