Regular maps in the orientable surface of genus 26

NameSchläfliV / F / EmV, mFnotes C&D no.imageswire-
frames
R26.1{3,10}3075 / 250 / 375 1,1 replete singular R26.100
R26.1′{10,3}30250 / 75 / 375 1,1 replete singular R26.1′00
R26.2{3,11}1060 / 220 / 330 1,1 replete singular R26.200
R26.2′{11,3}10220 / 60 / 330 1,1 replete singular R26.2′00
R26.6{6,6}1050 / 50 / 150 2,1 replete R26.600
R26.6′{6,6}1050 / 50 / 150 1,2 replete R26.6′00
R26.5{5,10}1025 / 50 / 125 1,1 replete singular R26.500
R26.5′{10,5}1050 / 25 / 125 1,1 replete singular R26.5′00
R26.3{4,54}1084 / 54 / 108 27,2series m replete R26.3(see series m)0
R26.3′{54,4}10854 / 4 / 108 2,27series l replete R26.3′(see series l)0
R26.4{4,104}1042 / 52 / 104 104,2series h Faces share vertices with themselves R26.4(see series h)0
R26.4′{104,4}10452 / 2 / 104 2,104series j Faces share vertices with themselves R26.4′(see series j)0
C26.1{8,8}1025 / 25 / 100 1,1 replete singular Chiral C26.100
C26.1′{8,8}1025 / 25 / 100 1,1 replete singular Chiral C26.1′00
R26.7{6,28}846 / 28 / 84 14,3 replete R26.700
R26.7′{28,6}8428 / 6 / 84 3,14 replete R26.7′00
R26.8{6,78}262 / 26 / 78 78,3series p Faces share vertices with themselves R26.8(see series p)0
R26.8′{78,6}2626 / 2 / 78 3,78series q Faces share vertices with themselves R26.8′(see series q)0
R26.10{10,15}3010 / 15 / 75 3,5 replete R26.1000
R26.10′{15,10}3015 / 10 / 75 5,3 replete R26.10′00
R26.9{8,36}724 / 18 / 72 18,4 replete R26.900
R26.9′{36,8}7218 / 4 / 72 4,18 replete R26.9′00
R26.11{10,65}262 / 13 / 65 65,5 R26.1100
R26.11′{65,10}2613 / 2 / 65 5,65 R26.11′00
R26.12{20,30}124 / 6 / 60 15,10 replete R26.1200
R26.12′{30,20}126 / 4 / 60 10,15 replete R26.12′00
R26.13{28,56}82 / 4 / 56 56,14 R26.1300
R26.13′{56,28}84 / 2 / 56 14,56 R26.13′00
R26.15{54,54}22 / 2 / 54 54,54series k trivial Faces share vertices with themselves R26.15(see series k)0
R26.14{53,106}21 / 2 / 53 106,53series z trivial Faces share vertices with themselves Vertices share edges with themselves R26.14(see series z)0
R26.14′{106,53}22 / 1 / 53 53,106series i trivial Faces share vertices with themselves Faces share edges with themselves R26.14′(see series i)0
R26.16{104,104}21 / 1 / 52 104,104series s trivial Faces share edges with themselves Faces share vertices with themselves Vertices share edges with themselves R26.16(see series s)0

Other Regular Maps

General Index