Regular maps in the orientable surface of genus 99

NameSchläfliV / F / EmV, mFnotes C&D no.imageswire-
frames
C99.1{3,12}392196 / 784 / 1176 2,1 replete Chiral C99.100
C99.1′{12,3}392784 / 196 / 1176 1,2 replete Chiral C99.1′00
R99.1{3,12}56196 / 784 / 1176 2,1 replete R99.100
R99.1′{12,3}56784 / 196 / 1176 1,2 replete R99.1′00
R99.2{3,14}42147 / 686 / 1029 1,1 replete singular R99.200
R99.2′{14,3}42686 / 147 / 1029 1,1 replete singular R99.2′00
R99.3{4,8}56196 / 392 / 784 2,1 replete R99.300
R99.3′{8,4}56392 / 196 / 784 1,2 replete R99.3′00
R99.4{4,8}56196 / 392 / 784 2,1 replete R99.400
R99.4′{8,4}56392 / 196 / 784 1,2 replete R99.4′00
R99.5{4,12}4298 / 294 / 588 3,1 replete R99.500
R99.5′{12,4}42294 / 98 / 588 1,3 replete R99.5′00
R99.6{4,102}1028 / 204 / 408 34,1 replete R99.600
R99.6′{102,4}102204 / 8 / 408 1,34 replete R99.6′00
R99.7{4,200}2004 / 200 / 400 100,2series m replete R99.7(see series m)0
R99.7′{200,4}200200 / 4 / 400 2,100series l replete R99.7′(see series l)0
R99.8{4,200}2004 / 200 / 400 100,1 replete R99.800
R99.8′{200,4}200200 / 4 / 400 1,100 replete R99.8′00
R99.9{4,396}1982 / 198 / 396 396,2series h Faces share vertices with themselves R99.9(see series h)0
R99.9′{396,4}198198 / 2 / 396 2,396series j Faces share vertices with themselves R99.9′(see series j)0
R99.12{8,8}2898 / 98 / 392 2,2 replete R99.1200
R99.13{8,8}1498 / 98 / 392 1,1 replete singular R99.1300
R99.13′{8,8}1498 / 98 / 392 1,1 replete singular R99.13′00
R99.14{8,8}1498 / 98 / 392 2,2 replete R99.1400
R99.11{7,14}1449 / 98 / 343 1,1 replete singular R99.1100
R99.11′{14,7}1498 / 49 / 343 1,1 replete singular R99.11′00
R99.15{8,12}656 / 84 / 336 2,1 replete R99.1500
R99.15′{12,8}684 / 56 / 336 1,2 replete R99.15′00
R99.16{8,12}656 / 84 / 336 2,1 replete R99.1600
R99.16′{12,8}684 / 56 / 336 1,2 replete R99.16′00
R99.17{8,12}456 / 84 / 336 2,1 replete R99.1700
R99.17′{12,8}484 / 56 / 336 1,2 replete R99.17′00
R99.18{8,12}456 / 84 / 336 2,1 replete R99.1800
R99.18′{12,8}484 / 56 / 336 1,2 replete R99.18′00
R99.10{6,52}7812 / 104 / 312 13,1 replete R99.1000
R99.10′{52,6}78104 / 12 / 312 1,13 replete R99.10′00
C99.2{12,12}1449 / 49 / 294 1,1 replete singular Chiral C99.200
C99.2′{12,12}1449 / 49 / 294 1,1 replete singular Chiral C99.2′00
R99.23{12,12}1449 / 49 / 294 3,3 replete R99.2300
R99.19{8,68}1368 / 68 / 272 34,4 replete R99.1900
R99.19′{68,8}13668 / 8 / 272 4,34 replete R99.19′00
R99.20{8,68}1368 / 68 / 272 17,4 replete R99.2000
R99.20′{68,8}13668 / 8 / 272 4,17 replete R99.20′00
R99.21{8,264}1322 / 66 / 264 264,4 R99.2100
R99.21′{264,8}13266 / 2 / 264 4,264 R99.21′00
R99.22{8,264}662 / 66 / 264 264,4 R99.2200
R99.22′{264,8}6666 / 2 / 264 4,264 R99.22′00
R99.26{14,35}7014 / 35 / 245 5,7 replete R99.2600
R99.26′{35,14}7035 / 14 / 245 7,5 replete R99.26′00
R99.29{20,24}12020 / 24 / 240 12,10 replete R99.2900
R99.29′{24,20}12024 / 20 / 240 10,12 replete R99.29′00
R99.30{20,24}12020 / 24 / 240 12,5 replete R99.3000
R99.30′{24,20}12024 / 20 / 240 5,12 replete R99.30′00
R99.28{15,40}612 / 32 / 240 5,5 replete R99.2800
R99.28′{40,15}632 / 12 / 240 5,5 replete R99.28′00
R99.24{12,120}404 / 40 / 240 60,3 replete R99.2400
R99.24′{120,12}4040 / 4 / 240 3,60 replete R99.24′00
R99.25{12,120}404 / 40 / 240 60,6 replete R99.2500
R99.25′{120,12}4040 / 4 / 240 6,60 replete R99.25′00
R99.27{14,231}662 / 33 / 231 231,7 R99.2700
R99.27′{231,14}6633 / 2 / 231 7,231 R99.27′00
R99.31{20,220}222 / 22 / 220 220,10 R99.3100
R99.31′{220,20}2222 / 2 / 220 10,220 R99.31′00
R99.32{27,108}84 / 16 / 216 36,9 replete R99.3200
R99.32′{108,27}816 / 4 / 216 9,36 replete R99.32′00
R99.33{38,209}222 / 11 / 209 209,19 R99.3300
R99.33′{209,38}2211 / 2 / 209 19,209 R99.33′00
R99.35{52,104}84 / 8 / 208 52,26 replete R99.3500
R99.35′{104,52}88 / 4 / 208 26,52 replete R99.35′00
R99.36{52,104}84 / 8 / 208 52,13 replete R99.3600
R99.36′{104,52}88 / 4 / 208 13,52 replete R99.36′00
R99.34{46,207}182 / 9 / 207 207,23 R99.3400
R99.34′{207,46}189 / 2 / 207 23,207 R99.34′00
R99.38{102,102}44 / 4 / 204 34,34 replete R99.3800
R99.37{68,204}62 / 6 / 204 204,34 R99.3700
R99.37′{204,68}66 / 2 / 204 34,204 R99.37′00
R99.39{134,201}62 / 3 / 201 201,67 R99.3900
R99.39′{201,134}63 / 2 / 201 67,201 R99.39′00
R99.41{200,200}42 / 2 / 200 200,200 R99.4100
R99.42{200,200}22 / 2 / 200 200,200series k trivial R99.42(see series k)0
R99.40{199,398}21 / 2 / 199 398,199series z trivial Faces share vertices with themselves Vertices share edges with themselves R99.40(see series z)0
R99.40′{398,199}22 / 1 / 199 199,398series i trivial Faces share vertices with themselves Faces share edges with themselves R99.40′(see series i)0
R99.43{396,396}21 / 1 / 198 396,396series s trivial Faces share edges with themselves Faces share vertices with themselves Vertices share edges with themselves R99.43(see series s)0

Other Regular Maps

General Index