Regular maps in the non-orientable surface of genus 86

NameSchläfliV / F / EmV, mFnotes C&D no.imageswire-
frames
N86.1{3,8}21252 / 672 / 1008 1,1 replete singular N86.100
N86.1′{8,3}21672 / 252 / 1008 1,1 replete singular N86.1′00
N86.3{4,6}24168 / 252 / 504 1,1 replete singular N86.300
N86.3′{6,4}24252 / 168 / 504 1,1 replete singular N86.3′00
N86.2{3,20}1536 / 240 / 360 1,1 replete singular N86.200
N86.2′{20,3}15240 / 36 / 360 1,1 replete singular N86.2′00
N86.4{4,8}2884 / 168 / 336 1,1 replete singular N86.400
N86.4′{8,4}28168 / 84 / 336 1,1 replete singular N86.4′00
N86.5{4,8}2884 / 168 / 336 1,1 replete singular N86.500
N86.5′{8,4}28168 / 84 / 336 1,1 replete singular N86.5′00
N86.6{4,8}1284 / 168 / 336 1,1 replete singular N86.600
N86.6′{8,4}12168 / 84 / 336 1,1 replete singular N86.6′00
N86.7{4,8}1284 / 168 / 336 1,1 replete singular N86.700
N86.7′{8,4}12168 / 84 / 336 1,1 replete singular N86.7′00
N86.8{4,25}2516 / 100 / 200 5,1 replete N86.800
N86.8′{25,4}25100 / 16 / 200 1,5 replete N86.8′00
N86.10{6,10}3036 / 60 / 180 1,2 replete N86.1000
N86.10′{10,6}3060 / 36 / 180 2,1 replete N86.10′00
N86.11{6,10}1236 / 60 / 180 1,1 replete singular N86.1100
N86.11′{10,6}1260 / 36 / 180 1,1 replete singular N86.11′00
N86.9{6,10}1536 / 60 / 180 1,2 replete N86.900
N86.9′{10,6}1560 / 36 / 180 2,1 replete N86.9′00
N86.13{8,8}642 / 42 / 168 1,1 replete singular N86.1300
N86.14{8,8}342 / 42 / 168 1,1 replete singular N86.1400
N86.15{8,8}842 / 42 / 168 2,1 replete cantankerous N86.1500
N86.15′{8,8}842 / 42 / 168 1,2 replete N86.15′00
N86.12{6,24}312 / 48 / 144 3,1 replete N86.1200
N86.12′{24,6}348 / 12 / 144 1,3 replete N86.12′00
N86.16{10,20}1212 / 24 / 120 4,1 replete N86.1600
N86.16′{20,10}1224 / 12 / 120 1,4 replete N86.16′00
N86.17{10,20}1212 / 24 / 120 4,1 replete N86.1700
N86.17′{20,10}1224 / 12 / 120 1,4 replete N86.17′00

Other Regular Maps

General Index