Regular maps in the orientable surface of genus 78

NameSchläfliV / F / EmV, mFnotes C&D no.imageswire-
frames
R78.1{3,28}642 / 392 / 588 1,1 replete singular R78.100
R78.1′{28,3}6392 / 42 / 588 1,1 replete singular R78.1′00
R78.2{4,81}1628 / 162 / 324 27,1 replete R78.200
R78.2′{81,4}162162 / 8 / 324 1,27 replete R78.2′00
R78.3{4,158}3164 / 158 / 316 79,2series m replete R78.3(see series m)0
R78.3′{158,4}316158 / 4 / 316 2,79series l replete R78.3′(see series l)0
R78.4{4,312}3122 / 156 / 312 312,2series h Faces share vertices with themselves R78.4(see series h)0
R78.4′{312,4}312156 / 2 / 312 2,312series j Faces share vertices with themselves R78.4′(see series j)0
R78.5{6,14}642 / 98 / 294 1,1 replete singular R78.500
R78.5′{14,6}698 / 42 / 294 1,1 replete singular R78.5′00
R78.6{6,14}642 / 98 / 294 1,2 replete R78.600
R78.6′{14,6}698 / 42 / 294 2,1 replete R78.6′00
R78.7{6,80}2406 / 80 / 240 40,3 replete R78.700
R78.7′{80,6}24080 / 6 / 240 3,40 replete R78.7′00
C78.1{10,20}4422 / 44 / 220 2,1 replete Chiral C78.100
C78.1′{20,10}4444 / 22 / 220 1,2 replete Chiral C78.1′00
C78.2{10,20}4422 / 44 / 220 2,1 replete Chiral C78.200
C78.2′{20,10}4444 / 22 / 220 1,2 replete Chiral C78.2′00
C78.3{10,20}4422 / 44 / 220 4,1 replete Chiral C78.300
C78.3′{20,10}4444 / 22 / 220 1,4 replete Chiral C78.3′00
C78.4{10,20}4422 / 44 / 220 4,1 replete Chiral C78.400
C78.4′{20,10}4444 / 22 / 220 1,4 replete Chiral C78.4′00
R78.8{8,54}2168 / 54 / 216 27,4 replete R78.800
R78.8′{54,8}21654 / 8 / 216 4,27 replete R78.8′00
R78.9{8,54}1088 / 54 / 216 18,2 replete R78.900
R78.9′{54,8}10854 / 8 / 216 2,18 replete R78.9′00
R78.12{14,28}2814 / 28 / 196 14,7 replete R78.1200
R78.12′{28,14}2828 / 14 / 196 7,14 replete R78.12′00
R78.13{14,28}2814 / 28 / 196 14,1 replete R78.1300
R78.13′{28,14}2828 / 14 / 196 1,14 replete R78.13′00
R78.14{14,28}2814 / 28 / 196 4,7 replete R78.1400
R78.14′{28,14}2828 / 14 / 196 7,4 replete R78.14′00
R78.10{10,195}782 / 39 / 195 195,5 R78.1000
R78.10′{195,10}7839 / 2 / 195 5,195 R78.10′00
R78.11{12,64}1926 / 32 / 192 32,6 replete R78.1100
R78.11′{64,12}19232 / 6 / 192 6,32 replete R78.11′00
R78.15{14,182}262 / 26 / 182 182,7 R78.1500
R78.15′{182,14}2626 / 2 / 182 7,182 R78.15′00
R78.16{20,45}188 / 18 / 180 15,5 replete R78.1600
R78.16′{45,20}1818 / 8 / 180 5,15 replete R78.16′00
R78.18{42,56}126 / 8 / 168 14,14 replete R78.1800
R78.18′{56,42}128 / 6 / 168 14,14 replete R78.18′00
R78.19{42,56}246 / 8 / 168 28,21 replete R78.1900
R78.19′{56,42}248 / 6 / 168 21,28 replete R78.19′00
R78.17{28,168}242 / 12 / 168 168,14 R78.1700
R78.17′{168,28}2412 / 2 / 168 14,168 R78.17′00
R78.20{81,81}44 / 4 / 162 27,27 replete R78.2000
R78.21{106,159}62 / 3 / 159 159,53 R78.2100
R78.21′{159,106}63 / 2 / 159 53,159 R78.21′00
R78.23{158,158}22 / 2 / 158 158,158series k trivial Faces share vertices with themselves R78.23(see series k)0
R78.22{157,314}21 / 2 / 157 314,157series z trivial Faces share vertices with themselves Vertices share edges with themselves R78.22(see series z)0
R78.22′{314,157}22 / 1 / 157 157,314series i trivial Faces share vertices with themselves Faces share edges with themselves R78.22′(see series i)0
R78.24{312,312}21 / 1 / 156 312,312series s trivial Faces share edges with themselves Faces share vertices with themselves Vertices share edges with themselves R78.24(see series s)0

Other Regular Maps

General Index