Regular maps in the orientable surface of genus 16

NameSchläfliV / F / EmV, mFnotes C&D no.imageswire-
frames
R16.1{3,8}1090 / 240 / 360 1,1 replete singular R16.100
R16.1′{8,3}10240 / 90 / 360 1,1 replete singular R16.1′00
R16.2{4,5}30120 / 150 / 300 1,1 replete singular R16.200
R16.2′{5,4}30150 / 120 / 300 1,1 replete singular R16.2′00
R16.6{5,5}660 / 60 / 150 1,1 replete singular R16.600
R16.3{4,10}420 / 50 / 100 1,1 replete singular R16.300
R16.3′{10,4}450 / 20 / 100 1,1 replete singular R16.3′00
R16.7{6,8}818 / 24 / 72 2,1 replete R16.700
R16.7′{8,6}824 / 18 / 72 1,2 replete R16.7′00
R16.4{4,34}684 / 34 / 68 17,2series m replete R16.4(see series m)0
R16.4′{34,4}6834 / 4 / 68 2,17series l replete R16.4′(see series l)0
R16.5{4,64}642 / 32 / 64 64,2series h Faces share vertices with themselves R16.5(see series h)0
R16.5′{64,4}6432 / 2 / 64 2,64series j Faces share vertices with themselves R16.5′(see series j)0
C16.1{6,18}186 / 18 / 54 6,1 replete Chiral C16.100
C16.1′{18,6}1818 / 6 / 54 1,6 replete Chiral C16.1′00
R16.8{6,18}186 / 18 / 54 9,3 replete R16.800
R16.8′{18,6}1818 / 6 / 54 3,9 replete R16.8′00
R16.9{6,18}186 / 18 / 54 6,3 replete R16.900
R16.9′{18,6}1818 / 6 / 54 3,6 replete R16.9′00
R16.11{10,10}1010 / 10 / 50 5,2 replete R16.1100
R16.11′{10,10}1010 / 10 / 50 2,5 replete R16.11′00
R16.12{10,10}1010 / 10 / 50 5,5 replete R16.1200
R16.10{6,48}162 / 16 / 48 48,3series p Faces share vertices with themselves R16.1010
R16.10′{48,6}1616 / 2 / 48 3,48series q Faces share vertices with themselves R16.10′(see series q)0
R16.13{10,40}82 / 8 / 40 40,5 R16.1310
R16.13′{40,10}88 / 2 / 40 5,40 R16.13′00
R16.14{18,36}42 / 4 / 36 36,9 R16.1410
R16.14′{36,18}44 / 2 / 36 9,36 R16.14′00
R16.16{34,34}22 / 2 / 34 34,34series k trivial Faces share vertices with themselves R16.1610
R16.15{33,66}21 / 2 / 33 66,33series z trivial Faces share vertices with themselves Vertices share edges with themselves R16.15(see series z)0
R16.15′{66,33}22 / 1 / 33 33,66series i trivial Faces share vertices with themselves Faces share edges with themselves R16.15′10
R16.17{64,64}21 / 1 / 32 64,64series s trivial Faces share edges with themselves Faces share vertices with themselves Vertices share edges with themselves R16.17(see series s)0

Other Regular Maps

General Index