Regular maps in the orientable surface of genus 70

NameSchläfliV / F / EmV, mFnotes C&D no.imageswire-
frames
R70.3{5,11}460 / 132 / 330 1,1 replete singular R70.300
R70.3′{11,5}4132 / 60 / 330 1,1 replete singular R70.3′00
R70.4{5,11}1060 / 132 / 330 1,1 replete singular R70.400
R70.4′{11,5}10132 / 60 / 330 1,1 replete singular R70.4′00
R70.1{4,142}2844 / 142 / 284 71,2series m replete R70.1(see series m)0
R70.1′{142,4}284142 / 4 / 284 2,71series l replete R70.1′(see series l)0
R70.2{4,280}2802 / 140 / 280 280,2series h Faces share vertices with themselves R70.2(see series h)0
R70.2′{280,4}280140 / 2 / 280 2,280series j Faces share vertices with themselves R70.2′(see series j)0
C70.1{6,72}726 / 72 / 216 24,1 replete Chiral C70.100
C70.1′{72,6}7272 / 6 / 216 1,24 replete Chiral C70.1′00
R70.5{6,72}726 / 72 / 216 24,3 replete R70.500
R70.5′{72,6}7272 / 6 / 216 3,24 replete R70.5′00
R70.6{6,72}726 / 72 / 216 36,3 replete R70.600
R70.6′{72,6}7272 / 6 / 216 3,36 replete R70.6′00
R70.7{6,210}702 / 70 / 210 210,3series p Faces share vertices with themselves R70.7(see series p)0
R70.7′{210,6}7070 / 2 / 210 3,210series q Faces share vertices with themselves R70.7′(see series q)0
R70.10{12,30}6012 / 30 / 180 15,6 replete R70.1000
R70.10′{30,12}6030 / 12 / 180 6,15 replete R70.10′00
R70.8{12,30}6012 / 30 / 180 15,2 replete R70.800
R70.8′{30,12}6030 / 12 / 180 2,15 replete R70.8′00
R70.9{12,30}6012 / 30 / 180 5,6 replete R70.900
R70.9′{30,12}6030 / 12 / 180 6,5 replete R70.9′00
R70.12{16,22}17616 / 22 / 176 11,8 replete R70.1200
R70.12′{22,16}17622 / 16 / 176 8,11 replete R70.12′00
R70.11{12,168}562 / 28 / 168 168,6 R70.1100
R70.11′{168,12}5628 / 2 / 168 6,168 R70.11′00
R70.13{22,154}142 / 14 / 154 154,11 R70.1300
R70.13′{154,22}1414 / 2 / 154 11,154 R70.13′00
R70.14{58,145}102 / 5 / 145 145,29 R70.1400
R70.14′{145,58}105 / 2 / 145 29,145 R70.14′00
R70.16{142,142}22 / 2 / 142 142,142series k trivial Faces share vertices with themselves R70.16(see series k)0
R70.15{141,282}21 / 2 / 141 282,141series z trivial Faces share vertices with themselves Vertices share edges with themselves R70.15(see series z)0
R70.15′{282,141}22 / 1 / 141 141,282series i trivial Faces share vertices with themselves Faces share edges with themselves R70.15′(see series i)0
R70.17{280,280}21 / 1 / 140 280,280series s trivial Faces share edges with themselves Faces share vertices with themselves Vertices share edges with themselves R70.17(see series s)0

Other Regular Maps

General Index