Regular maps in the orientable surface of genus 93

NameSchläfliV / F / EmV, mFnotes C&D no.imageswire-
frames
R93.1{4,96}968 / 192 / 384 32,1 replete R93.100
R93.1′{96,4}96192 / 8 / 384 1,32 replete R93.1′00
R93.2{4,96}968 / 192 / 384 32,1 replete R93.200
R93.2′{96,4}96192 / 8 / 384 1,32 replete R93.2′00
R93.3{4,96}968 / 192 / 384 24,1 replete R93.300
R93.3′{96,4}96192 / 8 / 384 1,24 replete R93.3′00
R93.4{4,96}968 / 192 / 384 24,1 replete R93.400
R93.4′{96,4}96192 / 8 / 384 1,24 replete R93.4′00
R93.5{4,188}1884 / 188 / 376 94,2series m replete R93.5(see series m)0
R93.5′{188,4}188188 / 4 / 376 2,94series l replete R93.5′(see series l)0
R93.6{4,372}1862 / 186 / 372 372,2series h Faces share vertices with themselves R93.6(see series h)0
R93.6′{372,4}186186 / 2 / 372 2,372series j Faces share vertices with themselves R93.6′(see series j)0
R93.7{7,12}1656 / 96 / 336 4,1 replete R93.700
R93.7′{12,7}1696 / 56 / 336 1,4 replete R93.7′00
R93.10{8,18}3632 / 72 / 288 3,2 replete R93.1000
R93.10′{18,8}3672 / 32 / 288 2,3 replete R93.10′00
R93.11{8,18}7232 / 72 / 288 3,2 replete R93.1100
R93.11′{18,8}7272 / 32 / 288 2,3 replete R93.11′00
R93.12{8,18}3632 / 72 / 288 6,1 replete R93.1200
R93.12′{18,8}3672 / 32 / 288 1,6 replete R93.12′00
R93.8{8,18}1832 / 72 / 288 6,1 replete R93.800
R93.8′{18,8}1872 / 32 / 288 1,6 replete R93.8′00
R93.9{8,18}1832 / 72 / 288 3,1 replete R93.900
R93.9′{18,8}1872 / 32 / 288 1,3 replete R93.9′00
C93.1{8,64}648 / 64 / 256 16,1 replete Chiral C93.100
C93.1′{64,8}6464 / 8 / 256 1,16 replete Chiral C93.1′00
R93.13{8,64}648 / 64 / 256 32,4 replete R93.1300
R93.13′{64,8}6464 / 8 / 256 4,32 replete R93.13′00
R93.14{8,64}648 / 64 / 256 16,4 replete R93.1400
R93.14′{64,8}6464 / 8 / 256 4,16 replete R93.14′00
R93.15{8,64}648 / 64 / 256 16,2 replete R93.1500
R93.15′{64,8}6464 / 8 / 256 2,16 replete R93.15′00
R93.16{8,64}648 / 64 / 256 16,2 replete R93.1600
R93.16′{64,8}6464 / 8 / 256 2,16 replete R93.16′00
R93.17{8,64}648 / 64 / 256 16,2 replete R93.1700
R93.17′{64,8}6464 / 8 / 256 2,16 replete R93.17′00
R93.18{8,64}648 / 64 / 256 32,2 replete R93.1800
R93.18′{64,8}6464 / 8 / 256 2,32 replete R93.18′00
C93.2{11,22}4623 / 46 / 253 1,1 replete singular Chiral C93.200
C93.2′{22,11}4646 / 23 / 253 1,1 replete singular Chiral C93.2′00
C93.3{11,22}4623 / 46 / 253 1,1 replete singular Chiral C93.300
C93.3′{22,11}4646 / 23 / 253 1,1 replete singular Chiral C93.3′00
C93.4{11,22}4623 / 46 / 253 1,1 replete singular Chiral C93.400
C93.4′{22,11}4646 / 23 / 253 1,1 replete singular Chiral C93.4′00
C93.5{11,22}4623 / 46 / 253 1,1 replete singular Chiral C93.500
C93.5′{22,11}4646 / 23 / 253 1,1 replete singular Chiral C93.5′00
C93.6{11,22}4623 / 46 / 253 1,1 replete singular Chiral C93.600
C93.6′{22,11}4646 / 23 / 253 1,1 replete singular Chiral C93.6′00
R93.19{8,248}622 / 62 / 248 248,4 R93.1900
R93.19′{248,8}6262 / 2 / 248 4,248 R93.19′00
R93.20{8,248}1242 / 62 / 248 248,4 R93.2000
R93.20′{248,8}12462 / 2 / 248 4,248 R93.20′00
R93.21{12,30}2016 / 40 / 240 5,2 replete R93.2100
R93.21′{30,12}2040 / 16 / 240 2,5 replete R93.21′00
R93.22{12,30}4016 / 40 / 240 10,2 replete R93.2200
R93.22′{30,12}4040 / 16 / 240 2,10 replete R93.22′00
R93.23{12,76}1146 / 38 / 228 38,6 replete R93.2300
R93.23′{76,12}11438 / 6 / 228 6,38 replete R93.23′00
R93.24{14,217}622 / 31 / 217 217,7 R93.2400
R93.24′{217,14}6231 / 2 / 217 7,217 R93.24′00
R93.27{96,96}84 / 4 / 192 32,32 replete R93.2700
R93.27′{96,96}84 / 4 / 192 32,32 replete R93.27′00
R93.28{96,96}44 / 4 / 192 32,32 replete R93.2800
R93.29{96,96}44 / 4 / 192 32,32 replete R93.2900
R93.30{96,96}44 / 4 / 192 48,48 replete R93.3000
R93.31{96,96}84 / 4 / 192 48,48 replete R93.3100
R93.31′{96,96}84 / 4 / 192 48,48 replete R93.31′00
R93.32{96,96}44 / 4 / 192 48,48 replete R93.3200
R93.25{64,192}122 / 6 / 192 192,32 R93.2500
R93.25′{192,64}126 / 2 / 192 32,192 R93.25′00
R93.26{64,192}62 / 6 / 192 192,32 R93.2600
R93.26′{192,64}66 / 2 / 192 32,192 R93.26′00
R93.34{188,188}22 / 2 / 188 188,188series k trivial Faces share vertices with themselves R93.34(see series k)0
R93.33{187,374}21 / 2 / 187 374,187series z trivial Faces share vertices with themselves Vertices share edges with themselves R93.33(see series z)0
R93.33′{374,187}22 / 1 / 187 187,374series i trivial Faces share vertices with themselves Faces share edges with themselves R93.33′(see series i)0
R93.35{372,372}21 / 1 / 186 372,372series s trivial Faces share edges with themselves Faces share vertices with themselves Vertices share edges with themselves R93.35(see series s)0

Other Regular Maps

General Index