Regular maps in the orientable surface of genus 83

NameSchläfliV / F / EmV, mFnotes C&D no.imageswire-
frames
C83.1{4,8}328164 / 328 / 656 2,1 replete Chiral C83.100
C83.1′{8,4}328328 / 164 / 656 1,2 replete Chiral C83.1′00
C83.2{4,8}328164 / 328 / 656 2,1 replete Chiral C83.200
C83.2′{8,4}328328 / 164 / 656 1,2 replete Chiral C83.2′00
C83.3{4,12}24682 / 246 / 492 3,1 replete Chiral C83.300
C83.3′{12,4}246246 / 82 / 492 1,3 replete Chiral C83.3′00
R83.1{4,168}1684 / 168 / 336 84,2series m replete R83.1(see series m)0
R83.1′{168,4}168168 / 4 / 336 2,84series l replete R83.1′(see series l)0
R83.2{4,168}1684 / 168 / 336 84,1 replete R83.200
R83.2′{168,4}168168 / 4 / 336 1,84 replete R83.2′00
R83.3{4,332}1662 / 166 / 332 332,2series h Faces share vertices with themselves R83.3(see series h)0
R83.3′{332,4}166166 / 2 / 332 2,332series j Faces share vertices with themselves R83.3′(see series j)0
C83.4{8,8}8282 / 82 / 328 2,2 replete Chiral C83.400
C83.5{8,8}16482 / 82 / 328 2,2 replete Chiral C83.500
C83.6{8,8}8282 / 82 / 328 1,1 replete singular Chiral C83.600
C83.6′{8,8}8282 / 82 / 328 1,1 replete singular Chiral C83.6′00
R83.4{6,44}6612 / 88 / 264 11,1 replete R83.400
R83.4′{44,6}6688 / 12 / 264 1,11 replete R83.4′00
R83.5{6,249}1662 / 83 / 249 249,3series p Faces share vertices with themselves R83.5(see series p)0
R83.5′{249,6}16683 / 2 / 249 3,249series q Faces share vertices with themselves R83.5′(see series q)0
C83.7{12,12}8241 / 41 / 246 3,3 replete Chiral C83.700
R83.6{8,30}3016 / 60 / 240 5,2 replete R83.600
R83.6′{30,8}3060 / 16 / 240 2,5 replete R83.6′00
R83.7{8,30}6016 / 60 / 240 10,2 replete R83.700
R83.7′{30,8}6060 / 16 / 240 2,10 replete R83.7′00
R83.8{8,112}1124 / 56 / 224 56,4 replete R83.800
R83.8′{112,8}11256 / 4 / 224 4,56 replete R83.8′00
R83.9{8,112}1124 / 56 / 224 56,4 replete R83.900
R83.9′{112,8}11256 / 4 / 224 4,56 replete R83.9′00
R83.10{12,68}1026 / 34 / 204 34,6 replete R83.1000
R83.10′{68,12}10234 / 6 / 204 6,34 replete R83.10′00
R83.11{24,32}9612 / 16 / 192 16,12 replete R83.1100
R83.11′{32,24}9616 / 12 / 192 12,16 replete R83.11′00
R83.12{24,32}9612 / 16 / 192 16,12 replete R83.1200
R83.12′{32,24}9616 / 12 / 192 12,16 replete R83.12′00
R83.13{44,88}84 / 8 / 176 44,22 replete R83.1300
R83.13′{88,44}88 / 4 / 176 22,44 replete R83.13′00
R83.14{44,88}84 / 8 / 176 44,11 replete R83.1400
R83.14′{88,44}88 / 4 / 176 11,44 replete R83.14′00
R83.16{168,168}42 / 2 / 168 168,168 R83.1600
R83.17{168,168}22 / 2 / 168 168,168series k trivial R83.17(see series k)0
R83.15{167,334}21 / 2 / 167 334,167series z trivial Faces share vertices with themselves Vertices share edges with themselves R83.15(see series z)0
R83.15′{334,167}22 / 1 / 167 167,334series i trivial Faces share vertices with themselves Faces share edges with themselves R83.15′(see series i)0
R83.18{332,332}21 / 1 / 166 332,332series s trivial Faces share edges with themselves Faces share vertices with themselves Vertices share edges with themselves R83.18(see series s)0

Other Regular Maps

General Index