Regular and orientably-regular maps with small non-positive characteristic listed by type ----------------------------------------------------------------------------------------- Below is a list of regular and orientably-regular maps on closed surfaces having small non-positive Euler characteristic, listed by their type {p,q}, up to duality. Here p is the face-size (or co-valency) and q is the valency of the map). If the carrier surface has Euler characteristic \chi, then its genus g is given by \chi = 2-2g when the surface is orientable, or \chi = 2-g otherwise. The number of such maps on the the torus (characteristic 0 and genus 1) is infinite, and so for those, only the maps with automorphism group of small order are given. As is well known, there are no regular maps on the Klein bottle. For every such type that occurs, the number of regular or orientably-regular maps with that type is given, and then for every such map M, the list gives * a label (see below), * the genus of the map, * the order of the full automorphism group of M, * an indication of whether the map is reflexible, chiral or non-orientable, and * if p = q then an indication of whether the map is self-dual or non-self-dual (or mirror-self-dual inn the case of some chiral maps). The label of each map is consistent with the notation for the map at one of the following two webpages, where further details about the maps are available: * www.math.auckland.ac.nz/~conder/OrientableRegularMaps101.txt * www.math.auckland.ac.nz/~conder/ChiralMaps101.txt. In particular, a label of the form Rg.k indicates a fully regular map on an orientable surface of genus g, and Rg.k* indicates its dual, and similarly Ng.k and Ng.k* indicate a regular map on a non-orientable surface of genus g and its dual, while Cg.k and Cg.k* indicate a chiral map on an orientable surface of genus g and its dual, and Cg.k# and Cg.k*# indicate their mirror images. Marston Conder April 2022 ............................................................................... Maps of type {3,6} Total = 61 Map R1.1 Genus 1 Type {3,6} |Aut(M)| = 12 Reflexible Map R1.2 Genus 1 Type {3,6} |Aut(M)| = 36 Reflexible Map R1.3 Genus 1 Type {3,6} |Aut(M)| = 48 Reflexible Map C1.1 Genus 1 Type {3,6} |Aut(M)| = 42 Chiral Map C1.1# Genus 1 Type {3,6} |Aut(M)| = 42 Chiral Map R1.4 Genus 1 Type {3,6} |Aut(M)| = 108 Reflexible Map R1.5 Genus 1 Type {3,6} |Aut(M)| = 144 Reflexible Map C1.2 Genus 1 Type {3,6} |Aut(M)| = 78 Chiral Map C1.2# Genus 1 Type {3,6} |Aut(M)| = 78 Chiral Map R1.6 Genus 1 Type {3,6} |Aut(M)| = 192 Reflexible Map C1.3 Genus 1 Type {3,6} |Aut(M)| = 114 Chiral Map C1.3# Genus 1 Type {3,6} |Aut(M)| = 114 Chiral Map C1.4 Genus 1 Type {3,6} |Aut(M)| = 126 Chiral Map C1.4# Genus 1 Type {3,6} |Aut(M)| = 126 Chiral Map R1.7 Genus 1 Type {3,6} |Aut(M)| = 300 Reflexible Map R1.8 Genus 1 Type {3,6} |Aut(M)| = 324 Reflexible Map C1.5 Genus 1 Type {3,6} |Aut(M)| = 168 Chiral Map C1.5# Genus 1 Type {3,6} |Aut(M)| = 168 Chiral Map C1.6 Genus 1 Type {3,6} |Aut(M)| = 186 Chiral Map C1.6# Genus 1 Type {3,6} |Aut(M)| = 186 Chiral Map R1.9 Genus 1 Type {3,6} |Aut(M)| = 432 Reflexible Map C1.7 Genus 1 Type {3,6} |Aut(M)| = 222 Chiral Map C1.7# Genus 1 Type {3,6} |Aut(M)| = 222 Chiral Map C1.8 Genus 1 Type {3,6} |Aut(M)| = 234 Chiral Map C1.8# Genus 1 Type {3,6} |Aut(M)| = 234 Chiral Map C1.9 Genus 1 Type {3,6} |Aut(M)| = 258 Chiral Map C1.9# Genus 1 Type {3,6} |Aut(M)| = 258 Chiral Map R1.10 Genus 1 Type {3,6} |Aut(M)| = 576 Reflexible Map C1.10 Genus 1 Type {3,6} |Aut(M)| = 294 Chiral Map C1.10# Genus 1 Type {3,6} |Aut(M)| = 294 Chiral Map R1.11 Genus 1 Type {3,6} |Aut(M)| = 588 Reflexible Map C1.11 Genus 1 Type {3,6} |Aut(M)| = 312 Chiral Map C1.11# Genus 1 Type {3,6} |Aut(M)| = 312 Chiral Map C1.12 Genus 1 Type {3,6} |Aut(M)| = 342 Chiral Map C1.12# Genus 1 Type {3,6} |Aut(M)| = 342 Chiral Map C1.13 Genus 1 Type {3,6} |Aut(M)| = 366 Chiral Map C1.13# Genus 1 Type {3,6} |Aut(M)| = 366 Chiral Map C1.14 Genus 1 Type {3,6} |Aut(M)| = 378 Chiral Map C1.14# Genus 1 Type {3,6} |Aut(M)| = 378 Chiral Map R1.12 Genus 1 Type {3,6} |Aut(M)| = 768 Reflexible Map C1.15 Genus 1 Type {3,6} |Aut(M)| = 402 Chiral Map C1.15# Genus 1 Type {3,6} |Aut(M)| = 402 Chiral Map C1.16 Genus 1 Type {3,6} |Aut(M)| = 438 Chiral Map C1.16# Genus 1 Type {3,6} |Aut(M)| = 438 Chiral Map R1.13 Genus 1 Type {3,6} |Aut(M)| = 900 Reflexible Map C1.17 Genus 1 Type {3,6} |Aut(M)| = 456 Chiral Map C1.17# Genus 1 Type {3,6} |Aut(M)| = 456 Chiral Map C1.18 Genus 1 Type {3,6} |Aut(M)| = 474 Chiral Map C1.18# Genus 1 Type {3,6} |Aut(M)| = 474 Chiral Map R1.14 Genus 1 Type {3,6} |Aut(M)| = 972 Reflexible Map C1.19 Genus 1 Type {3,6} |Aut(M)| = 504 Chiral Map C1.19# Genus 1 Type {3,6} |Aut(M)| = 504 Chiral Map C1.20 Genus 1 Type {3,6} |Aut(M)| = 546 Chiral Map C1.20# Genus 1 Type {3,6} |Aut(M)| = 546 Chiral Map C1.21 Genus 1 Type {3,6} |Aut(M)| = 546 Chiral Map C1.21# Genus 1 Type {3,6} |Aut(M)| = 546 Chiral Map C1.22 Genus 1 Type {3,6} |Aut(M)| = 558 Chiral Map C1.22# Genus 1 Type {3,6} |Aut(M)| = 558 Chiral Map C1.23 Genus 1 Type {3,6} |Aut(M)| = 582 Chiral Map C1.23# Genus 1 Type {3,6} |Aut(M)| = 582 Chiral Map R1.15 Genus 1 Type {3,6} |Aut(M)| = 1200 Reflexible Maps of type {3,7} Total = 10 Map R3.1 Genus 3 Type {3,7} |Aut(M)| = 336 Reflexible Map R7.1 Genus 7 Type {3,7} |Aut(M)| = 1008 Reflexible Map R14.1 Genus 14 Type {3,7} |Aut(M)| = 2184 Reflexible Map R14.2 Genus 14 Type {3,7} |Aut(M)| = 2184 Reflexible Map R14.3 Genus 14 Type {3,7} |Aut(M)| = 2184 Reflexible Map C17.1 Genus 17 Type {3,7} |Aut(M)| = 1344 Chiral Map C17.1# Genus 17 Type {3,7} |Aut(M)| = 1344 Chiral Map N8.1 Genus 8 Type {3,7} |Aut(M)| = 504 Non-orientable Map N15.1 Genus 15 Type {3,7} |Aut(M)| = 1092 Non-orientable Map N147.1 Genus 147 Type {3,7} |Aut(M)| = 12180 Non-orientable Maps of type {3,8} Total = 34 Map R2.1 Genus 2 Type {3,8} |Aut(M)| = 96 Reflexible Map R3.2 Genus 3 Type {3,8} |Aut(M)| = 192 Reflexible Map R5.1 Genus 5 Type {3,8} |Aut(M)| = 384 Reflexible Map R8.1 Genus 8 Type {3,8} |Aut(M)| = 672 Reflexible Map R8.2 Genus 8 Type {3,8} |Aut(M)| = 672 Reflexible Map R16.1 Genus 16 Type {3,8} |Aut(M)| = 1440 Reflexible Map R17.1 Genus 17 Type {3,8} |Aut(M)| = 1536 Reflexible Map R22.1 Genus 22 Type {3,8} |Aut(M)| = 2016 Reflexible Map R22.2 Genus 22 Type {3,8} |Aut(M)| = 2016 Reflexible Map R33.1 Genus 33 Type {3,8} |Aut(M)| = 3072 Reflexible Map R46.1 Genus 46 Type {3,8} |Aut(M)| = 4320 Reflexible Map R46.2 Genus 46 Type {3,8} |Aut(M)| = 4320 Reflexible Map R52.1 Genus 52 Type {3,8} |Aut(M)| = 4896 Reflexible Map R52.2 Genus 52 Type {3,8} |Aut(M)| = 4896 Reflexible Map R65.1 Genus 65 Type {3,8} |Aut(M)| = 6144 Reflexible Map R82.1 Genus 82 Type {3,8} |Aut(M)| = 7776 Reflexible Map R85.1 Genus 85 Type {3,8} |Aut(M)| = 8064 Reflexible Map R85.2 Genus 85 Type {3,8} |Aut(M)| = 8064 Reflexible Map C10.1 Genus 10 Type {3,8} |Aut(M)| = 432 Chiral Map C10.1# Genus 10 Type {3,8} |Aut(M)| = 432 Chiral Map C28.1 Genus 28 Type {3,8} |Aut(M)| = 1296 Chiral Map C28.1# Genus 28 Type {3,8} |Aut(M)| = 1296 Chiral Map C37.1 Genus 37 Type {3,8} |Aut(M)| = 1728 Chiral Map C37.1# Genus 37 Type {3,8} |Aut(M)| = 1728 Chiral Map C46.1 Genus 46 Type {3,8} |Aut(M)| = 2160 Chiral Map C46.1# Genus 46 Type {3,8} |Aut(M)| = 2160 Chiral Map C82.1 Genus 82 Type {3,8} |Aut(M)| = 3888 Chiral Map C82.1# Genus 82 Type {3,8} |Aut(M)| = 3888 Chiral Map N9.1 Genus 9 Type {3,8} |Aut(M)| = 336 Non-orientable Map N9.2 Genus 9 Type {3,8} |Aut(M)| = 336 Non-orientable Map N17.1 Genus 17 Type {3,8} |Aut(M)| = 720 Non-orientable Map N23.1 Genus 23 Type {3,8} |Aut(M)| = 1008 Non-orientable Map N47.1 Genus 47 Type {3,8} |Aut(M)| = 2160 Non-orientable Map N86.1 Genus 86 Type {3,8} |Aut(M)| = 4032 Non-orientable Maps of type {3,9} Total = 15 Map R10.1 Genus 10 Type {3,9} |Aut(M)| = 648 Reflexible Map R15.1 Genus 15 Type {3,9} |Aut(M)| = 1008 Reflexible Map R43.1 Genus 43 Type {3,9} |Aut(M)| = 3024 Reflexible Map R69.1 Genus 69 Type {3,9} |Aut(M)| = 4896 Reflexible Map R69.2 Genus 69 Type {3,9} |Aut(M)| = 4896 Reflexible Map R69.3 Genus 69 Type {3,9} |Aut(M)| = 4896 Reflexible Map R96.1 Genus 96 Type {3,9} |Aut(M)| = 6840 Reflexible Map R96.2 Genus 96 Type {3,9} |Aut(M)| = 6840 Reflexible Map R96.3 Genus 96 Type {3,9} |Aut(M)| = 6840 Reflexible Map C43.1 Genus 43 Type {3,9} |Aut(M)| = 1512 Chiral Map C43.1# Genus 43 Type {3,9} |Aut(M)| = 1512 Chiral Map N16.1 Genus 16 Type {3,9} |Aut(M)| = 504 Non-orientable Map N70.1 Genus 70 Type {3,9} |Aut(M)| = 2448 Non-orientable Map N97.1 Genus 97 Type {3,9} |Aut(M)| = 3420 Non-orientable Map N97.2 Genus 97 Type {3,9} |Aut(M)| = 3420 Non-orientable Maps of type {3,10} Total = 25 Map R5.2 Genus 5 Type {3,10} |Aut(M)| = 240 Reflexible Map R6.1 Genus 6 Type {3,10} |Aut(M)| = 300 Reflexible Map R13.1 Genus 13 Type {3,10} |Aut(M)| = 720 Reflexible Map R25.1 Genus 25 Type {3,10} |Aut(M)| = 1440 Reflexible Map R26.1 Genus 26 Type {3,10} |Aut(M)| = 1500 Reflexible Map R45.1 Genus 45 Type {3,10} |Aut(M)| = 2640 Reflexible Map R45.2 Genus 45 Type {3,10} |Aut(M)| = 2640 Reflexible Map R49.1 Genus 49 Type {3,10} |Aut(M)| = 2880 Reflexible Map R65.2 Genus 65 Type {3,10} |Aut(M)| = 3840 Reflexible Map R73.1 Genus 73 Type {3,10} |Aut(M)| = 4320 Reflexible Map R73.2 Genus 73 Type {3,10} |Aut(M)| = 4320 Reflexible Map R89.1 Genus 89 Type {3,10} |Aut(M)| = 5280 Reflexible Map R89.2 Genus 89 Type {3,10} |Aut(M)| = 5280 Reflexible Map C73.1 Genus 73 Type {3,10} |Aut(M)| = 2160 Chiral Map C73.1# Genus 73 Type {3,10} |Aut(M)| = 2160 Chiral Map N6.1 Genus 6 Type {3,10} |Aut(M)| = 120 Non-orientable Map N6.2 Genus 6 Type {3,10} |Aut(M)| = 120 Non-orientable Map N14.1 Genus 14 Type {3,10} |Aut(M)| = 360 Non-orientable Map N26.1 Genus 26 Type {3,10} |Aut(M)| = 720 Non-orientable Map N46.1 Genus 46 Type {3,10} |Aut(M)| = 1320 Non-orientable Map N46.2 Genus 46 Type {3,10} |Aut(M)| = 1320 Non-orientable Map N74.1 Genus 74 Type {3,10} |Aut(M)| = 2160 Non-orientable Map N116.1 Genus 116 Type {3,10} |Aut(M)| = 3420 Non-orientable Map N134.1 Genus 134 Type {3,10} |Aut(M)| = 3960 Non-orientable Map N170.1 Genus 170 Type {3,10} |Aut(M)| = 5040 Non-orientable Maps of type {3,11} Total = 1 Map R26.2 Genus 26 Type {3,11} |Aut(M)| = 1320 Reflexible Maps of type {3,12} Total = 76 Map R3.3 Genus 3 Type {3,12} |Aut(M)| = 96 Reflexible Map R4.1 Genus 4 Type {3,12} |Aut(M)| = 144 Reflexible Map R7.2 Genus 7 Type {3,12} |Aut(M)| = 288 Reflexible Map R9.1 Genus 9 Type {3,12} |Aut(M)| = 384 Reflexible Map R10.2 Genus 10 Type {3,12} |Aut(M)| = 432 Reflexible Map R13.2 Genus 13 Type {3,12} |Aut(M)| = 576 Reflexible Map R19.1 Genus 19 Type {3,12} |Aut(M)| = 864 Reflexible Map R25.2 Genus 25 Type {3,12} |Aut(M)| = 1152 Reflexible Map R25.3 Genus 25 Type {3,12} |Aut(M)| = 1152 Reflexible Map R28.1 Genus 28 Type {3,12} |Aut(M)| = 1296 Reflexible Map R28.2 Genus 28 Type {3,12} |Aut(M)| = 1296 Reflexible Map R33.2 Genus 33 Type {3,12} |Aut(M)| = 1536 Reflexible Map R33.3 Genus 33 Type {3,12} |Aut(M)| = 1536 Reflexible Map R33.4 Genus 33 Type {3,12} |Aut(M)| = 1536 Reflexible Map R37.1 Genus 37 Type {3,12} |Aut(M)| = 1728 Reflexible Map R49.2 Genus 49 Type {3,12} |Aut(M)| = 2304 Reflexible Map R51.1 Genus 51 Type {3,12} |Aut(M)| = 2400 Reflexible Map R55.1 Genus 55 Type {3,12} |Aut(M)| = 2592 Reflexible Map R56.1 Genus 56 Type {3,12} |Aut(M)| = 2640 Reflexible Map R56.2 Genus 56 Type {3,12} |Aut(M)| = 2640 Reflexible Map R65.3 Genus 65 Type {3,12} |Aut(M)| = 3072 Reflexible Map R73.3 Genus 73 Type {3,12} |Aut(M)| = 3456 Reflexible Map R73.4 Genus 73 Type {3,12} |Aut(M)| = 3456 Reflexible Map R76.1 Genus 76 Type {3,12} |Aut(M)| = 3600 Reflexible Map R82.2 Genus 82 Type {3,12} |Aut(M)| = 3888 Reflexible Map R82.3 Genus 82 Type {3,12} |Aut(M)| = 3888 Reflexible Map R92.1 Genus 92 Type {3,12} |Aut(M)| = 4368 Reflexible Map R92.2 Genus 92 Type {3,12} |Aut(M)| = 4368 Reflexible Map R97.1 Genus 97 Type {3,12} |Aut(M)| = 4608 Reflexible Map R97.2 Genus 97 Type {3,12} |Aut(M)| = 4608 Reflexible Map R97.3 Genus 97 Type {3,12} |Aut(M)| = 4608 Reflexible Map R97.4 Genus 97 Type {3,12} |Aut(M)| = 4608 Reflexible Map R99.1 Genus 99 Type {3,12} |Aut(M)| = 4704 Reflexible Map C15.1 Genus 15 Type {3,12} |Aut(M)| = 336 Chiral Map C15.1# Genus 15 Type {3,12} |Aut(M)| = 336 Chiral Map C22.1 Genus 22 Type {3,12} |Aut(M)| = 504 Chiral Map C22.1# Genus 22 Type {3,12} |Aut(M)| = 504 Chiral Map C27.1 Genus 27 Type {3,12} |Aut(M)| = 624 Chiral Map C27.1# Genus 27 Type {3,12} |Aut(M)| = 624 Chiral Map C33.1 Genus 33 Type {3,12} |Aut(M)| = 768 Chiral Map C33.1# Genus 33 Type {3,12} |Aut(M)| = 768 Chiral Map C39.1 Genus 39 Type {3,12} |Aut(M)| = 912 Chiral Map C39.1# Genus 39 Type {3,12} |Aut(M)| = 912 Chiral Map C40.1 Genus 40 Type {3,12} |Aut(M)| = 936 Chiral Map C40.1# Genus 40 Type {3,12} |Aut(M)| = 936 Chiral Map C43.2 Genus 43 Type {3,12} |Aut(M)| = 1008 Chiral Map C43.2# Genus 43 Type {3,12} |Aut(M)| = 1008 Chiral Map C51.1 Genus 51 Type {3,12} |Aut(M)| = 1200 Chiral Map C51.1# Genus 51 Type {3,12} |Aut(M)| = 1200 Chiral Map C57.1 Genus 57 Type {3,12} |Aut(M)| = 1344 Chiral Map C57.1# Genus 57 Type {3,12} |Aut(M)| = 1344 Chiral Map C58.1 Genus 58 Type {3,12} |Aut(M)| = 1368 Chiral Map C58.1# Genus 58 Type {3,12} |Aut(M)| = 1368 Chiral Map C63.1 Genus 63 Type {3,12} |Aut(M)| = 1488 Chiral Map C63.1# Genus 63 Type {3,12} |Aut(M)| = 1488 Chiral Map C64.1 Genus 64 Type {3,12} |Aut(M)| = 1512 Chiral Map C64.1# Genus 64 Type {3,12} |Aut(M)| = 1512 Chiral Map C75.1 Genus 75 Type {3,12} |Aut(M)| = 1776 Chiral Map C75.1# Genus 75 Type {3,12} |Aut(M)| = 1776 Chiral Map C79.1 Genus 79 Type {3,12} |Aut(M)| = 1872 Chiral Map C79.1# Genus 79 Type {3,12} |Aut(M)| = 1872 Chiral Map C85.1 Genus 85 Type {3,12} |Aut(M)| = 2016 Chiral Map C85.1# Genus 85 Type {3,12} |Aut(M)| = 2016 Chiral Map C87.1 Genus 87 Type {3,12} |Aut(M)| = 2064 Chiral Map C87.1# Genus 87 Type {3,12} |Aut(M)| = 2064 Chiral Map C94.1 Genus 94 Type {3,12} |Aut(M)| = 2232 Chiral Map C94.1# Genus 94 Type {3,12} |Aut(M)| = 2232 Chiral Map C97.1 Genus 97 Type {3,12} |Aut(M)| = 2304 Chiral Map C97.1# Genus 97 Type {3,12} |Aut(M)| = 2304 Chiral Map C99.1 Genus 99 Type {3,12} |Aut(M)| = 2352 Chiral Map C99.1# Genus 99 Type {3,12} |Aut(M)| = 2352 Chiral Map N29.1 Genus 29 Type {3,12} |Aut(M)| = 648 Non-orientable Map N57.1 Genus 57 Type {3,12} |Aut(M)| = 1320 Non-orientable Map N57.2 Genus 57 Type {3,12} |Aut(M)| = 1320 Non-orientable Map N93.1 Genus 93 Type {3,12} |Aut(M)| = 2184 Non-orientable Map N93.2 Genus 93 Type {3,12} |Aut(M)| = 2184 Non-orientable Maps of type {3,13} Total = 2 Map R50.1 Genus 50 Type {3,13} |Aut(M)| = 2184 Reflexible Map N51.1 Genus 51 Type {3,13} |Aut(M)| = 1092 Non-orientable Maps of type {3,14} Total = 13 Map R15.2 Genus 15 Type {3,14} |Aut(M)| = 588 Reflexible Map R17.2 Genus 17 Type {3,14} |Aut(M)| = 672 Reflexible Map R49.3 Genus 49 Type {3,14} |Aut(M)| = 2016 Reflexible Map R49.4 Genus 49 Type {3,14} |Aut(M)| = 2016 Reflexible Map R99.2 Genus 99 Type {3,14} |Aut(M)| = 4116 Reflexible Map N50.1 Genus 50 Type {3,14} |Aut(M)| = 1008 Non-orientable Map N50.2 Genus 50 Type {3,14} |Aut(M)| = 1008 Non-orientable Map N106.1 Genus 106 Type {3,14} |Aut(M)| = 2184 Non-orientable Map N106.2 Genus 106 Type {3,14} |Aut(M)| = 2184 Non-orientable Map N106.3 Genus 106 Type {3,14} |Aut(M)| = 2184 Non-orientable Map N106.4 Genus 106 Type {3,14} |Aut(M)| = 2184 Non-orientable Map N106.5 Genus 106 Type {3,14} |Aut(M)| = 2184 Non-orientable Map N146.1 Genus 146 Type {3,14} |Aut(M)| = 3024 Non-orientable Maps of type {3,15} Total = 4 Map R10.3 Genus 10 Type {3,15} |Aut(M)| = 360 Reflexible Map R37.2 Genus 37 Type {3,15} |Aut(M)| = 1440 Reflexible Map R73.5 Genus 73 Type {3,15} |Aut(M)| = 2880 Reflexible Map R76.2 Genus 76 Type {3,15} |Aut(M)| = 3000 Reflexible Maps of type {3,16} Total = 11 Map R21.1 Genus 21 Type {3,16} |Aut(M)| = 768 Reflexible Map R21.2 Genus 21 Type {3,16} |Aut(M)| = 768 Reflexible Map R36.1 Genus 36 Type {3,16} |Aut(M)| = 1344 Reflexible Map R36.2 Genus 36 Type {3,16} |Aut(M)| = 1344 Reflexible Map R41.1 Genus 41 Type {3,16} |Aut(M)| = 1536 Reflexible Map R41.2 Genus 41 Type {3,16} |Aut(M)| = 1536 Reflexible Map R76.3 Genus 76 Type {3,16} |Aut(M)| = 2880 Reflexible Map R81.1 Genus 81 Type {3,16} |Aut(M)| = 3072 Reflexible Map R81.2 Genus 81 Type {3,16} |Aut(M)| = 3072 Reflexible Map R81.3 Genus 81 Type {3,16} |Aut(M)| = 3072 Reflexible Map R81.4 Genus 81 Type {3,16} |Aut(M)| = 3072 Reflexible Maps of type {3,17} Total = 1 Map N134.2 Genus 134 Type {3,17} |Aut(M)| = 2448 Non-orientable Maps of type {3,18} Total = 17 Map R10.4 Genus 10 Type {3,18} |Aut(M)| = 324 Reflexible Map R28.3 Genus 28 Type {3,18} |Aut(M)| = 972 Reflexible Map R28.4 Genus 28 Type {3,18} |Aut(M)| = 972 Reflexible Map R37.3 Genus 37 Type {3,18} |Aut(M)| = 1296 Reflexible Map R37.4 Genus 37 Type {3,18} |Aut(M)| = 1296 Reflexible Map R57.1 Genus 57 Type {3,18} |Aut(M)| = 2016 Reflexible Map R82.4 Genus 82 Type {3,18} |Aut(M)| = 2916 Reflexible Map R82.5 Genus 82 Type {3,18} |Aut(M)| = 2916 Reflexible Map R82.6 Genus 82 Type {3,18} |Aut(M)| = 2916 Reflexible Map R82.7 Genus 82 Type {3,18} |Aut(M)| = 2916 Reflexible Map C28.2 Genus 28 Type {3,18} |Aut(M)| = 486 Chiral Map C28.2# Genus 28 Type {3,18} |Aut(M)| = 486 Chiral Map C64.2 Genus 64 Type {3,18} |Aut(M)| = 1134 Chiral Map C64.2# Genus 64 Type {3,18} |Aut(M)| = 1134 Chiral Map N58.1 Genus 58 Type {3,18} |Aut(M)| = 1008 Non-orientable Map N58.2 Genus 58 Type {3,18} |Aut(M)| = 1008 Non-orientable Map N170.2 Genus 170 Type {3,18} |Aut(M)| = 3024 Non-orientable Maps of type {3,20} Total = 6 Map R15.3 Genus 15 Type {3,20} |Aut(M)| = 480 Reflexible Map R36.3 Genus 36 Type {3,20} |Aut(M)| = 1200 Reflexible Map R43.2 Genus 43 Type {3,20} |Aut(M)| = 1440 Reflexible Map R85.3 Genus 85 Type {3,20} |Aut(M)| = 2880 Reflexible Map N86.2 Genus 86 Type {3,20} |Aut(M)| = 1440 Non-orientable Map N177.1 Genus 177 Type {3,20} |Aut(M)| = 3000 Non-orientable Maps of type {3,21} Total = 2 Map R31.1 Genus 31 Type {3,21} |Aut(M)| = 1008 Reflexible Map R91.1 Genus 91 Type {3,21} |Aut(M)| = 3024 Reflexible Maps of type {3,22} Total = 2 Map R45.3 Genus 45 Type {3,22} |Aut(M)| = 1452 Reflexible Map R81.5 Genus 81 Type {3,22} |Aut(M)| = 2640 Reflexible Maps of type {3,24} Total = 25 Map R10.5 Genus 10 Type {3,24} |Aut(M)| = 288 Reflexible Map R19.2 Genus 19 Type {3,24} |Aut(M)| = 576 Reflexible Map R25.4 Genus 25 Type {3,24} |Aut(M)| = 768 Reflexible Map R28.5 Genus 28 Type {3,24} |Aut(M)| = 864 Reflexible Map R37.5 Genus 37 Type {3,24} |Aut(M)| = 1152 Reflexible Map R37.6 Genus 37 Type {3,24} |Aut(M)| = 1152 Reflexible Map R37.7 Genus 37 Type {3,24} |Aut(M)| = 1152 Reflexible Map R55.2 Genus 55 Type {3,24} |Aut(M)| = 1728 Reflexible Map R64.1 Genus 64 Type {3,24} |Aut(M)| = 2016 Reflexible Map R64.2 Genus 64 Type {3,24} |Aut(M)| = 2016 Reflexible Map R73.6 Genus 73 Type {3,24} |Aut(M)| = 2304 Reflexible Map R73.7 Genus 73 Type {3,24} |Aut(M)| = 2304 Reflexible Map R73.8 Genus 73 Type {3,24} |Aut(M)| = 2304 Reflexible Map R82.8 Genus 82 Type {3,24} |Aut(M)| = 2592 Reflexible Map R82.9 Genus 82 Type {3,24} |Aut(M)| = 2592 Reflexible Map R97.5 Genus 97 Type {3,24} |Aut(M)| = 3072 Reflexible Map R97.6 Genus 97 Type {3,24} |Aut(M)| = 3072 Reflexible Map R97.7 Genus 97 Type {3,24} |Aut(M)| = 3072 Reflexible Map R97.8 Genus 97 Type {3,24} |Aut(M)| = 3072 Reflexible Map C64.3 Genus 64 Type {3,24} |Aut(M)| = 1008 Chiral Map C64.3# Genus 64 Type {3,24} |Aut(M)| = 1008 Chiral Map C82.2 Genus 82 Type {3,24} |Aut(M)| = 1296 Chiral Map C82.2# Genus 82 Type {3,24} |Aut(M)| = 1296 Chiral Map C97.2 Genus 97 Type {3,24} |Aut(M)| = 1536 Chiral Map C97.2# Genus 97 Type {3,24} |Aut(M)| = 1536 Chiral Maps of type {3,26} Total = 3 Map R66.1 Genus 66 Type {3,26} |Aut(M)| = 2028 Reflexible Map N142.1 Genus 142 Type {3,26} |Aut(M)| = 2184 Non-orientable Map N142.2 Genus 142 Type {3,26} |Aut(M)| = 2184 Non-orientable Maps of type {3,28} Total = 2 Map R45.4 Genus 45 Type {3,28} |Aut(M)| = 1344 Reflexible Map R78.1 Genus 78 Type {3,28} |Aut(M)| = 2352 Reflexible Maps of type {3,30} Total = 7 Map R25.5 Genus 25 Type {3,30} |Aut(M)| = 720 Reflexible Map R31.2 Genus 31 Type {3,30} |Aut(M)| = 900 Reflexible Map R51.2 Genus 51 Type {3,30} |Aut(M)| = 1500 Reflexible Map R73.9 Genus 73 Type {3,30} |Aut(M)| = 2160 Reflexible Map R91.2 Genus 91 Type {3,30} |Aut(M)| = 2700 Reflexible Map R97.9 Genus 97 Type {3,30} |Aut(M)| = 2880 Reflexible Map R97.10 Genus 97 Type {3,30} |Aut(M)| = 2880 Reflexible Maps of type {3,36} Total = 3 Map R46.3 Genus 46 Type {3,36} |Aut(M)| = 1296 Reflexible Map R91.3 Genus 91 Type {3,36} |Aut(M)| = 2592 Reflexible Map R91.4 Genus 91 Type {3,36} |Aut(M)| = 2592 Reflexible Maps of type {3,40} Total = 1 Map R86.1 Genus 86 Type {3,40} |Aut(M)| = 2400 Reflexible Maps of type {3,42} Total = 2 Map R64.3 Genus 64 Type {3,42} |Aut(M)| = 1764 Reflexible Map R73.10 Genus 73 Type {3,42} |Aut(M)| = 2016 Reflexible Maps of type {3,48} Total = 2 Map R85.4 Genus 85 Type {3,48} |Aut(M)| = 2304 Reflexible Map R85.5 Genus 85 Type {3,48} |Aut(M)| = 2304 Reflexible Maps of type {3,60} Total = 1 Map R55.3 Genus 55 Type {3,60} |Aut(M)| = 1440 Reflexible Maps of type {3,72} Total = 1 Map R100.1 Genus 100 Type {3,72} |Aut(M)| = 2592 Reflexible Maps of type {4,4} Total = 79 Map R1.16 Genus 1 Type {4,4} |Aut(M)| = 8 Reflexible Self-dual Map R1.17 Genus 1 Type {4,4} |Aut(M)| = 16 Reflexible Self-dual Map R1.18 Genus 1 Type {4,4} |Aut(M)| = 32 Reflexible Self-dual Map C1.24 Genus 1 Type {4,4} |Aut(M)| = 20 Chiral Self-dual Map C1.24# Genus 1 Type {4,4} |Aut(M)| = 20 Chiral Self-dual Map R1.19 Genus 1 Type {4,4} |Aut(M)| = 64 Reflexible Self-dual Map R1.20 Genus 1 Type {4,4} |Aut(M)| = 72 Reflexible Self-dual Map C1.25 Genus 1 Type {4,4} |Aut(M)| = 40 Chiral Self-dual Map C1.25# Genus 1 Type {4,4} |Aut(M)| = 40 Chiral Self-dual Map C1.26 Genus 1 Type {4,4} |Aut(M)| = 52 Chiral Self-dual Map C1.26# Genus 1 Type {4,4} |Aut(M)| = 52 Chiral Self-dual Map R1.21 Genus 1 Type {4,4} |Aut(M)| = 128 Reflexible Self-dual Map C1.27 Genus 1 Type {4,4} |Aut(M)| = 68 Chiral Self-dual Map C1.27# Genus 1 Type {4,4} |Aut(M)| = 68 Chiral Self-dual Map R1.22 Genus 1 Type {4,4} |Aut(M)| = 144 Reflexible Self-dual Map C1.28 Genus 1 Type {4,4} |Aut(M)| = 80 Chiral Self-dual Map C1.28# Genus 1 Type {4,4} |Aut(M)| = 80 Chiral Self-dual Map C1.29 Genus 1 Type {4,4} |Aut(M)| = 100 Chiral Self-dual Map C1.29# Genus 1 Type {4,4} |Aut(M)| = 100 Chiral Self-dual Map R1.23 Genus 1 Type {4,4} |Aut(M)| = 200 Reflexible Self-dual Map C1.30 Genus 1 Type {4,4} |Aut(M)| = 104 Chiral Self-dual Map C1.30# Genus 1 Type {4,4} |Aut(M)| = 104 Chiral Self-dual Map C1.31 Genus 1 Type {4,4} |Aut(M)| = 116 Chiral Self-dual Map C1.31# Genus 1 Type {4,4} |Aut(M)| = 116 Chiral Self-dual Map R1.24 Genus 1 Type {4,4} |Aut(M)| = 256 Reflexible Self-dual Map C1.32 Genus 1 Type {4,4} |Aut(M)| = 136 Chiral Self-dual Map C1.32# Genus 1 Type {4,4} |Aut(M)| = 136 Chiral Self-dual Map R1.25 Genus 1 Type {4,4} |Aut(M)| = 288 Reflexible Self-dual Map C1.33 Genus 1 Type {4,4} |Aut(M)| = 148 Chiral Self-dual Map C1.33# Genus 1 Type {4,4} |Aut(M)| = 148 Chiral Self-dual Map C1.34 Genus 1 Type {4,4} |Aut(M)| = 160 Chiral Self-dual Map C1.34# Genus 1 Type {4,4} |Aut(M)| = 160 Chiral Self-dual Map C1.35 Genus 1 Type {4,4} |Aut(M)| = 164 Chiral Self-dual Map C1.35# Genus 1 Type {4,4} |Aut(M)| = 164 Chiral Self-dual Map C1.36 Genus 1 Type {4,4} |Aut(M)| = 180 Chiral Self-dual Map C1.36# Genus 1 Type {4,4} |Aut(M)| = 180 Chiral Self-dual Map R1.26 Genus 1 Type {4,4} |Aut(M)| = 392 Reflexible Self-dual Map C1.37 Genus 1 Type {4,4} |Aut(M)| = 200 Chiral Self-dual Map C1.37# Genus 1 Type {4,4} |Aut(M)| = 200 Chiral Self-dual Map R1.27 Genus 1 Type {4,4} |Aut(M)| = 400 Reflexible Self-dual Map C1.38 Genus 1 Type {4,4} |Aut(M)| = 208 Chiral Self-dual Map C1.38# Genus 1 Type {4,4} |Aut(M)| = 208 Chiral Self-dual Map C1.39 Genus 1 Type {4,4} |Aut(M)| = 212 Chiral Self-dual Map C1.39# Genus 1 Type {4,4} |Aut(M)| = 212 Chiral Self-dual Map C1.40 Genus 1 Type {4,4} |Aut(M)| = 232 Chiral Self-dual Map C1.40# Genus 1 Type {4,4} |Aut(M)| = 232 Chiral Self-dual Map C1.41 Genus 1 Type {4,4} |Aut(M)| = 244 Chiral Self-dual Map C1.41# Genus 1 Type {4,4} |Aut(M)| = 244 Chiral Self-dual Map R1.28 Genus 1 Type {4,4} |Aut(M)| = 512 Reflexible Self-dual Map C1.42 Genus 1 Type {4,4} |Aut(M)| = 260 Chiral Self-dual Map C1.42# Genus 1 Type {4,4} |Aut(M)| = 260 Chiral Self-dual Map C1.43 Genus 1 Type {4,4} |Aut(M)| = 260 Chiral Self-dual Map C1.43# Genus 1 Type {4,4} |Aut(M)| = 260 Chiral Self-dual Map C1.44 Genus 1 Type {4,4} |Aut(M)| = 272 Chiral Self-dual Map C1.44# Genus 1 Type {4,4} |Aut(M)| = 272 Chiral Self-dual Map R1.29 Genus 1 Type {4,4} |Aut(M)| = 576 Reflexible Self-dual Map C1.45 Genus 1 Type {4,4} |Aut(M)| = 292 Chiral Self-dual Map C1.45# Genus 1 Type {4,4} |Aut(M)| = 292 Chiral Self-dual Map C1.46 Genus 1 Type {4,4} |Aut(M)| = 296 Chiral Self-dual Map C1.46# Genus 1 Type {4,4} |Aut(M)| = 296 Chiral Self-dual Map C1.47 Genus 1 Type {4,4} |Aut(M)| = 320 Chiral Self-dual Map C1.47# Genus 1 Type {4,4} |Aut(M)| = 320 Chiral Self-dual Map R1.30 Genus 1 Type {4,4} |Aut(M)| = 648 Reflexible Self-dual Map C1.48 Genus 1 Type {4,4} |Aut(M)| = 328 Chiral Self-dual Map C1.48# Genus 1 Type {4,4} |Aut(M)| = 328 Chiral Self-dual Map C1.49 Genus 1 Type {4,4} |Aut(M)| = 340 Chiral Self-dual Map C1.49# Genus 1 Type {4,4} |Aut(M)| = 340 Chiral Self-dual Map C1.50 Genus 1 Type {4,4} |Aut(M)| = 340 Chiral Self-dual Map C1.50# Genus 1 Type {4,4} |Aut(M)| = 340 Chiral Self-dual Map C1.51 Genus 1 Type {4,4} |Aut(M)| = 356 Chiral Self-dual Map C1.51# Genus 1 Type {4,4} |Aut(M)| = 356 Chiral Self-dual Map C1.52 Genus 1 Type {4,4} |Aut(M)| = 360 Chiral Self-dual Map C1.52# Genus 1 Type {4,4} |Aut(M)| = 360 Chiral Self-dual Map C1.53 Genus 1 Type {4,4} |Aut(M)| = 388 Chiral Self-dual Map C1.53# Genus 1 Type {4,4} |Aut(M)| = 388 Chiral Self-dual Map R1.31 Genus 1 Type {4,4} |Aut(M)| = 784 Reflexible Self-dual Map C1.54 Genus 1 Type {4,4} |Aut(M)| = 400 Chiral Self-dual Map C1.54# Genus 1 Type {4,4} |Aut(M)| = 400 Chiral Self-dual Map R1.32 Genus 1 Type {4,4} |Aut(M)| = 800 Reflexible Self-dual Maps of type {4,5} Total = 24 Map R4.2 Genus 4 Type {4,5} |Aut(M)| = 240 Reflexible Map R5.3 Genus 5 Type {4,5} |Aut(M)| = 320 Reflexible Map R9.2 Genus 9 Type {4,5} |Aut(M)| = 640 Reflexible Map R10.6 Genus 10 Type {4,5} |Aut(M)| = 720 Reflexible Map R16.2 Genus 16 Type {4,5} |Aut(M)| = 1200 Reflexible Map R19.3 Genus 19 Type {4,5} |Aut(M)| = 1440 Reflexible Map R34.1 Genus 34 Type {4,5} |Aut(M)| = 2640 Reflexible Map R34.2 Genus 34 Type {4,5} |Aut(M)| = 2640 Reflexible Map R49.5 Genus 49 Type {4,5} |Aut(M)| = 3840 Reflexible Map R65.4 Genus 65 Type {4,5} |Aut(M)| = 5120 Reflexible Map R91.5 Genus 91 Type {4,5} |Aut(M)| = 7200 Reflexible Map R97.11 Genus 97 Type {4,5} |Aut(M)| = 7680 Reflexible Map C49.1 Genus 49 Type {4,5} |Aut(M)| = 1920 Chiral Map C49.1# Genus 49 Type {4,5} |Aut(M)| = 1920 Chiral Map C97.3 Genus 97 Type {4,5} |Aut(M)| = 3840 Chiral Map C97.3# Genus 97 Type {4,5} |Aut(M)| = 3840 Chiral Map N5.1 Genus 5 Type {4,5} |Aut(M)| = 120 Non-orientable Map N6.3 Genus 6 Type {4,5} |Aut(M)| = 160 Non-orientable Map N35.1 Genus 35 Type {4,5} |Aut(M)| = 1320 Non-orientable Map N35.2 Genus 35 Type {4,5} |Aut(M)| = 1320 Non-orientable Map N50.3 Genus 50 Type {4,5} |Aut(M)| = 1920 Non-orientable Map N167.1 Genus 167 Type {4,5} |Aut(M)| = 6600 Non-orientable Map N173.1 Genus 173 Type {4,5} |Aut(M)| = 6840 Non-orientable Map N173.2 Genus 173 Type {4,5} |Aut(M)| = 6840 Non-orientable Maps of type {4,6} Total = 93 Map R2.2 Genus 2 Type {4,6} |Aut(M)| = 48 Reflexible Map R3.4 Genus 3 Type {4,6} |Aut(M)| = 96 Reflexible Map R4.3 Genus 4 Type {4,6} |Aut(M)| = 144 Reflexible Map R5.4 Genus 5 Type {4,6} |Aut(M)| = 192 Reflexible Map R6.2 Genus 6 Type {4,6} |Aut(M)| = 240 Reflexible Map R9.3 Genus 9 Type {4,6} |Aut(M)| = 384 Reflexible Map R9.4 Genus 9 Type {4,6} |Aut(M)| = 384 Reflexible Map R10.7 Genus 10 Type {4,6} |Aut(M)| = 432 Reflexible Map R10.8 Genus 10 Type {4,6} |Aut(M)| = 432 Reflexible Map R11.1 Genus 11 Type {4,6} |Aut(M)| = 480 Reflexible Map R15.4 Genus 15 Type {4,6} |Aut(M)| = 672 Reflexible Map R17.3 Genus 17 Type {4,6} |Aut(M)| = 768 Reflexible Map R17.4 Genus 17 Type {4,6} |Aut(M)| = 768 Reflexible Map R17.5 Genus 17 Type {4,6} |Aut(M)| = 768 Reflexible Map R21.3 Genus 21 Type {4,6} |Aut(M)| = 960 Reflexible Map R28.6 Genus 28 Type {4,6} |Aut(M)| = 1296 Reflexible Map R29.1 Genus 29 Type {4,6} |Aut(M)| = 1344 Reflexible Map R31.3 Genus 31 Type {4,6} |Aut(M)| = 1440 Reflexible Map R33.5 Genus 33 Type {4,6} |Aut(M)| = 1536 Reflexible Map R33.6 Genus 33 Type {4,6} |Aut(M)| = 1536 Reflexible Map R33.7 Genus 33 Type {4,6} |Aut(M)| = 1536 Reflexible Map R33.8 Genus 33 Type {4,6} |Aut(M)| = 1536 Reflexible Map R37.8 Genus 37 Type {4,6} |Aut(M)| = 1728 Reflexible Map R41.3 Genus 41 Type {4,6} |Aut(M)| = 1920 Reflexible Map R49.6 Genus 49 Type {4,6} |Aut(M)| = 2304 Reflexible Map R55.4 Genus 55 Type {4,6} |Aut(M)| = 2592 Reflexible Map R55.5 Genus 55 Type {4,6} |Aut(M)| = 2592 Reflexible Map R56.3 Genus 56 Type {4,6} |Aut(M)| = 2640 Reflexible Map R57.2 Genus 57 Type {4,6} |Aut(M)| = 2688 Reflexible Map R61.1 Genus 61 Type {4,6} |Aut(M)| = 2880 Reflexible Map R61.2 Genus 61 Type {4,6} |Aut(M)| = 2880 Reflexible Map R65.5 Genus 65 Type {4,6} |Aut(M)| = 3072 Reflexible Map R65.6 Genus 65 Type {4,6} |Aut(M)| = 3072 Reflexible Map R65.7 Genus 65 Type {4,6} |Aut(M)| = 3072 Reflexible Map R65.8 Genus 65 Type {4,6} |Aut(M)| = 3072 Reflexible Map R65.9 Genus 65 Type {4,6} |Aut(M)| = 3072 Reflexible Map R65.10 Genus 65 Type {4,6} |Aut(M)| = 3072 Reflexible Map R65.11 Genus 65 Type {4,6} |Aut(M)| = 3072 Reflexible Map R65.12 Genus 65 Type {4,6} |Aut(M)| = 3072 Reflexible Map R73.11 Genus 73 Type {4,6} |Aut(M)| = 3456 Reflexible Map R82.10 Genus 82 Type {4,6} |Aut(M)| = 3888 Reflexible Map R82.11 Genus 82 Type {4,6} |Aut(M)| = 3888 Reflexible Map R85.6 Genus 85 Type {4,6} |Aut(M)| = 4032 Reflexible Map R92.3 Genus 92 Type {4,6} |Aut(M)| = 4368 Reflexible Map R97.12 Genus 97 Type {4,6} |Aut(M)| = 4608 Reflexible Map C17.2 Genus 17 Type {4,6} |Aut(M)| = 384 Chiral Map C17.2# Genus 17 Type {4,6} |Aut(M)| = 384 Chiral Map C33.2 Genus 33 Type {4,6} |Aut(M)| = 768 Chiral Map C33.2# Genus 33 Type {4,6} |Aut(M)| = 768 Chiral Map C33.3 Genus 33 Type {4,6} |Aut(M)| = 768 Chiral Map C33.3# Genus 33 Type {4,6} |Aut(M)| = 768 Chiral Map C49.2 Genus 49 Type {4,6} |Aut(M)| = 1152 Chiral Map C49.2# Genus 49 Type {4,6} |Aut(M)| = 1152 Chiral Map C50.1 Genus 50 Type {4,6} |Aut(M)| = 1176 Chiral Map C50.1# Genus 50 Type {4,6} |Aut(M)| = 1176 Chiral Map C55.1 Genus 55 Type {4,6} |Aut(M)| = 1296 Chiral Map C55.1# Genus 55 Type {4,6} |Aut(M)| = 1296 Chiral Map C61.1 Genus 61 Type {4,6} |Aut(M)| = 1440 Chiral Map C61.1# Genus 61 Type {4,6} |Aut(M)| = 1440 Chiral Map C65.1 Genus 65 Type {4,6} |Aut(M)| = 1536 Chiral Map C65.1# Genus 65 Type {4,6} |Aut(M)| = 1536 Chiral Map C97.4 Genus 97 Type {4,6} |Aut(M)| = 2304 Chiral Map C97.4# Genus 97 Type {4,6} |Aut(M)| = 2304 Chiral Map N4.1 Genus 4 Type {4,6} |Aut(M)| = 48 Non-orientable Map N4.2 Genus 4 Type {4,6} |Aut(M)| = 48 Non-orientable Map N5.2 Genus 5 Type {4,6} |Aut(M)| = 72 Non-orientable Map N7.1 Genus 7 Type {4,6} |Aut(M)| = 120 Non-orientable Map N10.1 Genus 10 Type {4,6} |Aut(M)| = 192 Non-orientable Map N11.1 Genus 11 Type {4,6} |Aut(M)| = 216 Non-orientable Map N12.1 Genus 12 Type {4,6} |Aut(M)| = 240 Non-orientable Map N12.2 Genus 12 Type {4,6} |Aut(M)| = 240 Non-orientable Map N16.2 Genus 16 Type {4,6} |Aut(M)| = 336 Non-orientable Map N30.1 Genus 30 Type {4,6} |Aut(M)| = 672 Non-orientable Map N30.2 Genus 30 Type {4,6} |Aut(M)| = 672 Non-orientable Map N32.1 Genus 32 Type {4,6} |Aut(M)| = 720 Non-orientable Map N50.4 Genus 50 Type {4,6} |Aut(M)| = 1152 Non-orientable Map N56.1 Genus 56 Type {4,6} |Aut(M)| = 1296 Non-orientable Map N56.2 Genus 56 Type {4,6} |Aut(M)| = 1296 Non-orientable Map N57.3 Genus 57 Type {4,6} |Aut(M)| = 1320 Non-orientable Map N62.1 Genus 62 Type {4,6} |Aut(M)| = 1440 Non-orientable Map N83.1 Genus 83 Type {4,6} |Aut(M)| = 1944 Non-orientable Map N86.3 Genus 86 Type {4,6} |Aut(M)| = 2016 Non-orientable Map N93.3 Genus 93 Type {4,6} |Aut(M)| = 2184 Non-orientable Map N112.1 Genus 112 Type {4,6} |Aut(M)| = 2640 Non-orientable Map N112.2 Genus 112 Type {4,6} |Aut(M)| = 2640 Non-orientable Map N122.1 Genus 122 Type {4,6} |Aut(M)| = 2880 Non-orientable Map N122.2 Genus 122 Type {4,6} |Aut(M)| = 2880 Non-orientable Map N122.3 Genus 122 Type {4,6} |Aut(M)| = 2880 Non-orientable Map N146.2 Genus 146 Type {4,6} |Aut(M)| = 3456 Non-orientable Map N162.1 Genus 162 Type {4,6} |Aut(M)| = 3840 Non-orientable Map N182.1 Genus 182 Type {4,6} |Aut(M)| = 4320 Non-orientable Map N184.1 Genus 184 Type {4,6} |Aut(M)| = 4368 Non-orientable Map N184.2 Genus 184 Type {4,6} |Aut(M)| = 4368 Non-orientable Maps of type {4,7} Total = 14 Map R10.9 Genus 10 Type {4,7} |Aut(M)| = 336 Reflexible Map R19.4 Genus 19 Type {4,7} |Aut(M)| = 672 Reflexible Map R49.7 Genus 49 Type {4,7} |Aut(M)| = 1792 Reflexible Map R97.13 Genus 97 Type {4,7} |Aut(M)| = 3584 Reflexible Map R97.14 Genus 97 Type {4,7} |Aut(M)| = 3584 Reflexible Map R97.15 Genus 97 Type {4,7} |Aut(M)| = 3584 Reflexible Map C73.2 Genus 73 Type {4,7} |Aut(M)| = 1344 Chiral Map C73.2# Genus 73 Type {4,7} |Aut(M)| = 1344 Chiral Map N50.5 Genus 50 Type {4,7} |Aut(M)| = 896 Non-orientable Map N98.1 Genus 98 Type {4,7} |Aut(M)| = 1792 Non-orientable Map N98.2 Genus 98 Type {4,7} |Aut(M)| = 1792 Non-orientable Map N119.1 Genus 119 Type {4,7} |Aut(M)| = 2184 Non-orientable Map N119.2 Genus 119 Type {4,7} |Aut(M)| = 2184 Non-orientable Map N119.3 Genus 119 Type {4,7} |Aut(M)| = 2184 Non-orientable Maps of type {4,8} Total = 194 Map R2.3 Genus 2 Type {4,8} |Aut(M)| = 32 Reflexible Map R3.5 Genus 3 Type {4,8} |Aut(M)| = 64 Reflexible Map R3.6 Genus 3 Type {4,8} |Aut(M)| = 64 Reflexible Map R5.5 Genus 5 Type {4,8} |Aut(M)| = 128 Reflexible Map R5.6 Genus 5 Type {4,8} |Aut(M)| = 128 Reflexible Map R9.5 Genus 9 Type {4,8} |Aut(M)| = 256 Reflexible Map R9.6 Genus 9 Type {4,8} |Aut(M)| = 256 Reflexible Map R9.7 Genus 9 Type {4,8} |Aut(M)| = 256 Reflexible Map R9.8 Genus 9 Type {4,8} |Aut(M)| = 256 Reflexible Map R17.6 Genus 17 Type {4,8} |Aut(M)| = 512 Reflexible Map R17.7 Genus 17 Type {4,8} |Aut(M)| = 512 Reflexible Map R17.8 Genus 17 Type {4,8} |Aut(M)| = 512 Reflexible Map R17.9 Genus 17 Type {4,8} |Aut(M)| = 512 Reflexible Map R19.5 Genus 19 Type {4,8} |Aut(M)| = 576 Reflexible Map R19.6 Genus 19 Type {4,8} |Aut(M)| = 576 Reflexible Map R22.3 Genus 22 Type {4,8} |Aut(M)| = 672 Reflexible Map R22.4 Genus 22 Type {4,8} |Aut(M)| = 672 Reflexible Map R33.9 Genus 33 Type {4,8} |Aut(M)| = 1024 Reflexible Map R33.10 Genus 33 Type {4,8} |Aut(M)| = 1024 Reflexible Map R33.11 Genus 33 Type {4,8} |Aut(M)| = 1024 Reflexible Map R33.12 Genus 33 Type {4,8} |Aut(M)| = 1024 Reflexible Map R33.13 Genus 33 Type {4,8} |Aut(M)| = 1024 Reflexible Map R33.14 Genus 33 Type {4,8} |Aut(M)| = 1024 Reflexible Map R33.15 Genus 33 Type {4,8} |Aut(M)| = 1024 Reflexible Map R33.16 Genus 33 Type {4,8} |Aut(M)| = 1024 Reflexible Map R37.9 Genus 37 Type {4,8} |Aut(M)| = 1152 Reflexible Map R37.10 Genus 37 Type {4,8} |Aut(M)| = 1152 Reflexible Map R37.11 Genus 37 Type {4,8} |Aut(M)| = 1152 Reflexible Map R37.12 Genus 37 Type {4,8} |Aut(M)| = 1152 Reflexible Map R43.3 Genus 43 Type {4,8} |Aut(M)| = 1344 Reflexible Map R43.4 Genus 43 Type {4,8} |Aut(M)| = 1344 Reflexible Map R46.4 Genus 46 Type {4,8} |Aut(M)| = 1440 Reflexible Map R46.5 Genus 46 Type {4,8} |Aut(M)| = 1440 Reflexible Map R46.6 Genus 46 Type {4,8} |Aut(M)| = 1440 Reflexible Map R51.3 Genus 51 Type {4,8} |Aut(M)| = 1600 Reflexible Map R51.4 Genus 51 Type {4,8} |Aut(M)| = 1600 Reflexible Map R65.13 Genus 65 Type {4,8} |Aut(M)| = 2048 Reflexible Map R65.14 Genus 65 Type {4,8} |Aut(M)| = 2048 Reflexible Map R65.15 Genus 65 Type {4,8} |Aut(M)| = 2048 Reflexible Map R65.16 Genus 65 Type {4,8} |Aut(M)| = 2048 Reflexible Map R65.17 Genus 65 Type {4,8} |Aut(M)| = 2048 Reflexible Map R65.18 Genus 65 Type {4,8} |Aut(M)| = 2048 Reflexible Map R65.19 Genus 65 Type {4,8} |Aut(M)| = 2048 Reflexible Map R65.20 Genus 65 Type {4,8} |Aut(M)| = 2048 Reflexible Map R65.21 Genus 65 Type {4,8} |Aut(M)| = 2048 Reflexible Map R65.22 Genus 65 Type {4,8} |Aut(M)| = 2048 Reflexible Map R65.23 Genus 65 Type {4,8} |Aut(M)| = 2048 Reflexible Map R65.24 Genus 65 Type {4,8} |Aut(M)| = 2048 Reflexible Map R73.12 Genus 73 Type {4,8} |Aut(M)| = 2304 Reflexible Map R73.13 Genus 73 Type {4,8} |Aut(M)| = 2304 Reflexible Map R73.14 Genus 73 Type {4,8} |Aut(M)| = 2304 Reflexible Map R73.15 Genus 73 Type {4,8} |Aut(M)| = 2304 Reflexible Map R73.16 Genus 73 Type {4,8} |Aut(M)| = 2304 Reflexible Map R73.17 Genus 73 Type {4,8} |Aut(M)| = 2304 Reflexible Map R73.18 Genus 73 Type {4,8} |Aut(M)| = 2304 Reflexible Map R73.19 Genus 73 Type {4,8} |Aut(M)| = 2304 Reflexible Map R82.12 Genus 82 Type {4,8} |Aut(M)| = 2592 Reflexible Map R85.7 Genus 85 Type {4,8} |Aut(M)| = 2688 Reflexible Map R85.8 Genus 85 Type {4,8} |Aut(M)| = 2688 Reflexible Map R85.9 Genus 85 Type {4,8} |Aut(M)| = 2688 Reflexible Map R85.10 Genus 85 Type {4,8} |Aut(M)| = 2688 Reflexible Map R85.11 Genus 85 Type {4,8} |Aut(M)| = 2688 Reflexible Map R85.12 Genus 85 Type {4,8} |Aut(M)| = 2688 Reflexible Map R91.6 Genus 91 Type {4,8} |Aut(M)| = 2880 Reflexible Map R91.7 Genus 91 Type {4,8} |Aut(M)| = 2880 Reflexible Map R91.8 Genus 91 Type {4,8} |Aut(M)| = 2880 Reflexible Map R91.9 Genus 91 Type {4,8} |Aut(M)| = 2880 Reflexible Map R91.10 Genus 91 Type {4,8} |Aut(M)| = 2880 Reflexible Map R91.11 Genus 91 Type {4,8} |Aut(M)| = 2880 Reflexible Map R91.12 Genus 91 Type {4,8} |Aut(M)| = 2880 Reflexible Map R91.13 Genus 91 Type {4,8} |Aut(M)| = 2880 Reflexible Map R99.3 Genus 99 Type {4,8} |Aut(M)| = 3136 Reflexible Map R99.4 Genus 99 Type {4,8} |Aut(M)| = 3136 Reflexible Map C10.2 Genus 10 Type {4,8} |Aut(M)| = 144 Chiral Map C10.2# Genus 10 Type {4,8} |Aut(M)| = 144 Chiral Map C11.1 Genus 11 Type {4,8} |Aut(M)| = 160 Chiral Map C11.1# Genus 11 Type {4,8} |Aut(M)| = 160 Chiral Map C11.2 Genus 11 Type {4,8} |Aut(M)| = 160 Chiral Map C11.2# Genus 11 Type {4,8} |Aut(M)| = 160 Chiral Map C19.1 Genus 19 Type {4,8} |Aut(M)| = 288 Chiral Map C19.1# Genus 19 Type {4,8} |Aut(M)| = 288 Chiral Map C21.1 Genus 21 Type {4,8} |Aut(M)| = 320 Chiral Map C21.1# Genus 21 Type {4,8} |Aut(M)| = 320 Chiral Map C21.2 Genus 21 Type {4,8} |Aut(M)| = 320 Chiral Map C21.2# Genus 21 Type {4,8} |Aut(M)| = 320 Chiral Map C21.3 Genus 21 Type {4,8} |Aut(M)| = 320 Chiral Map C21.3# Genus 21 Type {4,8} |Aut(M)| = 320 Chiral Map C27.2 Genus 27 Type {4,8} |Aut(M)| = 416 Chiral Map C27.2# Genus 27 Type {4,8} |Aut(M)| = 416 Chiral Map C27.3 Genus 27 Type {4,8} |Aut(M)| = 416 Chiral Map C27.3# Genus 27 Type {4,8} |Aut(M)| = 416 Chiral Map C28.3 Genus 28 Type {4,8} |Aut(M)| = 432 Chiral Map C28.3# Genus 28 Type {4,8} |Aut(M)| = 432 Chiral Map C35.1 Genus 35 Type {4,8} |Aut(M)| = 544 Chiral Map C35.1# Genus 35 Type {4,8} |Aut(M)| = 544 Chiral Map C35.2 Genus 35 Type {4,8} |Aut(M)| = 544 Chiral Map C35.2# Genus 35 Type {4,8} |Aut(M)| = 544 Chiral Map C37.2 Genus 37 Type {4,8} |Aut(M)| = 576 Chiral Map C37.2# Genus 37 Type {4,8} |Aut(M)| = 576 Chiral Map C41.1 Genus 41 Type {4,8} |Aut(M)| = 640 Chiral Map C41.1# Genus 41 Type {4,8} |Aut(M)| = 640 Chiral Map C41.2 Genus 41 Type {4,8} |Aut(M)| = 640 Chiral Map C41.2# Genus 41 Type {4,8} |Aut(M)| = 640 Chiral Map C41.3 Genus 41 Type {4,8} |Aut(M)| = 640 Chiral Map C41.3# Genus 41 Type {4,8} |Aut(M)| = 640 Chiral Map C41.4 Genus 41 Type {4,8} |Aut(M)| = 640 Chiral Map C41.4# Genus 41 Type {4,8} |Aut(M)| = 640 Chiral Map C41.5 Genus 41 Type {4,8} |Aut(M)| = 640 Chiral Map C41.5# Genus 41 Type {4,8} |Aut(M)| = 640 Chiral Map C41.6 Genus 41 Type {4,8} |Aut(M)| = 640 Chiral Map C41.6# Genus 41 Type {4,8} |Aut(M)| = 640 Chiral Map C41.7 Genus 41 Type {4,8} |Aut(M)| = 640 Chiral Map C41.7# Genus 41 Type {4,8} |Aut(M)| = 640 Chiral Map C51.2 Genus 51 Type {4,8} |Aut(M)| = 800 Chiral Map C51.2# Genus 51 Type {4,8} |Aut(M)| = 800 Chiral Map C51.3 Genus 51 Type {4,8} |Aut(M)| = 800 Chiral Map C51.3# Genus 51 Type {4,8} |Aut(M)| = 800 Chiral Map C51.4 Genus 51 Type {4,8} |Aut(M)| = 800 Chiral Map C51.4# Genus 51 Type {4,8} |Aut(M)| = 800 Chiral Map C53.1 Genus 53 Type {4,8} |Aut(M)| = 832 Chiral Map C53.1# Genus 53 Type {4,8} |Aut(M)| = 832 Chiral Map C53.2 Genus 53 Type {4,8} |Aut(M)| = 832 Chiral Map C53.2# Genus 53 Type {4,8} |Aut(M)| = 832 Chiral Map C55.2 Genus 55 Type {4,8} |Aut(M)| = 864 Chiral Map C55.2# Genus 55 Type {4,8} |Aut(M)| = 864 Chiral Map C59.1 Genus 59 Type {4,8} |Aut(M)| = 928 Chiral Map C59.1# Genus 59 Type {4,8} |Aut(M)| = 928 Chiral Map C59.2 Genus 59 Type {4,8} |Aut(M)| = 928 Chiral Map C59.2# Genus 59 Type {4,8} |Aut(M)| = 928 Chiral Map C65.2 Genus 65 Type {4,8} |Aut(M)| = 1024 Chiral Map C65.2# Genus 65 Type {4,8} |Aut(M)| = 1024 Chiral Map C65.3 Genus 65 Type {4,8} |Aut(M)| = 1024 Chiral Map C65.3# Genus 65 Type {4,8} |Aut(M)| = 1024 Chiral Map C69.1 Genus 69 Type {4,8} |Aut(M)| = 1088 Chiral Map C69.1# Genus 69 Type {4,8} |Aut(M)| = 1088 Chiral Map C69.2 Genus 69 Type {4,8} |Aut(M)| = 1088 Chiral Map C69.2# Genus 69 Type {4,8} |Aut(M)| = 1088 Chiral Map C73.3 Genus 73 Type {4,8} |Aut(M)| = 1152 Chiral Map C73.3# Genus 73 Type {4,8} |Aut(M)| = 1152 Chiral Map C73.4 Genus 73 Type {4,8} |Aut(M)| = 1152 Chiral Map C73.4# Genus 73 Type {4,8} |Aut(M)| = 1152 Chiral Map C75.2 Genus 75 Type {4,8} |Aut(M)| = 1184 Chiral Map C75.2# Genus 75 Type {4,8} |Aut(M)| = 1184 Chiral Map C75.3 Genus 75 Type {4,8} |Aut(M)| = 1184 Chiral Map C75.3# Genus 75 Type {4,8} |Aut(M)| = 1184 Chiral Map C81.1 Genus 81 Type {4,8} |Aut(M)| = 1280 Chiral Map C81.1# Genus 81 Type {4,8} |Aut(M)| = 1280 Chiral Map C81.2 Genus 81 Type {4,8} |Aut(M)| = 1280 Chiral Map C81.2# Genus 81 Type {4,8} |Aut(M)| = 1280 Chiral Map C81.3 Genus 81 Type {4,8} |Aut(M)| = 1280 Chiral Map C81.3# Genus 81 Type {4,8} |Aut(M)| = 1280 Chiral Map C81.4 Genus 81 Type {4,8} |Aut(M)| = 1280 Chiral Map C81.4# Genus 81 Type {4,8} |Aut(M)| = 1280 Chiral Map C81.5 Genus 81 Type {4,8} |Aut(M)| = 1280 Chiral Map C81.5# Genus 81 Type {4,8} |Aut(M)| = 1280 Chiral Map C81.6 Genus 81 Type {4,8} |Aut(M)| = 1280 Chiral Map C81.6# Genus 81 Type {4,8} |Aut(M)| = 1280 Chiral Map C81.7 Genus 81 Type {4,8} |Aut(M)| = 1280 Chiral Map C81.7# Genus 81 Type {4,8} |Aut(M)| = 1280 Chiral Map C82.3 Genus 82 Type {4,8} |Aut(M)| = 1296 Chiral Map C82.3# Genus 82 Type {4,8} |Aut(M)| = 1296 Chiral Map C83.1 Genus 83 Type {4,8} |Aut(M)| = 1312 Chiral Map C83.1# Genus 83 Type {4,8} |Aut(M)| = 1312 Chiral Map C83.2 Genus 83 Type {4,8} |Aut(M)| = 1312 Chiral Map C83.2# Genus 83 Type {4,8} |Aut(M)| = 1312 Chiral Map C91.1 Genus 91 Type {4,8} |Aut(M)| = 1440 Chiral Map C91.1# Genus 91 Type {4,8} |Aut(M)| = 1440 Chiral Map C91.2 Genus 91 Type {4,8} |Aut(M)| = 1440 Chiral Map C91.2# Genus 91 Type {4,8} |Aut(M)| = 1440 Chiral Map C91.3 Genus 91 Type {4,8} |Aut(M)| = 1440 Chiral Map C91.3# Genus 91 Type {4,8} |Aut(M)| = 1440 Chiral Map C91.4 Genus 91 Type {4,8} |Aut(M)| = 1440 Chiral Map C91.4# Genus 91 Type {4,8} |Aut(M)| = 1440 Chiral Map N23.2 Genus 23 Type {4,8} |Aut(M)| = 336 Non-orientable Map N23.3 Genus 23 Type {4,8} |Aut(M)| = 336 Non-orientable Map N44.1 Genus 44 Type {4,8} |Aut(M)| = 672 Non-orientable Map N44.2 Genus 44 Type {4,8} |Aut(M)| = 672 Non-orientable Map N44.3 Genus 44 Type {4,8} |Aut(M)| = 672 Non-orientable Map N44.4 Genus 44 Type {4,8} |Aut(M)| = 672 Non-orientable Map N47.2 Genus 47 Type {4,8} |Aut(M)| = 720 Non-orientable Map N86.4 Genus 86 Type {4,8} |Aut(M)| = 1344 Non-orientable Map N86.5 Genus 86 Type {4,8} |Aut(M)| = 1344 Non-orientable Map N86.6 Genus 86 Type {4,8} |Aut(M)| = 1344 Non-orientable Map N86.7 Genus 86 Type {4,8} |Aut(M)| = 1344 Non-orientable Map N92.1 Genus 92 Type {4,8} |Aut(M)| = 1440 Non-orientable Map N92.2 Genus 92 Type {4,8} |Aut(M)| = 1440 Non-orientable Map N92.3 Genus 92 Type {4,8} |Aut(M)| = 1440 Non-orientable Map N137.1 Genus 137 Type {4,8} |Aut(M)| = 2160 Non-orientable Map N170.3 Genus 170 Type {4,8} |Aut(M)| = 2688 Non-orientable Map N170.4 Genus 170 Type {4,8} |Aut(M)| = 2688 Non-orientable Map N182.2 Genus 182 Type {4,8} |Aut(M)| = 2880 Non-orientable Map N182.3 Genus 182 Type {4,8} |Aut(M)| = 2880 Non-orientable Map N182.4 Genus 182 Type {4,8} |Aut(M)| = 2880 Non-orientable Map N182.5 Genus 182 Type {4,8} |Aut(M)| = 2880 Non-orientable Maps of type {4,9} Total = 11 Map R6.3 Genus 6 Type {4,9} |Aut(M)| = 144 Reflexible Map R46.7 Genus 46 Type {4,9} |Aut(M)| = 1296 Reflexible Map R46.8 Genus 46 Type {4,9} |Aut(M)| = 1296 Reflexible Map R81.6 Genus 81 Type {4,9} |Aut(M)| = 2304 Reflexible Map N7.2 Genus 7 Type {4,9} |Aut(M)| = 72 Non-orientable Map N47.3 Genus 47 Type {4,9} |Aut(M)| = 648 Non-orientable Map N82.1 Genus 82 Type {4,9} |Aut(M)| = 1152 Non-orientable Map N137.2 Genus 137 Type {4,9} |Aut(M)| = 1944 Non-orientable Map N162.2 Genus 162 Type {4,9} |Aut(M)| = 2304 Non-orientable Map N162.3 Genus 162 Type {4,9} |Aut(M)| = 2304 Non-orientable Map N172.1 Genus 172 Type {4,9} |Aut(M)| = 2448 Non-orientable Maps of type {4,10} Total = 44 Map R4.4 Genus 4 Type {4,10} |Aut(M)| = 80 Reflexible Map R16.3 Genus 16 Type {4,10} |Aut(M)| = 400 Reflexible Map R19.7 Genus 19 Type {4,10} |Aut(M)| = 480 Reflexible Map R25.6 Genus 25 Type {4,10} |Aut(M)| = 640 Reflexible Map R25.7 Genus 25 Type {4,10} |Aut(M)| = 640 Reflexible Map R37.13 Genus 37 Type {4,10} |Aut(M)| = 960 Reflexible Map R49.8 Genus 49 Type {4,10} |Aut(M)| = 1280 Reflexible Map R49.9 Genus 49 Type {4,10} |Aut(M)| = 1280 Reflexible Map R49.10 Genus 49 Type {4,10} |Aut(M)| = 1280 Reflexible Map R55.6 Genus 55 Type {4,10} |Aut(M)| = 1440 Reflexible Map R55.7 Genus 55 Type {4,10} |Aut(M)| = 1440 Reflexible Map R55.8 Genus 55 Type {4,10} |Aut(M)| = 1440 Reflexible Map R73.20 Genus 73 Type {4,10} |Aut(M)| = 1920 Reflexible Map R76.4 Genus 76 Type {4,10} |Aut(M)| = 2000 Reflexible Map R76.5 Genus 76 Type {4,10} |Aut(M)| = 2000 Reflexible Map R91.14 Genus 91 Type {4,10} |Aut(M)| = 2400 Reflexible Map R97.16 Genus 97 Type {4,10} |Aut(M)| = 2560 Reflexible Map R97.17 Genus 97 Type {4,10} |Aut(M)| = 2560 Reflexible Map R97.18 Genus 97 Type {4,10} |Aut(M)| = 2560 Reflexible Map R100.2 Genus 100 Type {4,10} |Aut(M)| = 2640 Reflexible Map R100.3 Genus 100 Type {4,10} |Aut(M)| = 2640 Reflexible Map N17.2 Genus 17 Type {4,10} |Aut(M)| = 200 Non-orientable Map N20.1 Genus 20 Type {4,10} |Aut(M)| = 240 Non-orientable Map N20.2 Genus 20 Type {4,10} |Aut(M)| = 240 Non-orientable Map N26.2 Genus 26 Type {4,10} |Aut(M)| = 320 Non-orientable Map N26.3 Genus 26 Type {4,10} |Aut(M)| = 320 Non-orientable Map N38.1 Genus 38 Type {4,10} |Aut(M)| = 480 Non-orientable Map N38.2 Genus 38 Type {4,10} |Aut(M)| = 480 Non-orientable Map N56.3 Genus 56 Type {4,10} |Aut(M)| = 720 Non-orientable Map N77.1 Genus 77 Type {4,10} |Aut(M)| = 1000 Non-orientable Map N101.1 Genus 101 Type {4,10} |Aut(M)| = 1320 Non-orientable Map N101.2 Genus 101 Type {4,10} |Aut(M)| = 1320 Non-orientable Map N110.1 Genus 110 Type {4,10} |Aut(M)| = 1440 Non-orientable Map N110.2 Genus 110 Type {4,10} |Aut(M)| = 1440 Non-orientable Map N110.3 Genus 110 Type {4,10} |Aut(M)| = 1440 Non-orientable Map N164.1 Genus 164 Type {4,10} |Aut(M)| = 2160 Non-orientable Map N200.1 Genus 200 Type {4,10} |Aut(M)| = 2640 Non-orientable Map N200.2 Genus 200 Type {4,10} |Aut(M)| = 2640 Non-orientable Map N200.3 Genus 200 Type {4,10} |Aut(M)| = 2640 Non-orientable Map N200.4 Genus 200 Type {4,10} |Aut(M)| = 2640 Non-orientable Map N200.5 Genus 200 Type {4,10} |Aut(M)| = 2640 Non-orientable Map N200.6 Genus 200 Type {4,10} |Aut(M)| = 2640 Non-orientable Map N200.7 Genus 200 Type {4,10} |Aut(M)| = 2640 Non-orientable Map N200.8 Genus 200 Type {4,10} |Aut(M)| = 2640 Non-orientable Maps of type {4,11} Total = 1 Map N107.1 Genus 107 Type {4,11} |Aut(M)| = 1320 Non-orientable Maps of type {4,12} Total = 122 Map R3.7 Genus 3 Type {4,12} |Aut(M)| = 48 Reflexible Map R5.7 Genus 5 Type {4,12} |Aut(M)| = 96 Reflexible Map R9.9 Genus 9 Type {4,12} |Aut(M)| = 192 Reflexible Map R9.10 Genus 9 Type {4,12} |Aut(M)| = 192 Reflexible Map R9.11 Genus 9 Type {4,12} |Aut(M)| = 192 Reflexible Map R10.10 Genus 10 Type {4,12} |Aut(M)| = 216 Reflexible Map R13.3 Genus 13 Type {4,12} |Aut(M)| = 288 Reflexible Map R17.10 Genus 17 Type {4,12} |Aut(M)| = 384 Reflexible Map R17.11 Genus 17 Type {4,12} |Aut(M)| = 384 Reflexible Map R17.12 Genus 17 Type {4,12} |Aut(M)| = 384 Reflexible Map R19.8 Genus 19 Type {4,12} |Aut(M)| = 432 Reflexible Map R19.9 Genus 19 Type {4,12} |Aut(M)| = 432 Reflexible Map R21.4 Genus 21 Type {4,12} |Aut(M)| = 480 Reflexible Map R21.5 Genus 21 Type {4,12} |Aut(M)| = 480 Reflexible Map R25.8 Genus 25 Type {4,12} |Aut(M)| = 576 Reflexible Map R33.17 Genus 33 Type {4,12} |Aut(M)| = 768 Reflexible Map R33.18 Genus 33 Type {4,12} |Aut(M)| = 768 Reflexible Map R33.19 Genus 33 Type {4,12} |Aut(M)| = 768 Reflexible Map R33.20 Genus 33 Type {4,12} |Aut(M)| = 768 Reflexible Map R33.21 Genus 33 Type {4,12} |Aut(M)| = 768 Reflexible Map R33.22 Genus 33 Type {4,12} |Aut(M)| = 768 Reflexible Map R33.23 Genus 33 Type {4,12} |Aut(M)| = 768 Reflexible Map R33.24 Genus 33 Type {4,12} |Aut(M)| = 768 Reflexible Map R37.14 Genus 37 Type {4,12} |Aut(M)| = 864 Reflexible Map R37.15 Genus 37 Type {4,12} |Aut(M)| = 864 Reflexible Map R37.16 Genus 37 Type {4,12} |Aut(M)| = 864 Reflexible Map R37.17 Genus 37 Type {4,12} |Aut(M)| = 864 Reflexible Map R41.4 Genus 41 Type {4,12} |Aut(M)| = 960 Reflexible Map R41.5 Genus 41 Type {4,12} |Aut(M)| = 960 Reflexible Map R49.11 Genus 49 Type {4,12} |Aut(M)| = 1152 Reflexible Map R51.5 Genus 51 Type {4,12} |Aut(M)| = 1200 Reflexible Map R55.9 Genus 55 Type {4,12} |Aut(M)| = 1296 Reflexible Map R65.25 Genus 65 Type {4,12} |Aut(M)| = 1536 Reflexible Map R65.26 Genus 65 Type {4,12} |Aut(M)| = 1536 Reflexible Map R65.27 Genus 65 Type {4,12} |Aut(M)| = 1536 Reflexible Map R65.28 Genus 65 Type {4,12} |Aut(M)| = 1536 Reflexible Map R65.29 Genus 65 Type {4,12} |Aut(M)| = 1536 Reflexible Map R65.30 Genus 65 Type {4,12} |Aut(M)| = 1536 Reflexible Map R65.31 Genus 65 Type {4,12} |Aut(M)| = 1536 Reflexible Map R65.32 Genus 65 Type {4,12} |Aut(M)| = 1536 Reflexible Map R65.33 Genus 65 Type {4,12} |Aut(M)| = 1536 Reflexible Map R65.34 Genus 65 Type {4,12} |Aut(M)| = 1536 Reflexible Map R65.35 Genus 65 Type {4,12} |Aut(M)| = 1536 Reflexible Map R65.36 Genus 65 Type {4,12} |Aut(M)| = 1536 Reflexible Map R73.21 Genus 73 Type {4,12} |Aut(M)| = 1728 Reflexible Map R73.22 Genus 73 Type {4,12} |Aut(M)| = 1728 Reflexible Map R73.23 Genus 73 Type {4,12} |Aut(M)| = 1728 Reflexible Map R73.24 Genus 73 Type {4,12} |Aut(M)| = 1728 Reflexible Map R73.25 Genus 73 Type {4,12} |Aut(M)| = 1728 Reflexible Map R81.7 Genus 81 Type {4,12} |Aut(M)| = 1920 Reflexible Map R81.8 Genus 81 Type {4,12} |Aut(M)| = 1920 Reflexible Map R82.13 Genus 82 Type {4,12} |Aut(M)| = 1944 Reflexible Map R82.14 Genus 82 Type {4,12} |Aut(M)| = 1944 Reflexible Map R82.15 Genus 82 Type {4,12} |Aut(M)| = 1944 Reflexible Map R82.16 Genus 82 Type {4,12} |Aut(M)| = 1944 Reflexible Map R97.19 Genus 97 Type {4,12} |Aut(M)| = 2304 Reflexible Map R97.20 Genus 97 Type {4,12} |Aut(M)| = 2304 Reflexible Map R99.5 Genus 99 Type {4,12} |Aut(M)| = 2352 Reflexible Map C11.3 Genus 11 Type {4,12} |Aut(M)| = 120 Chiral Map C11.3# Genus 11 Type {4,12} |Aut(M)| = 120 Chiral Map C21.4 Genus 21 Type {4,12} |Aut(M)| = 240 Chiral Map C21.4# Genus 21 Type {4,12} |Aut(M)| = 240 Chiral Map C27.4 Genus 27 Type {4,12} |Aut(M)| = 312 Chiral Map C27.4# Genus 27 Type {4,12} |Aut(M)| = 312 Chiral Map C35.3 Genus 35 Type {4,12} |Aut(M)| = 408 Chiral Map C35.3# Genus 35 Type {4,12} |Aut(M)| = 408 Chiral Map C41.8 Genus 41 Type {4,12} |Aut(M)| = 480 Chiral Map C41.8# Genus 41 Type {4,12} |Aut(M)| = 480 Chiral Map C41.9 Genus 41 Type {4,12} |Aut(M)| = 480 Chiral Map C41.9# Genus 41 Type {4,12} |Aut(M)| = 480 Chiral Map C46.2 Genus 46 Type {4,12} |Aut(M)| = 540 Chiral Map C46.2# Genus 46 Type {4,12} |Aut(M)| = 540 Chiral Map C51.5 Genus 51 Type {4,12} |Aut(M)| = 600 Chiral Map C51.5# Genus 51 Type {4,12} |Aut(M)| = 600 Chiral Map C51.6 Genus 51 Type {4,12} |Aut(M)| = 600 Chiral Map C51.6# Genus 51 Type {4,12} |Aut(M)| = 600 Chiral Map C53.3 Genus 53 Type {4,12} |Aut(M)| = 624 Chiral Map C53.3# Genus 53 Type {4,12} |Aut(M)| = 624 Chiral Map C59.3 Genus 59 Type {4,12} |Aut(M)| = 696 Chiral Map C59.3# Genus 59 Type {4,12} |Aut(M)| = 696 Chiral Map C61.2 Genus 61 Type {4,12} |Aut(M)| = 720 Chiral Map C61.2# Genus 61 Type {4,12} |Aut(M)| = 720 Chiral Map C65.4 Genus 65 Type {4,12} |Aut(M)| = 768 Chiral Map C65.4# Genus 65 Type {4,12} |Aut(M)| = 768 Chiral Map C65.5 Genus 65 Type {4,12} |Aut(M)| = 768 Chiral Map C65.5# Genus 65 Type {4,12} |Aut(M)| = 768 Chiral Map C65.6 Genus 65 Type {4,12} |Aut(M)| = 768 Chiral Map C65.6# Genus 65 Type {4,12} |Aut(M)| = 768 Chiral Map C69.3 Genus 69 Type {4,12} |Aut(M)| = 816 Chiral Map C69.3# Genus 69 Type {4,12} |Aut(M)| = 816 Chiral Map C75.4 Genus 75 Type {4,12} |Aut(M)| = 888 Chiral Map C75.4# Genus 75 Type {4,12} |Aut(M)| = 888 Chiral Map C81.8 Genus 81 Type {4,12} |Aut(M)| = 960 Chiral Map C81.8# Genus 81 Type {4,12} |Aut(M)| = 960 Chiral Map C81.9 Genus 81 Type {4,12} |Aut(M)| = 960 Chiral Map C81.9# Genus 81 Type {4,12} |Aut(M)| = 960 Chiral Map C82.4 Genus 82 Type {4,12} |Aut(M)| = 972 Chiral Map C82.4# Genus 82 Type {4,12} |Aut(M)| = 972 Chiral Map C82.5 Genus 82 Type {4,12} |Aut(M)| = 972 Chiral Map C82.5# Genus 82 Type {4,12} |Aut(M)| = 972 Chiral Map C82.6 Genus 82 Type {4,12} |Aut(M)| = 972 Chiral Map C82.6# Genus 82 Type {4,12} |Aut(M)| = 972 Chiral Map C83.3 Genus 83 Type {4,12} |Aut(M)| = 984 Chiral Map C83.3# Genus 83 Type {4,12} |Aut(M)| = 984 Chiral Map C91.5 Genus 91 Type {4,12} |Aut(M)| = 1080 Chiral Map C91.5# Genus 91 Type {4,12} |Aut(M)| = 1080 Chiral Map C91.6 Genus 91 Type {4,12} |Aut(M)| = 1080 Chiral Map C91.6# Genus 91 Type {4,12} |Aut(M)| = 1080 Chiral Map N10.2 Genus 10 Type {4,12} |Aut(M)| = 96 Non-orientable Map N10.3 Genus 10 Type {4,12} |Aut(M)| = 96 Non-orientable Map N34.1 Genus 34 Type {4,12} |Aut(M)| = 384 Non-orientable Map N34.2 Genus 34 Type {4,12} |Aut(M)| = 384 Non-orientable Map N98.3 Genus 98 Type {4,12} |Aut(M)| = 1152 Non-orientable Map N112.3 Genus 112 Type {4,12} |Aut(M)| = 1320 Non-orientable Map N112.4 Genus 112 Type {4,12} |Aut(M)| = 1320 Non-orientable Map N114.1 Genus 114 Type {4,12} |Aut(M)| = 1344 Non-orientable Map N114.2 Genus 114 Type {4,12} |Aut(M)| = 1344 Non-orientable Map N130.1 Genus 130 Type {4,12} |Aut(M)| = 1536 Non-orientable Map N130.2 Genus 130 Type {4,12} |Aut(M)| = 1536 Non-orientable Map N162.4 Genus 162 Type {4,12} |Aut(M)| = 1920 Non-orientable Map N184.3 Genus 184 Type {4,12} |Aut(M)| = 2184 Non-orientable Map N184.4 Genus 184 Type {4,12} |Aut(M)| = 2184 Non-orientable Maps of type {4,13} Total = 1 Map N191.1 Genus 191 Type {4,13} |Aut(M)| = 2184 Non-orientable Maps of type {4,14} Total = 13 Map R6.4 Genus 6 Type {4,14} |Aut(M)| = 112 Reflexible Map R31.4 Genus 31 Type {4,14} |Aut(M)| = 672 Reflexible Map R31.5 Genus 31 Type {4,14} |Aut(M)| = 672 Reflexible Map R36.4 Genus 36 Type {4,14} |Aut(M)| = 784 Reflexible Map R61.3 Genus 61 Type {4,14} |Aut(M)| = 1344 Reflexible Map N37.1 Genus 37 Type {4,14} |Aut(M)| = 392 Non-orientable Map N162.5 Genus 162 Type {4,14} |Aut(M)| = 1792 Non-orientable Map N162.6 Genus 162 Type {4,14} |Aut(M)| = 1792 Non-orientable Map N162.7 Genus 162 Type {4,14} |Aut(M)| = 1792 Non-orientable Map N162.8 Genus 162 Type {4,14} |Aut(M)| = 1792 Non-orientable Map N197.1 Genus 197 Type {4,14} |Aut(M)| = 2184 Non-orientable Map N197.2 Genus 197 Type {4,14} |Aut(M)| = 2184 Non-orientable Map N197.3 Genus 197 Type {4,14} |Aut(M)| = 2184 Non-orientable Maps of type {4,15} Total = 8 Map R12.1 Genus 12 Type {4,15} |Aut(M)| = 240 Reflexible Map R34.3 Genus 34 Type {4,15} |Aut(M)| = 720 Reflexible Map R45.5 Genus 45 Type {4,15} |Aut(M)| = 960 Reflexible Map R89.3 Genus 89 Type {4,15} |Aut(M)| = 1920 Reflexible Map R100.4 Genus 100 Type {4,15} |Aut(M)| = 2160 Reflexible Map N13.1 Genus 13 Type {4,15} |Aut(M)| = 120 Non-orientable Map N46.3 Genus 46 Type {4,15} |Aut(M)| = 480 Non-orientable Map N178.1 Genus 178 Type {4,15} |Aut(M)| = 1920 Non-orientable Maps of type {4,16} Total = 77 Map R4.5 Genus 4 Type {4,16} |Aut(M)| = 64 Reflexible Map R7.3 Genus 7 Type {4,16} |Aut(M)| = 128 Reflexible Map R7.4 Genus 7 Type {4,16} |Aut(M)| = 128 Reflexible Map R13.4 Genus 13 Type {4,16} |Aut(M)| = 256 Reflexible Map R13.5 Genus 13 Type {4,16} |Aut(M)| = 256 Reflexible Map R25.9 Genus 25 Type {4,16} |Aut(M)| = 512 Reflexible Map R25.10 Genus 25 Type {4,16} |Aut(M)| = 512 Reflexible Map R25.11 Genus 25 Type {4,16} |Aut(M)| = 512 Reflexible Map R25.12 Genus 25 Type {4,16} |Aut(M)| = 512 Reflexible Map R25.13 Genus 25 Type {4,16} |Aut(M)| = 512 Reflexible Map R25.14 Genus 25 Type {4,16} |Aut(M)| = 512 Reflexible Map R49.12 Genus 49 Type {4,16} |Aut(M)| = 1024 Reflexible Map R49.13 Genus 49 Type {4,16} |Aut(M)| = 1024 Reflexible Map R49.14 Genus 49 Type {4,16} |Aut(M)| = 1024 Reflexible Map R49.15 Genus 49 Type {4,16} |Aut(M)| = 1024 Reflexible Map R49.16 Genus 49 Type {4,16} |Aut(M)| = 1024 Reflexible Map R49.17 Genus 49 Type {4,16} |Aut(M)| = 1024 Reflexible Map R49.18 Genus 49 Type {4,16} |Aut(M)| = 1024 Reflexible Map R49.19 Genus 49 Type {4,16} |Aut(M)| = 1024 Reflexible Map R49.20 Genus 49 Type {4,16} |Aut(M)| = 1024 Reflexible Map R49.21 Genus 49 Type {4,16} |Aut(M)| = 1024 Reflexible Map R49.22 Genus 49 Type {4,16} |Aut(M)| = 1024 Reflexible Map R49.23 Genus 49 Type {4,16} |Aut(M)| = 1024 Reflexible Map R49.24 Genus 49 Type {4,16} |Aut(M)| = 1024 Reflexible Map R49.25 Genus 49 Type {4,16} |Aut(M)| = 1024 Reflexible Map R55.10 Genus 55 Type {4,16} |Aut(M)| = 1152 Reflexible Map R55.11 Genus 55 Type {4,16} |Aut(M)| = 1152 Reflexible Map R97.21 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.22 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.23 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.24 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.25 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.26 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.27 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.28 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.29 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.30 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.31 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.32 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.33 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.34 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.35 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.36 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.37 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.38 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.39 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.40 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.41 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.42 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.43 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.44 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.45 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.46 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.47 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map R97.48 Genus 97 Type {4,16} |Aut(M)| = 2048 Reflexible Map C25.1 Genus 25 Type {4,16} |Aut(M)| = 256 Chiral Map C25.1# Genus 25 Type {4,16} |Aut(M)| = 256 Chiral Map C31.1 Genus 31 Type {4,16} |Aut(M)| = 320 Chiral Map C31.1# Genus 31 Type {4,16} |Aut(M)| = 320 Chiral Map C31.2 Genus 31 Type {4,16} |Aut(M)| = 320 Chiral Map C31.2# Genus 31 Type {4,16} |Aut(M)| = 320 Chiral Map C55.3 Genus 55 Type {4,16} |Aut(M)| = 576 Chiral Map C55.3# Genus 55 Type {4,16} |Aut(M)| = 576 Chiral Map C55.4 Genus 55 Type {4,16} |Aut(M)| = 576 Chiral Map C55.4# Genus 55 Type {4,16} |Aut(M)| = 576 Chiral Map C61.3 Genus 61 Type {4,16} |Aut(M)| = 640 Chiral Map C61.3# Genus 61 Type {4,16} |Aut(M)| = 640 Chiral Map C61.4 Genus 61 Type {4,16} |Aut(M)| = 640 Chiral Map C61.4# Genus 61 Type {4,16} |Aut(M)| = 640 Chiral Map C79.2 Genus 79 Type {4,16} |Aut(M)| = 832 Chiral Map C79.2# Genus 79 Type {4,16} |Aut(M)| = 832 Chiral Map C79.3 Genus 79 Type {4,16} |Aut(M)| = 832 Chiral Map C79.3# Genus 79 Type {4,16} |Aut(M)| = 832 Chiral Map C97.5 Genus 97 Type {4,16} |Aut(M)| = 1024 Chiral Map C97.5# Genus 97 Type {4,16} |Aut(M)| = 1024 Chiral Map C97.6 Genus 97 Type {4,16} |Aut(M)| = 1024 Chiral Map C97.6# Genus 97 Type {4,16} |Aut(M)| = 1024 Chiral Maps of type {4,18} Total = 16 Map R8.3 Genus 8 Type {4,18} |Aut(M)| = 144 Reflexible Map R15.5 Genus 15 Type {4,18} |Aut(M)| = 288 Reflexible Map R29.2 Genus 29 Type {4,18} |Aut(M)| = 576 Reflexible Map R57.3 Genus 57 Type {4,18} |Aut(M)| = 1152 Reflexible Map R57.4 Genus 57 Type {4,18} |Aut(M)| = 1152 Reflexible Map R64.4 Genus 64 Type {4,18} |Aut(M)| = 1296 Reflexible Map R64.5 Genus 64 Type {4,18} |Aut(M)| = 1296 Reflexible Map N16.3 Genus 16 Type {4,18} |Aut(M)| = 144 Non-orientable Map N16.4 Genus 16 Type {4,18} |Aut(M)| = 144 Non-orientable Map N58.3 Genus 58 Type {4,18} |Aut(M)| = 576 Non-orientable Map N65.1 Genus 65 Type {4,18} |Aut(M)| = 648 Non-orientable Map N128.1 Genus 128 Type {4,18} |Aut(M)| = 1296 Non-orientable Map N128.2 Genus 128 Type {4,18} |Aut(M)| = 1296 Non-orientable Map N191.2 Genus 191 Type {4,18} |Aut(M)| = 1944 Non-orientable Map N191.3 Genus 191 Type {4,18} |Aut(M)| = 1944 Non-orientable Map N191.4 Genus 191 Type {4,18} |Aut(M)| = 1944 Non-orientable Maps of type {4,20} Total = 34 Map R5.8 Genus 5 Type {4,20} |Aut(M)| = 80 Reflexible Map R9.12 Genus 9 Type {4,20} |Aut(M)| = 160 Reflexible Map R17.13 Genus 17 Type {4,20} |Aut(M)| = 320 Reflexible Map R33.25 Genus 33 Type {4,20} |Aut(M)| = 640 Reflexible Map R37.18 Genus 37 Type {4,20} |Aut(M)| = 720 Reflexible Map R41.6 Genus 41 Type {4,20} |Aut(M)| = 800 Reflexible Map R49.26 Genus 49 Type {4,20} |Aut(M)| = 960 Reflexible Map R49.27 Genus 49 Type {4,20} |Aut(M)| = 960 Reflexible Map R51.6 Genus 51 Type {4,20} |Aut(M)| = 1000 Reflexible Map R65.37 Genus 65 Type {4,20} |Aut(M)| = 1280 Reflexible Map R65.38 Genus 65 Type {4,20} |Aut(M)| = 1280 Reflexible Map R65.39 Genus 65 Type {4,20} |Aut(M)| = 1280 Reflexible Map R65.40 Genus 65 Type {4,20} |Aut(M)| = 1280 Reflexible Map R65.41 Genus 65 Type {4,20} |Aut(M)| = 1280 Reflexible Map R73.26 Genus 73 Type {4,20} |Aut(M)| = 1440 Reflexible Map R81.9 Genus 81 Type {4,20} |Aut(M)| = 1600 Reflexible Map R97.49 Genus 97 Type {4,20} |Aut(M)| = 1920 Reflexible Map R97.50 Genus 97 Type {4,20} |Aut(M)| = 1920 Reflexible Map C21.5 Genus 21 Type {4,20} |Aut(M)| = 200 Chiral Map C21.5# Genus 21 Type {4,20} |Aut(M)| = 200 Chiral Map C41.10 Genus 41 Type {4,20} |Aut(M)| = 400 Chiral Map C41.10# Genus 41 Type {4,20} |Aut(M)| = 400 Chiral Map C53.4 Genus 53 Type {4,20} |Aut(M)| = 520 Chiral Map C53.4# Genus 53 Type {4,20} |Aut(M)| = 520 Chiral Map C69.4 Genus 69 Type {4,20} |Aut(M)| = 680 Chiral Map C69.4# Genus 69 Type {4,20} |Aut(M)| = 680 Chiral Map C81.10 Genus 81 Type {4,20} |Aut(M)| = 800 Chiral Map C81.10# Genus 81 Type {4,20} |Aut(M)| = 800 Chiral Map N66.1 Genus 66 Type {4,20} |Aut(M)| = 640 Non-orientable Map N66.2 Genus 66 Type {4,20} |Aut(M)| = 640 Non-orientable Map N66.3 Genus 66 Type {4,20} |Aut(M)| = 640 Non-orientable Map N66.4 Genus 66 Type {4,20} |Aut(M)| = 640 Non-orientable Map N98.4 Genus 98 Type {4,20} |Aut(M)| = 960 Non-orientable Map N98.5 Genus 98 Type {4,20} |Aut(M)| = 960 Non-orientable Maps of type {4,21} Total = 2 Map R18.1 Genus 18 Type {4,21} |Aut(M)| = 336 Reflexible Map N19.1 Genus 19 Type {4,21} |Aut(M)| = 168 Non-orientable Maps of type {4,22} Total = 3 Map R10.11 Genus 10 Type {4,22} |Aut(M)| = 176 Reflexible Map R100.5 Genus 100 Type {4,22} |Aut(M)| = 1936 Reflexible Map N101.3 Genus 101 Type {4,22} |Aut(M)| = 968 Non-orientable Maps of type {4,24} Total = 65 Map R6.5 Genus 6 Type {4,24} |Aut(M)| = 96 Reflexible Map R11.2 Genus 11 Type {4,24} |Aut(M)| = 192 Reflexible Map R11.3 Genus 11 Type {4,24} |Aut(M)| = 192 Reflexible Map R21.6 Genus 21 Type {4,24} |Aut(M)| = 384 Reflexible Map R21.7 Genus 21 Type {4,24} |Aut(M)| = 384 Reflexible Map R21.8 Genus 21 Type {4,24} |Aut(M)| = 384 Reflexible Map R21.9 Genus 21 Type {4,24} |Aut(M)| = 384 Reflexible Map R21.10 Genus 21 Type {4,24} |Aut(M)| = 384 Reflexible Map R21.11 Genus 21 Type {4,24} |Aut(M)| = 384 Reflexible Map R31.6 Genus 31 Type {4,24} |Aut(M)| = 576 Reflexible Map R31.7 Genus 31 Type {4,24} |Aut(M)| = 576 Reflexible Map R41.7 Genus 41 Type {4,24} |Aut(M)| = 768 Reflexible Map R41.8 Genus 41 Type {4,24} |Aut(M)| = 768 Reflexible Map R41.9 Genus 41 Type {4,24} |Aut(M)| = 768 Reflexible Map R41.10 Genus 41 Type {4,24} |Aut(M)| = 768 Reflexible Map R41.11 Genus 41 Type {4,24} |Aut(M)| = 768 Reflexible Map R41.12 Genus 41 Type {4,24} |Aut(M)| = 768 Reflexible Map R41.13 Genus 41 Type {4,24} |Aut(M)| = 768 Reflexible Map R41.14 Genus 41 Type {4,24} |Aut(M)| = 768 Reflexible Map R51.7 Genus 51 Type {4,24} |Aut(M)| = 960 Reflexible Map R51.8 Genus 51 Type {4,24} |Aut(M)| = 960 Reflexible Map R61.4 Genus 61 Type {4,24} |Aut(M)| = 1152 Reflexible Map R61.5 Genus 61 Type {4,24} |Aut(M)| = 1152 Reflexible Map R81.10 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.11 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.12 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.13 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.14 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.15 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.16 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.17 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.18 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.19 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.20 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.21 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.22 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.23 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.24 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.25 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.26 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.27 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.28 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R81.29 Genus 81 Type {4,24} |Aut(M)| = 1536 Reflexible Map R91.15 Genus 91 Type {4,24} |Aut(M)| = 1728 Reflexible Map R91.16 Genus 91 Type {4,24} |Aut(M)| = 1728 Reflexible Map R91.17 Genus 91 Type {4,24} |Aut(M)| = 1728 Reflexible Map R91.18 Genus 91 Type {4,24} |Aut(M)| = 1728 Reflexible Map R91.19 Genus 91 Type {4,24} |Aut(M)| = 1728 Reflexible Map R91.20 Genus 91 Type {4,24} |Aut(M)| = 1728 Reflexible Map R91.21 Genus 91 Type {4,24} |Aut(M)| = 1728 Reflexible Map R91.22 Genus 91 Type {4,24} |Aut(M)| = 1728 Reflexible Map C46.3 Genus 46 Type {4,24} |Aut(M)| = 432 Chiral Map C46.3# Genus 46 Type {4,24} |Aut(M)| = 432 Chiral Map C51.7 Genus 51 Type {4,24} |Aut(M)| = 480 Chiral Map C51.7# Genus 51 Type {4,24} |Aut(M)| = 480 Chiral Map C51.8 Genus 51 Type {4,24} |Aut(M)| = 480 Chiral Map C51.8# Genus 51 Type {4,24} |Aut(M)| = 480 Chiral Map C91.7 Genus 91 Type {4,24} |Aut(M)| = 864 Chiral Map C91.7# Genus 91 Type {4,24} |Aut(M)| = 864 Chiral Map N22.1 Genus 22 Type {4,24} |Aut(M)| = 192 Non-orientable Map N22.2 Genus 22 Type {4,24} |Aut(M)| = 192 Non-orientable Map N82.2 Genus 82 Type {4,24} |Aut(M)| = 768 Non-orientable Map N82.3 Genus 82 Type {4,24} |Aut(M)| = 768 Non-orientable Map N82.4 Genus 82 Type {4,24} |Aut(M)| = 768 Non-orientable Map N82.5 Genus 82 Type {4,24} |Aut(M)| = 768 Non-orientable Maps of type {4,25} Total = 2 Map R85.13 Genus 85 Type {4,25} |Aut(M)| = 1600 Reflexible Map N86.8 Genus 86 Type {4,25} |Aut(M)| = 800 Non-orientable Maps of type {4,26} Total = 2 Map R12.2 Genus 12 Type {4,26} |Aut(M)| = 208 Reflexible Map N145.1 Genus 145 Type {4,26} |Aut(M)| = 1352 Non-orientable Maps of type {4,27} Total = 2 Map R24.1 Genus 24 Type {4,27} |Aut(M)| = 432 Reflexible Map N25.1 Genus 25 Type {4,27} |Aut(M)| = 216 Non-orientable Maps of type {4,28} Total = 15 Map R7.5 Genus 7 Type {4,28} |Aut(M)| = 112 Reflexible Map R13.6 Genus 13 Type {4,28} |Aut(M)| = 224 Reflexible Map R25.15 Genus 25 Type {4,28} |Aut(M)| = 448 Reflexible Map R49.28 Genus 49 Type {4,28} |Aut(M)| = 896 Reflexible Map R55.12 Genus 55 Type {4,28} |Aut(M)| = 1008 Reflexible Map R73.27 Genus 73 Type {4,28} |Aut(M)| = 1344 Reflexible Map R73.28 Genus 73 Type {4,28} |Aut(M)| = 1344 Reflexible Map R85.14 Genus 85 Type {4,28} |Aut(M)| = 1568 Reflexible Map R97.51 Genus 97 Type {4,28} |Aut(M)| = 1792 Reflexible Map C31.3 Genus 31 Type {4,28} |Aut(M)| = 280 Chiral Map C31.3# Genus 31 Type {4,28} |Aut(M)| = 280 Chiral Map C61.5 Genus 61 Type {4,28} |Aut(M)| = 560 Chiral Map C61.5# Genus 61 Type {4,28} |Aut(M)| = 560 Chiral Map C79.4 Genus 79 Type {4,28} |Aut(M)| = 728 Chiral Map C79.4# Genus 79 Type {4,28} |Aut(M)| = 728 Chiral Maps of type {4,30} Total = 13 Map R14.4 Genus 14 Type {4,30} |Aut(M)| = 240 Reflexible Map R27.1 Genus 27 Type {4,30} |Aut(M)| = 480 Reflexible Map R40.1 Genus 40 Type {4,30} |Aut(M)| = 720 Reflexible Map R53.1 Genus 53 Type {4,30} |Aut(M)| = 960 Reflexible Map R66.2 Genus 66 Type {4,30} |Aut(M)| = 1200 Reflexible Map R79.1 Genus 79 Type {4,30} |Aut(M)| = 1440 Reflexible Map N28.1 Genus 28 Type {4,30} |Aut(M)| = 240 Non-orientable Map N28.2 Genus 28 Type {4,30} |Aut(M)| = 240 Non-orientable Map N106.6 Genus 106 Type {4,30} |Aut(M)| = 960 Non-orientable Map N106.7 Genus 106 Type {4,30} |Aut(M)| = 960 Non-orientable Map N106.8 Genus 106 Type {4,30} |Aut(M)| = 960 Non-orientable Map N132.1 Genus 132 Type {4,30} |Aut(M)| = 1200 Non-orientable Map N197.4 Genus 197 Type {4,30} |Aut(M)| = 1800 Non-orientable Maps of type {4,32} Total = 13 Map R8.4 Genus 8 Type {4,32} |Aut(M)| = 128 Reflexible Map R15.6 Genus 15 Type {4,32} |Aut(M)| = 256 Reflexible Map R15.7 Genus 15 Type {4,32} |Aut(M)| = 256 Reflexible Map R29.3 Genus 29 Type {4,32} |Aut(M)| = 512 Reflexible Map R29.4 Genus 29 Type {4,32} |Aut(M)| = 512 Reflexible Map R57.5 Genus 57 Type {4,32} |Aut(M)| = 1024 Reflexible Map R57.6 Genus 57 Type {4,32} |Aut(M)| = 1024 Reflexible Map R57.7 Genus 57 Type {4,32} |Aut(M)| = 1024 Reflexible Map R57.8 Genus 57 Type {4,32} |Aut(M)| = 1024 Reflexible Map C71.1 Genus 71 Type {4,32} |Aut(M)| = 640 Chiral Map C71.1# Genus 71 Type {4,32} |Aut(M)| = 640 Chiral Map C71.2 Genus 71 Type {4,32} |Aut(M)| = 640 Chiral Map C71.2# Genus 71 Type {4,32} |Aut(M)| = 640 Chiral Maps of type {4,33} Total = 2 Map R30.1 Genus 30 Type {4,33} |Aut(M)| = 528 Reflexible Map N31.1 Genus 31 Type {4,33} |Aut(M)| = 264 Non-orientable Maps of type {4,34} Total = 1 Map R16.4 Genus 16 Type {4,34} |Aut(M)| = 272 Reflexible Maps of type {4,35} Total = 2 Map R94.1 Genus 94 Type {4,35} |Aut(M)| = 1680 Reflexible Map N126.1 Genus 126 Type {4,35} |Aut(M)| = 1120 Non-orientable Maps of type {4,36} Total = 17 Map R9.13 Genus 9 Type {4,36} |Aut(M)| = 144 Reflexible Map R17.14 Genus 17 Type {4,36} |Aut(M)| = 288 Reflexible Map R33.26 Genus 33 Type {4,36} |Aut(M)| = 576 Reflexible Map R33.27 Genus 33 Type {4,36} |Aut(M)| = 576 Reflexible Map R33.28 Genus 33 Type {4,36} |Aut(M)| = 576 Reflexible Map R65.42 Genus 65 Type {4,36} |Aut(M)| = 1152 Reflexible Map R65.43 Genus 65 Type {4,36} |Aut(M)| = 1152 Reflexible Map R65.44 Genus 65 Type {4,36} |Aut(M)| = 1152 Reflexible Map R73.29 Genus 73 Type {4,36} |Aut(M)| = 1296 Reflexible Map C41.11 Genus 41 Type {4,36} |Aut(M)| = 360 Chiral Map C41.11# Genus 41 Type {4,36} |Aut(M)| = 360 Chiral Map C81.11 Genus 81 Type {4,36} |Aut(M)| = 720 Chiral Map C81.11# Genus 81 Type {4,36} |Aut(M)| = 720 Chiral Map N34.3 Genus 34 Type {4,36} |Aut(M)| = 288 Non-orientable Map N34.4 Genus 34 Type {4,36} |Aut(M)| = 288 Non-orientable Map N130.3 Genus 130 Type {4,36} |Aut(M)| = 1152 Non-orientable Map N130.4 Genus 130 Type {4,36} |Aut(M)| = 1152 Non-orientable Maps of type {4,38} Total = 1 Map R18.2 Genus 18 Type {4,38} |Aut(M)| = 304 Reflexible Maps of type {4,39} Total = 2 Map R36.5 Genus 36 Type {4,39} |Aut(M)| = 624 Reflexible Map N37.2 Genus 37 Type {4,39} |Aut(M)| = 312 Non-orientable Maps of type {4,40} Total = 21 Map R10.12 Genus 10 Type {4,40} |Aut(M)| = 160 Reflexible Map R19.10 Genus 19 Type {4,40} |Aut(M)| = 320 Reflexible Map R19.11 Genus 19 Type {4,40} |Aut(M)| = 320 Reflexible Map R37.19 Genus 37 Type {4,40} |Aut(M)| = 640 Reflexible Map R37.20 Genus 37 Type {4,40} |Aut(M)| = 640 Reflexible Map R73.30 Genus 73 Type {4,40} |Aut(M)| = 1280 Reflexible Map R73.31 Genus 73 Type {4,40} |Aut(M)| = 1280 Reflexible Map R73.32 Genus 73 Type {4,40} |Aut(M)| = 1280 Reflexible Map R73.33 Genus 73 Type {4,40} |Aut(M)| = 1280 Reflexible Map R91.23 Genus 91 Type {4,40} |Aut(M)| = 1600 Reflexible Map R91.24 Genus 91 Type {4,40} |Aut(M)| = 1600 Reflexible Map C82.7 Genus 82 Type {4,40} |Aut(M)| = 720 Chiral Map C82.7# Genus 82 Type {4,40} |Aut(M)| = 720 Chiral Map C91.8 Genus 91 Type {4,40} |Aut(M)| = 800 Chiral Map C91.8# Genus 91 Type {4,40} |Aut(M)| = 800 Chiral Map C91.9 Genus 91 Type {4,40} |Aut(M)| = 800 Chiral Map C91.9# Genus 91 Type {4,40} |Aut(M)| = 800 Chiral Map N146.3 Genus 146 Type {4,40} |Aut(M)| = 1280 Non-orientable Map N146.4 Genus 146 Type {4,40} |Aut(M)| = 1280 Non-orientable Map N146.5 Genus 146 Type {4,40} |Aut(M)| = 1280 Non-orientable Map N146.6 Genus 146 Type {4,40} |Aut(M)| = 1280 Non-orientable Maps of type {4,42} Total = 8 Map R20.1 Genus 20 Type {4,42} |Aut(M)| = 336 Reflexible Map R39.1 Genus 39 Type {4,42} |Aut(M)| = 672 Reflexible Map R58.1 Genus 58 Type {4,42} |Aut(M)| = 1008 Reflexible Map R77.1 Genus 77 Type {4,42} |Aut(M)| = 1344 Reflexible Map N40.1 Genus 40 Type {4,42} |Aut(M)| = 336 Non-orientable Map N40.2 Genus 40 Type {4,42} |Aut(M)| = 336 Non-orientable Map N154.1 Genus 154 Type {4,42} |Aut(M)| = 1344 Non-orientable Map N192.1 Genus 192 Type {4,42} |Aut(M)| = 1680 Non-orientable Maps of type {4,44} Total = 7 Map R11.4 Genus 11 Type {4,44} |Aut(M)| = 176 Reflexible Map R21.12 Genus 21 Type {4,44} |Aut(M)| = 352 Reflexible Map R41.15 Genus 41 Type {4,44} |Aut(M)| = 704 Reflexible Map R81.30 Genus 81 Type {4,44} |Aut(M)| = 1408 Reflexible Map R91.25 Genus 91 Type {4,44} |Aut(M)| = 1584 Reflexible Map C51.9 Genus 51 Type {4,44} |Aut(M)| = 440 Chiral Map C51.9# Genus 51 Type {4,44} |Aut(M)| = 440 Chiral Maps of type {4,45} Total = 3 Map R42.1 Genus 42 Type {4,45} |Aut(M)| = 720 Reflexible Map N43.1 Genus 43 Type {4,45} |Aut(M)| = 360 Non-orientable Map N166.1 Genus 166 Type {4,45} |Aut(M)| = 1440 Non-orientable Maps of type {4,46} Total = 1 Map R22.5 Genus 22 Type {4,46} |Aut(M)| = 368 Reflexible Maps of type {4,48} Total = 27 Map R12.3 Genus 12 Type {4,48} |Aut(M)| = 192 Reflexible Map R23.1 Genus 23 Type {4,48} |Aut(M)| = 384 Reflexible Map R23.2 Genus 23 Type {4,48} |Aut(M)| = 384 Reflexible Map R45.6 Genus 45 Type {4,48} |Aut(M)| = 768 Reflexible Map R45.7 Genus 45 Type {4,48} |Aut(M)| = 768 Reflexible Map R45.8 Genus 45 Type {4,48} |Aut(M)| = 768 Reflexible Map R45.9 Genus 45 Type {4,48} |Aut(M)| = 768 Reflexible Map R67.1 Genus 67 Type {4,48} |Aut(M)| = 1152 Reflexible Map R67.2 Genus 67 Type {4,48} |Aut(M)| = 1152 Reflexible Map R89.4 Genus 89 Type {4,48} |Aut(M)| = 1536 Reflexible Map R89.5 Genus 89 Type {4,48} |Aut(M)| = 1536 Reflexible Map R89.6 Genus 89 Type {4,48} |Aut(M)| = 1536 Reflexible Map R89.7 Genus 89 Type {4,48} |Aut(M)| = 1536 Reflexible Map R89.8 Genus 89 Type {4,48} |Aut(M)| = 1536 Reflexible Map R89.9 Genus 89 Type {4,48} |Aut(M)| = 1536 Reflexible Map R89.10 Genus 89 Type {4,48} |Aut(M)| = 1536 Reflexible Map R89.11 Genus 89 Type {4,48} |Aut(M)| = 1536 Reflexible Map R89.12 Genus 89 Type {4,48} |Aut(M)| = 1536 Reflexible Map R89.13 Genus 89 Type {4,48} |Aut(M)| = 1536 Reflexible Map C89.1 Genus 89 Type {4,48} |Aut(M)| = 768 Chiral Map C89.1# Genus 89 Type {4,48} |Aut(M)| = 768 Chiral Map N46.4 Genus 46 Type {4,48} |Aut(M)| = 384 Non-orientable Map N46.5 Genus 46 Type {4,48} |Aut(M)| = 384 Non-orientable Map N178.2 Genus 178 Type {4,48} |Aut(M)| = 1536 Non-orientable Map N178.3 Genus 178 Type {4,48} |Aut(M)| = 1536 Non-orientable Map N178.4 Genus 178 Type {4,48} |Aut(M)| = 1536 Non-orientable Map N178.5 Genus 178 Type {4,48} |Aut(M)| = 1536 Non-orientable Maps of type {4,50} Total = 3 Map R24.2 Genus 24 Type {4,50} |Aut(M)| = 400 Reflexible Map N186.1 Genus 186 Type {4,50} |Aut(M)| = 1600 Non-orientable Map N186.2 Genus 186 Type {4,50} |Aut(M)| = 1600 Non-orientable Maps of type {4,51} Total = 2 Map R48.1 Genus 48 Type {4,51} |Aut(M)| = 816 Reflexible Map N49.1 Genus 49 Type {4,51} |Aut(M)| = 408 Non-orientable Maps of type {4,52} Total = 6 Map R13.7 Genus 13 Type {4,52} |Aut(M)| = 208 Reflexible Map R25.16 Genus 25 Type {4,52} |Aut(M)| = 416 Reflexible Map R49.29 Genus 49 Type {4,52} |Aut(M)| = 832 Reflexible Map R97.52 Genus 97 Type {4,52} |Aut(M)| = 1664 Reflexible Map C61.6 Genus 61 Type {4,52} |Aut(M)| = 520 Chiral Map C61.6# Genus 61 Type {4,52} |Aut(M)| = 520 Chiral Maps of type {4,54} Total = 5 Map R26.3 Genus 26 Type {4,54} |Aut(M)| = 432 Reflexible Map R51.9 Genus 51 Type {4,54} |Aut(M)| = 864 Reflexible Map N52.1 Genus 52 Type {4,54} |Aut(M)| = 432 Non-orientable Map N52.2 Genus 52 Type {4,54} |Aut(M)| = 432 Non-orientable Map N202.1 Genus 202 Type {4,54} |Aut(M)| = 1728 Non-orientable Maps of type {4,56} Total = 5 Map R14.5 Genus 14 Type {4,56} |Aut(M)| = 224 Reflexible Map R27.2 Genus 27 Type {4,56} |Aut(M)| = 448 Reflexible Map R27.3 Genus 27 Type {4,56} |Aut(M)| = 448 Reflexible Map R53.2 Genus 53 Type {4,56} |Aut(M)| = 896 Reflexible Map R53.3 Genus 53 Type {4,56} |Aut(M)| = 896 Reflexible Maps of type {4,57} Total = 2 Map R54.1 Genus 54 Type {4,57} |Aut(M)| = 912 Reflexible Map N55.1 Genus 55 Type {4,57} |Aut(M)| = 456 Non-orientable Maps of type {4,58} Total = 1 Map R28.7 Genus 28 Type {4,58} |Aut(M)| = 464 Reflexible Maps of type {4,60} Total = 10 Map R15.8 Genus 15 Type {4,60} |Aut(M)| = 240 Reflexible Map R29.5 Genus 29 Type {4,60} |Aut(M)| = 480 Reflexible Map R57.9 Genus 57 Type {4,60} |Aut(M)| = 960 Reflexible Map R57.10 Genus 57 Type {4,60} |Aut(M)| = 960 Reflexible Map R57.11 Genus 57 Type {4,60} |Aut(M)| = 960 Reflexible Map R85.15 Genus 85 Type {4,60} |Aut(M)| = 1440 Reflexible Map C71.3 Genus 71 Type {4,60} |Aut(M)| = 600 Chiral Map C71.3# Genus 71 Type {4,60} |Aut(M)| = 600 Chiral Map N58.4 Genus 58 Type {4,60} |Aut(M)| = 480 Non-orientable Map N58.5 Genus 58 Type {4,60} |Aut(M)| = 480 Non-orientable Maps of type {4,62} Total = 1 Map R30.2 Genus 30 Type {4,62} |Aut(M)| = 496 Reflexible Maps of type {4,63} Total = 2 Map R60.1 Genus 60 Type {4,63} |Aut(M)| = 1008 Reflexible Map N61.1 Genus 61 Type {4,63} |Aut(M)| = 504 Non-orientable Maps of type {4,64} Total = 5 Map R16.5 Genus 16 Type {4,64} |Aut(M)| = 256 Reflexible Map R31.8 Genus 31 Type {4,64} |Aut(M)| = 512 Reflexible Map R31.9 Genus 31 Type {4,64} |Aut(M)| = 512 Reflexible Map R61.6 Genus 61 Type {4,64} |Aut(M)| = 1024 Reflexible Map R61.7 Genus 61 Type {4,64} |Aut(M)| = 1024 Reflexible Maps of type {4,66} Total = 5 Map R32.1 Genus 32 Type {4,66} |Aut(M)| = 528 Reflexible Map R63.1 Genus 63 Type {4,66} |Aut(M)| = 1056 Reflexible Map R94.2 Genus 94 Type {4,66} |Aut(M)| = 1584 Reflexible Map N64.1 Genus 64 Type {4,66} |Aut(M)| = 528 Non-orientable Map N64.2 Genus 64 Type {4,66} |Aut(M)| = 528 Non-orientable Maps of type {4,68} Total = 5 Map R17.15 Genus 17 Type {4,68} |Aut(M)| = 272 Reflexible Map R33.29 Genus 33 Type {4,68} |Aut(M)| = 544 Reflexible Map R65.45 Genus 65 Type {4,68} |Aut(M)| = 1088 Reflexible Map C81.12 Genus 81 Type {4,68} |Aut(M)| = 680 Chiral Map C81.12# Genus 81 Type {4,68} |Aut(M)| = 680 Chiral Maps of type {4,69} Total = 2 Map R66.3 Genus 66 Type {4,69} |Aut(M)| = 1104 Reflexible Map N67.1 Genus 67 Type {4,69} |Aut(M)| = 552 Non-orientable Maps of type {4,70} Total = 1 Map R34.4 Genus 34 Type {4,70} |Aut(M)| = 560 Reflexible Maps of type {4,72} Total = 11 Map R18.3 Genus 18 Type {4,72} |Aut(M)| = 288 Reflexible Map R35.1 Genus 35 Type {4,72} |Aut(M)| = 576 Reflexible Map R35.2 Genus 35 Type {4,72} |Aut(M)| = 576 Reflexible Map R69.4 Genus 69 Type {4,72} |Aut(M)| = 1152 Reflexible Map R69.5 Genus 69 Type {4,72} |Aut(M)| = 1152 Reflexible Map R69.6 Genus 69 Type {4,72} |Aut(M)| = 1152 Reflexible Map R69.7 Genus 69 Type {4,72} |Aut(M)| = 1152 Reflexible Map R69.8 Genus 69 Type {4,72} |Aut(M)| = 1152 Reflexible Map R69.9 Genus 69 Type {4,72} |Aut(M)| = 1152 Reflexible Map N70.2 Genus 70 Type {4,72} |Aut(M)| = 576 Non-orientable Map N70.3 Genus 70 Type {4,72} |Aut(M)| = 576 Non-orientable Maps of type {4,74} Total = 1 Map R36.6 Genus 36 Type {4,74} |Aut(M)| = 592 Reflexible Maps of type {4,75} Total = 2 Map R72.1 Genus 72 Type {4,75} |Aut(M)| = 1200 Reflexible Map N73.1 Genus 73 Type {4,75} |Aut(M)| = 600 Non-orientable Maps of type {4,76} Total = 5 Map R19.12 Genus 19 Type {4,76} |Aut(M)| = 304 Reflexible Map R37.21 Genus 37 Type {4,76} |Aut(M)| = 608 Reflexible Map R73.34 Genus 73 Type {4,76} |Aut(M)| = 1216 Reflexible Map C91.10 Genus 91 Type {4,76} |Aut(M)| = 760 Chiral Map C91.10# Genus 91 Type {4,76} |Aut(M)| = 760 Chiral Maps of type {4,78} Total = 4 Map R38.1 Genus 38 Type {4,78} |Aut(M)| = 624 Reflexible Map R75.1 Genus 75 Type {4,78} |Aut(M)| = 1248 Reflexible Map N76.1 Genus 76 Type {4,78} |Aut(M)| = 624 Non-orientable Map N76.2 Genus 76 Type {4,78} |Aut(M)| = 624 Non-orientable Maps of type {4,80} Total = 5 Map R20.2 Genus 20 Type {4,80} |Aut(M)| = 320 Reflexible Map R39.2 Genus 39 Type {4,80} |Aut(M)| = 640 Reflexible Map R39.3 Genus 39 Type {4,80} |Aut(M)| = 640 Reflexible Map R77.2 Genus 77 Type {4,80} |Aut(M)| = 1280 Reflexible Map R77.3 Genus 77 Type {4,80} |Aut(M)| = 1280 Reflexible Maps of type {4,81} Total = 2 Map R78.2 Genus 78 Type {4,81} |Aut(M)| = 1296 Reflexible Map N79.1 Genus 79 Type {4,81} |Aut(M)| = 648 Non-orientable Maps of type {4,82} Total = 1 Map R40.2 Genus 40 Type {4,82} |Aut(M)| = 656 Reflexible Maps of type {4,84} Total = 7 Map R21.13 Genus 21 Type {4,84} |Aut(M)| = 336 Reflexible Map R41.16 Genus 41 Type {4,84} |Aut(M)| = 672 Reflexible Map R81.31 Genus 81 Type {4,84} |Aut(M)| = 1344 Reflexible Map R81.32 Genus 81 Type {4,84} |Aut(M)| = 1344 Reflexible Map R81.33 Genus 81 Type {4,84} |Aut(M)| = 1344 Reflexible Map N82.6 Genus 82 Type {4,84} |Aut(M)| = 672 Non-orientable Map N82.7 Genus 82 Type {4,84} |Aut(M)| = 672 Non-orientable Maps of type {4,86} Total = 1 Map R42.2 Genus 42 Type {4,86} |Aut(M)| = 688 Reflexible Maps of type {4,87} Total = 2 Map R84.1 Genus 84 Type {4,87} |Aut(M)| = 1392 Reflexible Map N85.1 Genus 85 Type {4,87} |Aut(M)| = 696 Non-orientable Maps of type {4,88} Total = 5 Map R22.6 Genus 22 Type {4,88} |Aut(M)| = 352 Reflexible Map R43.5 Genus 43 Type {4,88} |Aut(M)| = 704 Reflexible Map R43.6 Genus 43 Type {4,88} |Aut(M)| = 704 Reflexible Map R85.16 Genus 85 Type {4,88} |Aut(M)| = 1408 Reflexible Map R85.17 Genus 85 Type {4,88} |Aut(M)| = 1408 Reflexible Maps of type {4,90} Total = 4 Map R44.1 Genus 44 Type {4,90} |Aut(M)| = 720 Reflexible Map R87.1 Genus 87 Type {4,90} |Aut(M)| = 1440 Reflexible Map N88.1 Genus 88 Type {4,90} |Aut(M)| = 720 Non-orientable Map N88.2 Genus 88 Type {4,90} |Aut(M)| = 720 Non-orientable Maps of type {4,92} Total = 3 Map R23.3 Genus 23 Type {4,92} |Aut(M)| = 368 Reflexible Map R45.10 Genus 45 Type {4,92} |Aut(M)| = 736 Reflexible Map R89.14 Genus 89 Type {4,92} |Aut(M)| = 1472 Reflexible Maps of type {4,93} Total = 2 Map R90.1 Genus 90 Type {4,93} |Aut(M)| = 1488 Reflexible Map N91.1 Genus 91 Type {4,93} |Aut(M)| = 744 Non-orientable Maps of type {4,94} Total = 1 Map R46.9 Genus 46 Type {4,94} |Aut(M)| = 752 Reflexible Maps of type {4,96} Total = 9 Map R24.3 Genus 24 Type {4,96} |Aut(M)| = 384 Reflexible Map R47.1 Genus 47 Type {4,96} |Aut(M)| = 768 Reflexible Map R47.2 Genus 47 Type {4,96} |Aut(M)| = 768 Reflexible Map R93.1 Genus 93 Type {4,96} |Aut(M)| = 1536 Reflexible Map R93.2 Genus 93 Type {4,96} |Aut(M)| = 1536 Reflexible Map R93.3 Genus 93 Type {4,96} |Aut(M)| = 1536 Reflexible Map R93.4 Genus 93 Type {4,96} |Aut(M)| = 1536 Reflexible Map N94.1 Genus 94 Type {4,96} |Aut(M)| = 768 Non-orientable Map N94.2 Genus 94 Type {4,96} |Aut(M)| = 768 Non-orientable Maps of type {4,98} Total = 1 Map R48.2 Genus 48 Type {4,98} |Aut(M)| = 784 Reflexible Maps of type {4,99} Total = 2 Map R96.4 Genus 96 Type {4,99} |Aut(M)| = 1584 Reflexible Map N97.3 Genus 97 Type {4,99} |Aut(M)| = 792 Non-orientable Maps of type {4,100} Total = 3 Map R25.17 Genus 25 Type {4,100} |Aut(M)| = 400 Reflexible Map R49.30 Genus 49 Type {4,100} |Aut(M)| = 800 Reflexible Map R97.53 Genus 97 Type {4,100} |Aut(M)| = 1600 Reflexible Maps of type {4,102} Total = 4 Map R50.2 Genus 50 Type {4,102} |Aut(M)| = 816 Reflexible Map R99.6 Genus 99 Type {4,102} |Aut(M)| = 1632 Reflexible Map N100.1 Genus 100 Type {4,102} |Aut(M)| = 816 Non-orientable Map N100.2 Genus 100 Type {4,102} |Aut(M)| = 816 Non-orientable Maps of type {4,104} Total = 3 Map R26.4 Genus 26 Type {4,104} |Aut(M)| = 416 Reflexible Map R51.10 Genus 51 Type {4,104} |Aut(M)| = 832 Reflexible Map R51.11 Genus 51 Type {4,104} |Aut(M)| = 832 Reflexible Maps of type {4,105} Total = 1 Map N103.1 Genus 103 Type {4,105} |Aut(M)| = 840 Non-orientable Maps of type {4,106} Total = 1 Map R52.3 Genus 52 Type {4,106} |Aut(M)| = 848 Reflexible Maps of type {4,108} Total = 4 Map R27.4 Genus 27 Type {4,108} |Aut(M)| = 432 Reflexible Map R53.4 Genus 53 Type {4,108} |Aut(M)| = 864 Reflexible Map N106.9 Genus 106 Type {4,108} |Aut(M)| = 864 Non-orientable Map N106.10 Genus 106 Type {4,108} |Aut(M)| = 864 Non-orientable Maps of type {4,110} Total = 1 Map R54.2 Genus 54 Type {4,110} |Aut(M)| = 880 Reflexible Maps of type {4,111} Total = 1 Map N109.1 Genus 109 Type {4,111} |Aut(M)| = 888 Non-orientable Maps of type {4,112} Total = 3 Map R28.8 Genus 28 Type {4,112} |Aut(M)| = 448 Reflexible Map R55.13 Genus 55 Type {4,112} |Aut(M)| = 896 Reflexible Map R55.14 Genus 55 Type {4,112} |Aut(M)| = 896 Reflexible Maps of type {4,114} Total = 3 Map R56.4 Genus 56 Type {4,114} |Aut(M)| = 912 Reflexible Map N112.5 Genus 112 Type {4,114} |Aut(M)| = 912 Non-orientable Map N112.6 Genus 112 Type {4,114} |Aut(M)| = 912 Non-orientable Maps of type {4,116} Total = 2 Map R29.6 Genus 29 Type {4,116} |Aut(M)| = 464 Reflexible Map R57.12 Genus 57 Type {4,116} |Aut(M)| = 928 Reflexible Maps of type {4,117} Total = 1 Map N115.1 Genus 115 Type {4,117} |Aut(M)| = 936 Non-orientable Maps of type {4,118} Total = 1 Map R58.2 Genus 58 Type {4,118} |Aut(M)| = 944 Reflexible Maps of type {4,120} Total = 5 Map R30.3 Genus 30 Type {4,120} |Aut(M)| = 480 Reflexible Map R59.1 Genus 59 Type {4,120} |Aut(M)| = 960 Reflexible Map R59.2 Genus 59 Type {4,120} |Aut(M)| = 960 Reflexible Map N118.1 Genus 118 Type {4,120} |Aut(M)| = 960 Non-orientable Map N118.2 Genus 118 Type {4,120} |Aut(M)| = 960 Non-orientable Maps of type {4,122} Total = 1 Map R60.2 Genus 60 Type {4,122} |Aut(M)| = 976 Reflexible Maps of type {4,123} Total = 1 Map N121.1 Genus 121 Type {4,123} |Aut(M)| = 984 Non-orientable Maps of type {4,124} Total = 2 Map R31.10 Genus 31 Type {4,124} |Aut(M)| = 496 Reflexible Map R61.8 Genus 61 Type {4,124} |Aut(M)| = 992 Reflexible Maps of type {4,126} Total = 3 Map R62.1 Genus 62 Type {4,126} |Aut(M)| = 1008 Reflexible Map N124.1 Genus 124 Type {4,126} |Aut(M)| = 1008 Non-orientable Map N124.2 Genus 124 Type {4,126} |Aut(M)| = 1008 Non-orientable Maps of type {4,128} Total = 3 Map R32.2 Genus 32 Type {4,128} |Aut(M)| = 512 Reflexible Map R63.2 Genus 63 Type {4,128} |Aut(M)| = 1024 Reflexible Map R63.3 Genus 63 Type {4,128} |Aut(M)| = 1024 Reflexible Maps of type {4,129} Total = 1 Map N127.1 Genus 127 Type {4,129} |Aut(M)| = 1032 Non-orientable Maps of type {4,130} Total = 1 Map R64.6 Genus 64 Type {4,130} |Aut(M)| = 1040 Reflexible Maps of type {4,132} Total = 4 Map R33.30 Genus 33 Type {4,132} |Aut(M)| = 528 Reflexible Map R65.46 Genus 65 Type {4,132} |Aut(M)| = 1056 Reflexible Map N130.5 Genus 130 Type {4,132} |Aut(M)| = 1056 Non-orientable Map N130.6 Genus 130 Type {4,132} |Aut(M)| = 1056 Non-orientable Maps of type {4,134} Total = 1 Map R66.4 Genus 66 Type {4,134} |Aut(M)| = 1072 Reflexible Maps of type {4,135} Total = 1 Map N133.1 Genus 133 Type {4,135} |Aut(M)| = 1080 Non-orientable Maps of type {4,136} Total = 3 Map R34.5 Genus 34 Type {4,136} |Aut(M)| = 544 Reflexible Map R67.3 Genus 67 Type {4,136} |Aut(M)| = 1088 Reflexible Map R67.4 Genus 67 Type {4,136} |Aut(M)| = 1088 Reflexible Maps of type {4,138} Total = 3 Map R68.1 Genus 68 Type {4,138} |Aut(M)| = 1104 Reflexible Map N136.1 Genus 136 Type {4,138} |Aut(M)| = 1104 Non-orientable Map N136.2 Genus 136 Type {4,138} |Aut(M)| = 1104 Non-orientable Maps of type {4,140} Total = 2 Map R35.3 Genus 35 Type {4,140} |Aut(M)| = 560 Reflexible Map R69.10 Genus 69 Type {4,140} |Aut(M)| = 1120 Reflexible Maps of type {4,141} Total = 1 Map N139.1 Genus 139 Type {4,141} |Aut(M)| = 1128 Non-orientable Maps of type {4,142} Total = 1 Map R70.1 Genus 70 Type {4,142} |Aut(M)| = 1136 Reflexible Maps of type {4,144} Total = 5 Map R36.7 Genus 36 Type {4,144} |Aut(M)| = 576 Reflexible Map R71.1 Genus 71 Type {4,144} |Aut(M)| = 1152 Reflexible Map R71.2 Genus 71 Type {4,144} |Aut(M)| = 1152 Reflexible Map N142.3 Genus 142 Type {4,144} |Aut(M)| = 1152 Non-orientable Map N142.4 Genus 142 Type {4,144} |Aut(M)| = 1152 Non-orientable Maps of type {4,146} Total = 1 Map R72.2 Genus 72 Type {4,146} |Aut(M)| = 1168 Reflexible Maps of type {4,147} Total = 1 Map N145.2 Genus 145 Type {4,147} |Aut(M)| = 1176 Non-orientable Maps of type {4,148} Total = 2 Map R37.22 Genus 37 Type {4,148} |Aut(M)| = 592 Reflexible Map R73.35 Genus 73 Type {4,148} |Aut(M)| = 1184 Reflexible Maps of type {4,150} Total = 3 Map R74.1 Genus 74 Type {4,150} |Aut(M)| = 1200 Reflexible Map N148.1 Genus 148 Type {4,150} |Aut(M)| = 1200 Non-orientable Map N148.2 Genus 148 Type {4,150} |Aut(M)| = 1200 Non-orientable Maps of type {4,152} Total = 3 Map R38.2 Genus 38 Type {4,152} |Aut(M)| = 608 Reflexible Map R75.2 Genus 75 Type {4,152} |Aut(M)| = 1216 Reflexible Map R75.3 Genus 75 Type {4,152} |Aut(M)| = 1216 Reflexible Maps of type {4,153} Total = 1 Map N151.1 Genus 151 Type {4,153} |Aut(M)| = 1224 Non-orientable Maps of type {4,154} Total = 1 Map R76.6 Genus 76 Type {4,154} |Aut(M)| = 1232 Reflexible Maps of type {4,156} Total = 4 Map R39.4 Genus 39 Type {4,156} |Aut(M)| = 624 Reflexible Map R77.4 Genus 77 Type {4,156} |Aut(M)| = 1248 Reflexible Map N154.2 Genus 154 Type {4,156} |Aut(M)| = 1248 Non-orientable Map N154.3 Genus 154 Type {4,156} |Aut(M)| = 1248 Non-orientable Maps of type {4,158} Total = 1 Map R78.3 Genus 78 Type {4,158} |Aut(M)| = 1264 Reflexible Maps of type {4,159} Total = 1 Map N157.1 Genus 157 Type {4,159} |Aut(M)| = 1272 Non-orientable Maps of type {4,160} Total = 3 Map R40.3 Genus 40 Type {4,160} |Aut(M)| = 640 Reflexible Map R79.2 Genus 79 Type {4,160} |Aut(M)| = 1280 Reflexible Map R79.3 Genus 79 Type {4,160} |Aut(M)| = 1280 Reflexible Maps of type {4,162} Total = 3 Map R80.1 Genus 80 Type {4,162} |Aut(M)| = 1296 Reflexible Map N160.1 Genus 160 Type {4,162} |Aut(M)| = 1296 Non-orientable Map N160.2 Genus 160 Type {4,162} |Aut(M)| = 1296 Non-orientable Maps of type {4,164} Total = 2 Map R41.17 Genus 41 Type {4,164} |Aut(M)| = 656 Reflexible Map R81.34 Genus 81 Type {4,164} |Aut(M)| = 1312 Reflexible Maps of type {4,165} Total = 1 Map N163.1 Genus 163 Type {4,165} |Aut(M)| = 1320 Non-orientable Maps of type {4,166} Total = 1 Map R82.17 Genus 82 Type {4,166} |Aut(M)| = 1328 Reflexible Maps of type {4,168} Total = 5 Map R42.3 Genus 42 Type {4,168} |Aut(M)| = 672 Reflexible Map R83.1 Genus 83 Type {4,168} |Aut(M)| = 1344 Reflexible Map R83.2 Genus 83 Type {4,168} |Aut(M)| = 1344 Reflexible Map N166.2 Genus 166 Type {4,168} |Aut(M)| = 1344 Non-orientable Map N166.3 Genus 166 Type {4,168} |Aut(M)| = 1344 Non-orientable Maps of type {4,170} Total = 1 Map R84.2 Genus 84 Type {4,170} |Aut(M)| = 1360 Reflexible Maps of type {4,171} Total = 1 Map N169.1 Genus 169 Type {4,171} |Aut(M)| = 1368 Non-orientable Maps of type {4,172} Total = 2 Map R43.7 Genus 43 Type {4,172} |Aut(M)| = 688 Reflexible Map R85.18 Genus 85 Type {4,172} |Aut(M)| = 1376 Reflexible Maps of type {4,174} Total = 3 Map R86.2 Genus 86 Type {4,174} |Aut(M)| = 1392 Reflexible Map N172.2 Genus 172 Type {4,174} |Aut(M)| = 1392 Non-orientable Map N172.3 Genus 172 Type {4,174} |Aut(M)| = 1392 Non-orientable Maps of type {4,176} Total = 3 Map R44.2 Genus 44 Type {4,176} |Aut(M)| = 704 Reflexible Map R87.2 Genus 87 Type {4,176} |Aut(M)| = 1408 Reflexible Map R87.3 Genus 87 Type {4,176} |Aut(M)| = 1408 Reflexible Maps of type {4,177} Total = 1 Map N175.1 Genus 175 Type {4,177} |Aut(M)| = 1416 Non-orientable Maps of type {4,178} Total = 1 Map R88.1 Genus 88 Type {4,178} |Aut(M)| = 1424 Reflexible Maps of type {4,180} Total = 4 Map R45.11 Genus 45 Type {4,180} |Aut(M)| = 720 Reflexible Map R89.15 Genus 89 Type {4,180} |Aut(M)| = 1440 Reflexible Map N178.6 Genus 178 Type {4,180} |Aut(M)| = 1440 Non-orientable Map N178.7 Genus 178 Type {4,180} |Aut(M)| = 1440 Non-orientable Maps of type {4,182} Total = 1 Map R90.2 Genus 90 Type {4,182} |Aut(M)| = 1456 Reflexible Maps of type {4,183} Total = 1 Map N181.1 Genus 181 Type {4,183} |Aut(M)| = 1464 Non-orientable Maps of type {4,184} Total = 3 Map R46.10 Genus 46 Type {4,184} |Aut(M)| = 736 Reflexible Map R91.26 Genus 91 Type {4,184} |Aut(M)| = 1472 Reflexible Map R91.27 Genus 91 Type {4,184} |Aut(M)| = 1472 Reflexible Maps of type {4,186} Total = 3 Map R92.4 Genus 92 Type {4,186} |Aut(M)| = 1488 Reflexible Map N184.5 Genus 184 Type {4,186} |Aut(M)| = 1488 Non-orientable Map N184.6 Genus 184 Type {4,186} |Aut(M)| = 1488 Non-orientable Maps of type {4,188} Total = 2 Map R47.3 Genus 47 Type {4,188} |Aut(M)| = 752 Reflexible Map R93.5 Genus 93 Type {4,188} |Aut(M)| = 1504 Reflexible Maps of type {4,189} Total = 1 Map N187.1 Genus 187 Type {4,189} |Aut(M)| = 1512 Non-orientable Maps of type {4,190} Total = 1 Map R94.3 Genus 94 Type {4,190} |Aut(M)| = 1520 Reflexible Maps of type {4,192} Total = 5 Map R48.3 Genus 48 Type {4,192} |Aut(M)| = 768 Reflexible Map R95.1 Genus 95 Type {4,192} |Aut(M)| = 1536 Reflexible Map R95.2 Genus 95 Type {4,192} |Aut(M)| = 1536 Reflexible Map N190.1 Genus 190 Type {4,192} |Aut(M)| = 1536 Non-orientable Map N190.2 Genus 190 Type {4,192} |Aut(M)| = 1536 Non-orientable Maps of type {4,194} Total = 1 Map R96.5 Genus 96 Type {4,194} |Aut(M)| = 1552 Reflexible Maps of type {4,195} Total = 1 Map N193.1 Genus 193 Type {4,195} |Aut(M)| = 1560 Non-orientable Maps of type {4,196} Total = 2 Map R49.31 Genus 49 Type {4,196} |Aut(M)| = 784 Reflexible Map R97.54 Genus 97 Type {4,196} |Aut(M)| = 1568 Reflexible Maps of type {4,198} Total = 3 Map R98.1 Genus 98 Type {4,198} |Aut(M)| = 1584 Reflexible Map N196.1 Genus 196 Type {4,198} |Aut(M)| = 1584 Non-orientable Map N196.2 Genus 196 Type {4,198} |Aut(M)| = 1584 Non-orientable Maps of type {4,200} Total = 3 Map R50.3 Genus 50 Type {4,200} |Aut(M)| = 800 Reflexible Map R99.7 Genus 99 Type {4,200} |Aut(M)| = 1600 Reflexible Map R99.8 Genus 99 Type {4,200} |Aut(M)| = 1600 Reflexible Maps of type {4,201} Total = 1 Map N199.1 Genus 199 Type {4,201} |Aut(M)| = 1608 Non-orientable Maps of type {4,202} Total = 1 Map R100.6 Genus 100 Type {4,202} |Aut(M)| = 1616 Reflexible Maps of type {4,204} Total = 3 Map R51.12 Genus 51 Type {4,204} |Aut(M)| = 816 Reflexible Map N202.2 Genus 202 Type {4,204} |Aut(M)| = 1632 Non-orientable Map N202.3 Genus 202 Type {4,204} |Aut(M)| = 1632 Non-orientable Maps of type {4,208} Total = 1 Map R52.4 Genus 52 Type {4,208} |Aut(M)| = 832 Reflexible Maps of type {4,212} Total = 1 Map R53.5 Genus 53 Type {4,212} |Aut(M)| = 848 Reflexible Maps of type {4,216} Total = 1 Map R54.3 Genus 54 Type {4,216} |Aut(M)| = 864 Reflexible Maps of type {4,220} Total = 1 Map R55.15 Genus 55 Type {4,220} |Aut(M)| = 880 Reflexible Maps of type {4,224} Total = 1 Map R56.5 Genus 56 Type {4,224} |Aut(M)| = 896 Reflexible Maps of type {4,228} Total = 1 Map R57.13 Genus 57 Type {4,228} |Aut(M)| = 912 Reflexible Maps of type {4,232} Total = 1 Map R58.3 Genus 58 Type {4,232} |Aut(M)| = 928 Reflexible Maps of type {4,236} Total = 1 Map R59.3 Genus 59 Type {4,236} |Aut(M)| = 944 Reflexible Maps of type {4,240} Total = 1 Map R60.3 Genus 60 Type {4,240} |Aut(M)| = 960 Reflexible Maps of type {4,244} Total = 1 Map R61.9 Genus 61 Type {4,244} |Aut(M)| = 976 Reflexible Maps of type {4,248} Total = 1 Map R62.2 Genus 62 Type {4,248} |Aut(M)| = 992 Reflexible Maps of type {4,252} Total = 1 Map R63.4 Genus 63 Type {4,252} |Aut(M)| = 1008 Reflexible Maps of type {4,256} Total = 1 Map R64.7 Genus 64 Type {4,256} |Aut(M)| = 1024 Reflexible Maps of type {4,260} Total = 1 Map R65.47 Genus 65 Type {4,260} |Aut(M)| = 1040 Reflexible Maps of type {4,264} Total = 1 Map R66.5 Genus 66 Type {4,264} |Aut(M)| = 1056 Reflexible Maps of type {4,268} Total = 1 Map R67.5 Genus 67 Type {4,268} |Aut(M)| = 1072 Reflexible Maps of type {4,272} Total = 1 Map R68.2 Genus 68 Type {4,272} |Aut(M)| = 1088 Reflexible Maps of type {4,276} Total = 1 Map R69.11 Genus 69 Type {4,276} |Aut(M)| = 1104 Reflexible Maps of type {4,280} Total = 1 Map R70.2 Genus 70 Type {4,280} |Aut(M)| = 1120 Reflexible Maps of type {4,284} Total = 1 Map R71.3 Genus 71 Type {4,284} |Aut(M)| = 1136 Reflexible Maps of type {4,288} Total = 1 Map R72.3 Genus 72 Type {4,288} |Aut(M)| = 1152 Reflexible Maps of type {4,292} Total = 1 Map R73.36 Genus 73 Type {4,292} |Aut(M)| = 1168 Reflexible Maps of type {4,296} Total = 1 Map R74.2 Genus 74 Type {4,296} |Aut(M)| = 1184 Reflexible Maps of type {4,300} Total = 1 Map R75.4 Genus 75 Type {4,300} |Aut(M)| = 1200 Reflexible Maps of type {4,304} Total = 1 Map R76.7 Genus 76 Type {4,304} |Aut(M)| = 1216 Reflexible Maps of type {4,308} Total = 1 Map R77.5 Genus 77 Type {4,308} |Aut(M)| = 1232 Reflexible Maps of type {4,312} Total = 1 Map R78.4 Genus 78 Type {4,312} |Aut(M)| = 1248 Reflexible Maps of type {4,316} Total = 1 Map R79.4 Genus 79 Type {4,316} |Aut(M)| = 1264 Reflexible Maps of type {4,320} Total = 1 Map R80.2 Genus 80 Type {4,320} |Aut(M)| = 1280 Reflexible Maps of type {4,324} Total = 1 Map R81.35 Genus 81 Type {4,324} |Aut(M)| = 1296 Reflexible Maps of type {4,328} Total = 1 Map R82.18 Genus 82 Type {4,328} |Aut(M)| = 1312 Reflexible Maps of type {4,332} Total = 1 Map R83.3 Genus 83 Type {4,332} |Aut(M)| = 1328 Reflexible Maps of type {4,336} Total = 1 Map R84.3 Genus 84 Type {4,336} |Aut(M)| = 1344 Reflexible Maps of type {4,340} Total = 1 Map R85.19 Genus 85 Type {4,340} |Aut(M)| = 1360 Reflexible Maps of type {4,344} Total = 1 Map R86.3 Genus 86 Type {4,344} |Aut(M)| = 1376 Reflexible Maps of type {4,348} Total = 1 Map R87.4 Genus 87 Type {4,348} |Aut(M)| = 1392 Reflexible Maps of type {4,352} Total = 1 Map R88.2 Genus 88 Type {4,352} |Aut(M)| = 1408 Reflexible Maps of type {4,356} Total = 1 Map R89.16 Genus 89 Type {4,356} |Aut(M)| = 1424 Reflexible Maps of type {4,360} Total = 1 Map R90.3 Genus 90 Type {4,360} |Aut(M)| = 1440 Reflexible Maps of type {4,364} Total = 1 Map R91.28 Genus 91 Type {4,364} |Aut(M)| = 1456 Reflexible Maps of type {4,368} Total = 1 Map R92.5 Genus 92 Type {4,368} |Aut(M)| = 1472 Reflexible Maps of type {4,372} Total = 1 Map R93.6 Genus 93 Type {4,372} |Aut(M)| = 1488 Reflexible Maps of type {4,376} Total = 1 Map R94.4 Genus 94 Type {4,376} |Aut(M)| = 1504 Reflexible Maps of type {4,380} Total = 1 Map R95.3 Genus 95 Type {4,380} |Aut(M)| = 1520 Reflexible Maps of type {4,384} Total = 1 Map R96.6 Genus 96 Type {4,384} |Aut(M)| = 1536 Reflexible Maps of type {4,388} Total = 1 Map R97.55 Genus 97 Type {4,388} |Aut(M)| = 1552 Reflexible Maps of type {4,392} Total = 1 Map R98.2 Genus 98 Type {4,392} |Aut(M)| = 1568 Reflexible Maps of type {4,396} Total = 1 Map R99.9 Genus 99 Type {4,396} |Aut(M)| = 1584 Reflexible Maps of type {4,400} Total = 1 Map R100.7 Genus 100 Type {4,400} |Aut(M)| = 1600 Reflexible Maps of type {5,5} Total = 20 Map R4.6 Genus 4 Type {5,5} |Aut(M)| = 120 Reflexible Self-dual Map R5.9 Genus 5 Type {5,5} |Aut(M)| = 160 Reflexible Self-dual Map R9.14 Genus 9 Type {5,5} |Aut(M)| = 320 Reflexible Self-dual Map R16.6 Genus 16 Type {5,5} |Aut(M)| = 600 Reflexible Self-dual Map R19.13 Genus 19 Type {5,5} |Aut(M)| = 720 Reflexible Self-dual Map R34.6 Genus 34 Type {5,5} |Aut(M)| = 1320 Reflexible Self-dual Map R34.7 Genus 34 Type {5,5} |Aut(M)| = 1320 Reflexible Self-dual Map R49.32 Genus 49 Type {5,5} |Aut(M)| = 1920 Reflexible Self-dual Map R65.48 Genus 65 Type {5,5} |Aut(M)| = 2560 Reflexible Self-dual Map R91.29 Genus 91 Type {5,5} |Aut(M)| = 3600 Reflexible Self-dual Map R97.56 Genus 97 Type {5,5} |Aut(M)| = 3840 Reflexible Self-dual Map C49.3 Genus 49 Type {5,5} |Aut(M)| = 960 Chiral Self-dual Map C49.3# Genus 49 Type {5,5} |Aut(M)| = 960 Chiral Self-dual Map C97.7 Genus 97 Type {5,5} |Aut(M)| = 1920 Chiral Self-dual Map C97.7# Genus 97 Type {5,5} |Aut(M)| = 1920 Chiral Self-dual Map N5.3 Genus 5 Type {5,5} |Aut(M)| = 60 Non-orientable Self-dual Map N35.3 Genus 35 Type {5,5} |Aut(M)| = 660 Non-orientable Self-dual Map N50.6 Genus 50 Type {5,5} |Aut(M)| = 960 Non-orientable Self-dual Map N98.6 Genus 98 Type {5,5} |Aut(M)| = 1920 Non-orientable Self-dual Map N173.3 Genus 173 Type {5,5} |Aut(M)| = 3420 Non-orientable Self-dual Maps of type {5,6} Total = 28 Map R9.15 Genus 9 Type {5,6} |Aut(M)| = 240 Reflexible Map R9.16 Genus 9 Type {5,6} |Aut(M)| = 240 Reflexible Map R17.16 Genus 17 Type {5,6} |Aut(M)| = 480 Reflexible Map R41.18 Genus 41 Type {5,6} |Aut(M)| = 1200 Reflexible Map R41.19 Genus 41 Type {5,6} |Aut(M)| = 1200 Reflexible Map R45.12 Genus 45 Type {5,6} |Aut(M)| = 1320 Reflexible Map R45.13 Genus 45 Type {5,6} |Aut(M)| = 1320 Reflexible Map R49.33 Genus 49 Type {5,6} |Aut(M)| = 1440 Reflexible Map R55.16 Genus 55 Type {5,6} |Aut(M)| = 1620 Reflexible Map R65.49 Genus 65 Type {5,6} |Aut(M)| = 1920 Reflexible Map R81.36 Genus 81 Type {5,6} |Aut(M)| = 2400 Reflexible Map R89.17 Genus 89 Type {5,6} |Aut(M)| = 2640 Reflexible Map R89.18 Genus 89 Type {5,6} |Aut(M)| = 2640 Reflexible Map C65.7 Genus 65 Type {5,6} |Aut(M)| = 960 Chiral Map C65.7# Genus 65 Type {5,6} |Aut(M)| = 960 Chiral Map N10.4 Genus 10 Type {5,6} |Aut(M)| = 120 Non-orientable Map N10.5 Genus 10 Type {5,6} |Aut(M)| = 120 Non-orientable Map N10.6 Genus 10 Type {5,6} |Aut(M)| = 120 Non-orientable Map N42.1 Genus 42 Type {5,6} |Aut(M)| = 600 Non-orientable Map N46.6 Genus 46 Type {5,6} |Aut(M)| = 660 Non-orientable Map N50.7 Genus 50 Type {5,6} |Aut(M)| = 720 Non-orientable Map N66.5 Genus 66 Type {5,6} |Aut(M)| = 960 Non-orientable Map N90.1 Genus 90 Type {5,6} |Aut(M)| = 1320 Non-orientable Map N90.2 Genus 90 Type {5,6} |Aut(M)| = 1320 Non-orientable Map N130.7 Genus 130 Type {5,6} |Aut(M)| = 1920 Non-orientable Map N130.8 Genus 130 Type {5,6} |Aut(M)| = 1920 Non-orientable Map N130.9 Genus 130 Type {5,6} |Aut(M)| = 1920 Non-orientable Map N146.7 Genus 146 Type {5,6} |Aut(M)| = 2160 Non-orientable Maps of type {5,8} Total = 14 Map R22.7 Genus 22 Type {5,8} |Aut(M)| = 480 Reflexible Map R29.7 Genus 29 Type {5,8} |Aut(M)| = 640 Reflexible Map R29.8 Genus 29 Type {5,8} |Aut(M)| = 640 Reflexible Map R57.14 Genus 57 Type {5,8} |Aut(M)| = 1280 Reflexible Map R64.8 Genus 64 Type {5,8} |Aut(M)| = 1440 Reflexible Map R64.9 Genus 64 Type {5,8} |Aut(M)| = 1440 Reflexible Map N30.3 Genus 30 Type {5,8} |Aut(M)| = 320 Non-orientable Map N30.4 Genus 30 Type {5,8} |Aut(M)| = 320 Non-orientable Map N65.2 Genus 65 Type {5,8} |Aut(M)| = 720 Non-orientable Map N65.3 Genus 65 Type {5,8} |Aut(M)| = 720 Non-orientable Map N170.5 Genus 170 Type {5,8} |Aut(M)| = 1920 Non-orientable Map N170.6 Genus 170 Type {5,8} |Aut(M)| = 1920 Non-orientable Map N191.5 Genus 191 Type {5,8} |Aut(M)| = 2160 Non-orientable Map N191.6 Genus 191 Type {5,8} |Aut(M)| = 2160 Non-orientable Maps of type {5,10} Total = 49 Map R2.4 Genus 2 Type {5,10} |Aut(M)| = 20 Reflexible Map R6.6 Genus 6 Type {5,10} |Aut(M)| = 100 Reflexible Map R13.8 Genus 13 Type {5,10} |Aut(M)| = 240 Reflexible Map R17.17 Genus 17 Type {5,10} |Aut(M)| = 320 Reflexible Map R17.18 Genus 17 Type {5,10} |Aut(M)| = 320 Reflexible Map R26.5 Genus 26 Type {5,10} |Aut(M)| = 500 Reflexible Map R33.31 Genus 33 Type {5,10} |Aut(M)| = 640 Reflexible Map R61.10 Genus 61 Type {5,10} |Aut(M)| = 1200 Reflexible Map R61.11 Genus 61 Type {5,10} |Aut(M)| = 1200 Reflexible Map R73.37 Genus 73 Type {5,10} |Aut(M)| = 1440 Reflexible Map R73.38 Genus 73 Type {5,10} |Aut(M)| = 1440 Reflexible Map R81.37 Genus 81 Type {5,10} |Aut(M)| = 1600 Reflexible Map R82.19 Genus 82 Type {5,10} |Aut(M)| = 1620 Reflexible Map C12.1 Genus 12 Type {5,10} |Aut(M)| = 110 Chiral Map C12.1# Genus 12 Type {5,10} |Aut(M)| = 110 Chiral Map C12.2 Genus 12 Type {5,10} |Aut(M)| = 110 Chiral Map C12.2# Genus 12 Type {5,10} |Aut(M)| = 110 Chiral Map C32.1 Genus 32 Type {5,10} |Aut(M)| = 310 Chiral Map C32.1# Genus 32 Type {5,10} |Aut(M)| = 310 Chiral Map C32.2 Genus 32 Type {5,10} |Aut(M)| = 310 Chiral Map C32.2# Genus 32 Type {5,10} |Aut(M)| = 310 Chiral Map C42.1 Genus 42 Type {5,10} |Aut(M)| = 410 Chiral Map C42.1# Genus 42 Type {5,10} |Aut(M)| = 410 Chiral Map C42.2 Genus 42 Type {5,10} |Aut(M)| = 410 Chiral Map C42.2# Genus 42 Type {5,10} |Aut(M)| = 410 Chiral Map C56.1 Genus 56 Type {5,10} |Aut(M)| = 550 Chiral Map C56.1# Genus 56 Type {5,10} |Aut(M)| = 550 Chiral Map C56.2 Genus 56 Type {5,10} |Aut(M)| = 550 Chiral Map C56.2# Genus 56 Type {5,10} |Aut(M)| = 550 Chiral Map C62.1 Genus 62 Type {5,10} |Aut(M)| = 610 Chiral Map C62.1# Genus 62 Type {5,10} |Aut(M)| = 610 Chiral Map C62.2 Genus 62 Type {5,10} |Aut(M)| = 610 Chiral Map C62.2# Genus 62 Type {5,10} |Aut(M)| = 610 Chiral Map C72.1 Genus 72 Type {5,10} |Aut(M)| = 710 Chiral Map C72.1# Genus 72 Type {5,10} |Aut(M)| = 710 Chiral Map C72.2 Genus 72 Type {5,10} |Aut(M)| = 710 Chiral Map C72.2# Genus 72 Type {5,10} |Aut(M)| = 710 Chiral Map N14.2 Genus 14 Type {5,10} |Aut(M)| = 120 Non-orientable Map N14.3 Genus 14 Type {5,10} |Aut(M)| = 120 Non-orientable Map N62.2 Genus 62 Type {5,10} |Aut(M)| = 600 Non-orientable Map N74.2 Genus 74 Type {5,10} |Aut(M)| = 720 Non-orientable Map N134.3 Genus 134 Type {5,10} |Aut(M)| = 1320 Non-orientable Map N134.4 Genus 134 Type {5,10} |Aut(M)| = 1320 Non-orientable Map N134.5 Genus 134 Type {5,10} |Aut(M)| = 1320 Non-orientable Map N134.6 Genus 134 Type {5,10} |Aut(M)| = 1320 Non-orientable Map N194.1 Genus 194 Type {5,10} |Aut(M)| = 1920 Non-orientable Map N194.2 Genus 194 Type {5,10} |Aut(M)| = 1920 Non-orientable Map N194.3 Genus 194 Type {5,10} |Aut(M)| = 1920 Non-orientable Map N194.4 Genus 194 Type {5,10} |Aut(M)| = 1920 Non-orientable Maps of type {5,11} Total = 2 Map R70.3 Genus 70 Type {5,11} |Aut(M)| = 1320 Reflexible Map R70.4 Genus 70 Type {5,11} |Aut(M)| = 1320 Reflexible Maps of type {5,12} Total = 5 Map R27.5 Genus 27 Type {5,12} |Aut(M)| = 480 Reflexible Map N145.3 Genus 145 Type {5,12} |Aut(M)| = 1320 Non-orientable Map N145.4 Genus 145 Type {5,12} |Aut(M)| = 1320 Non-orientable Map N145.5 Genus 145 Type {5,12} |Aut(M)| = 1320 Non-orientable Map N145.6 Genus 145 Type {5,12} |Aut(M)| = 1320 Non-orientable Maps of type {5,15} Total = 1 Map R36.8 Genus 36 Type {5,15} |Aut(M)| = 600 Reflexible Maps of type {5,20} Total = 5 Map R31.11 Genus 31 Type {5,20} |Aut(M)| = 480 Reflexible Map R41.20 Genus 41 Type {5,20} |Aut(M)| = 640 Reflexible Map R41.21 Genus 41 Type {5,20} |Aut(M)| = 640 Reflexible Map R76.8 Genus 76 Type {5,20} |Aut(M)| = 1200 Reflexible Map R81.38 Genus 81 Type {5,20} |Aut(M)| = 1280 Reflexible Maps of type {5,30} Total = 2 Map R81.39 Genus 81 Type {5,30} |Aut(M)| = 1200 Reflexible Map R81.40 Genus 81 Type {5,30} |Aut(M)| = 1200 Reflexible Maps of type {6,6} Total = 323 Map R2.5 Genus 2 Type {6,6} |Aut(M)| = 24 Reflexible Self-dual Map R3.8 Genus 3 Type {6,6} |Aut(M)| = 48 Reflexible Self-dual Map R4.7 Genus 4 Type {6,6} |Aut(M)| = 72 Reflexible Self-dual Map R4.8 Genus 4 Type {6,6} |Aut(M)| = 72 Reflexible Non-self-dual Map R4.8* Genus 4 Type {6,6} |Aut(M)| = 72 Reflexible Non-self-dual Map R5.10 Genus 5 Type {6,6} |Aut(M)| = 96 Reflexible Self-dual Map R9.17 Genus 9 Type {6,6} |Aut(M)| = 192 Reflexible Self-dual Map R9.18 Genus 9 Type {6,6} |Aut(M)| = 192 Reflexible Self-dual Map R10.13 Genus 10 Type {6,6} |Aut(M)| = 216 Reflexible Self-dual Map R10.14 Genus 10 Type {6,6} |Aut(M)| = 216 Reflexible Self-dual Map R10.15 Genus 10 Type {6,6} |Aut(M)| = 216 Reflexible Non-self-dual Map R10.15* Genus 10 Type {6,6} |Aut(M)| = 216 Reflexible Non-self-dual Map R11.5 Genus 11 Type {6,6} |Aut(M)| = 240 Reflexible Self-dual Map R13.9 Genus 13 Type {6,6} |Aut(M)| = 288 Reflexible Non-self-dual Map R13.9* Genus 13 Type {6,6} |Aut(M)| = 288 Reflexible Non-self-dual Map R17.19 Genus 17 Type {6,6} |Aut(M)| = 384 Reflexible Non-self-dual Map R17.19* Genus 17 Type {6,6} |Aut(M)| = 384 Reflexible Non-self-dual Map R17.20 Genus 17 Type {6,6} |Aut(M)| = 384 Reflexible Self-dual Map R17.21 Genus 17 Type {6,6} |Aut(M)| = 384 Reflexible Self-dual Map R17.22 Genus 17 Type {6,6} |Aut(M)| = 384 Reflexible Self-dual Map R21.14 Genus 21 Type {6,6} |Aut(M)| = 480 Reflexible Self-dual Map R25.18 Genus 25 Type {6,6} |Aut(M)| = 576 Reflexible Non-self-dual Map R25.18* Genus 25 Type {6,6} |Aut(M)| = 576 Reflexible Non-self-dual Map R25.19 Genus 25 Type {6,6} |Aut(M)| = 576 Reflexible Non-self-dual Map R25.19* Genus 25 Type {6,6} |Aut(M)| = 576 Reflexible Non-self-dual Map R26.6 Genus 26 Type {6,6} |Aut(M)| = 600 Reflexible Non-self-dual Map R26.6* Genus 26 Type {6,6} |Aut(M)| = 600 Reflexible Non-self-dual Map R28.9 Genus 28 Type {6,6} |Aut(M)| = 648 Reflexible Non-self-dual Map R28.9* Genus 28 Type {6,6} |Aut(M)| = 648 Reflexible Non-self-dual Map R28.10 Genus 28 Type {6,6} |Aut(M)| = 648 Reflexible Self-dual Map R28.11 Genus 28 Type {6,6} |Aut(M)| = 648 Reflexible Non-self-dual Map R28.11* Genus 28 Type {6,6} |Aut(M)| = 648 Reflexible Non-self-dual Map R28.12 Genus 28 Type {6,6} |Aut(M)| = 648 Reflexible Non-self-dual Map R28.12* Genus 28 Type {6,6} |Aut(M)| = 648 Reflexible Non-self-dual Map R29.9 Genus 29 Type {6,6} |Aut(M)| = 672 Reflexible Self-dual Map R31.12 Genus 31 Type {6,6} |Aut(M)| = 720 Reflexible Self-dual Map R33.32 Genus 33 Type {6,6} |Aut(M)| = 768 Reflexible Non-self-dual Map R33.32* Genus 33 Type {6,6} |Aut(M)| = 768 Reflexible Non-self-dual Map R33.33 Genus 33 Type {6,6} |Aut(M)| = 768 Reflexible Self-dual Map R33.34 Genus 33 Type {6,6} |Aut(M)| = 768 Reflexible Self-dual Map R33.35 Genus 33 Type {6,6} |Aut(M)| = 768 Reflexible Self-dual Map R33.36 Genus 33 Type {6,6} |Aut(M)| = 768 Reflexible Self-dual Map R37.23 Genus 37 Type {6,6} |Aut(M)| = 864 Reflexible Self-dual Map R37.24 Genus 37 Type {6,6} |Aut(M)| = 864 Reflexible Non-self-dual Map R37.24* Genus 37 Type {6,6} |Aut(M)| = 864 Reflexible Non-self-dual Map R41.22 Genus 41 Type {6,6} |Aut(M)| = 960 Reflexible Self-dual Map R49.34 Genus 49 Type {6,6} |Aut(M)| = 1152 Reflexible Non-self-dual Map R49.34* Genus 49 Type {6,6} |Aut(M)| = 1152 Reflexible Non-self-dual Map R49.35 Genus 49 Type {6,6} |Aut(M)| = 1152 Reflexible Non-self-dual Map R49.35* Genus 49 Type {6,6} |Aut(M)| = 1152 Reflexible Non-self-dual Map R49.36 Genus 49 Type {6,6} |Aut(M)| = 1152 Reflexible Non-self-dual Map R49.36* Genus 49 Type {6,6} |Aut(M)| = 1152 Reflexible Non-self-dual Map R49.37 Genus 49 Type {6,6} |Aut(M)| = 1152 Reflexible Non-self-dual Map R49.37* Genus 49 Type {6,6} |Aut(M)| = 1152 Reflexible Non-self-dual Map R49.38 Genus 49 Type {6,6} |Aut(M)| = 1152 Reflexible Self-dual Map R50.4 Genus 50 Type {6,6} |Aut(M)| = 1176 Reflexible Non-self-dual Map R50.4* Genus 50 Type {6,6} |Aut(M)| = 1176 Reflexible Non-self-dual Map R55.17 Genus 55 Type {6,6} |Aut(M)| = 1296 Reflexible Self-dual Map R55.18 Genus 55 Type {6,6} |Aut(M)| = 1296 Reflexible Self-dual Map R56.6 Genus 56 Type {6,6} |Aut(M)| = 1320 Reflexible Self-dual Map R57.15 Genus 57 Type {6,6} |Aut(M)| = 1344 Reflexible Self-dual Map R61.12 Genus 61 Type {6,6} |Aut(M)| = 1440 Reflexible Self-dual Map R61.13 Genus 61 Type {6,6} |Aut(M)| = 1440 Reflexible Non-self-dual Map R61.13* Genus 61 Type {6,6} |Aut(M)| = 1440 Reflexible Non-self-dual Map R61.14 Genus 61 Type {6,6} |Aut(M)| = 1440 Reflexible Self-dual Map R65.50 Genus 65 Type {6,6} |Aut(M)| = 1536 Reflexible Non-self-dual Map R65.50* Genus 65 Type {6,6} |Aut(M)| = 1536 Reflexible Non-self-dual Map R65.51 Genus 65 Type {6,6} |Aut(M)| = 1536 Reflexible Self-dual Map R65.52 Genus 65 Type {6,6} |Aut(M)| = 1536 Reflexible Non-self-dual Map R65.52* Genus 65 Type {6,6} |Aut(M)| = 1536 Reflexible Non-self-dual Map R65.53 Genus 65 Type {6,6} |Aut(M)| = 1536 Reflexible Self-dual Map R65.54 Genus 65 Type {6,6} |Aut(M)| = 1536 Reflexible Self-dual Map R65.55 Genus 65 Type {6,6} |Aut(M)| = 1536 Reflexible Self-dual Map R65.56 Genus 65 Type {6,6} |Aut(M)| = 1536 Reflexible Self-dual Map R65.57 Genus 65 Type {6,6} |Aut(M)| = 1536 Reflexible Self-dual Map R65.58 Genus 65 Type {6,6} |Aut(M)| = 1536 Reflexible Self-dual Map R65.59 Genus 65 Type {6,6} |Aut(M)| = 1536 Reflexible Self-dual Map R73.39 Genus 73 Type {6,6} |Aut(M)| = 1728 Reflexible Non-self-dual Map R73.39* Genus 73 Type {6,6} |Aut(M)| = 1728 Reflexible Non-self-dual Map R73.40 Genus 73 Type {6,6} |Aut(M)| = 1728 Reflexible Non-self-dual Map R73.40* Genus 73 Type {6,6} |Aut(M)| = 1728 Reflexible Non-self-dual Map R73.41 Genus 73 Type {6,6} |Aut(M)| = 1728 Reflexible Self-dual Map R76.9 Genus 76 Type {6,6} |Aut(M)| = 1800 Reflexible Non-self-dual Map R76.9* Genus 76 Type {6,6} |Aut(M)| = 1800 Reflexible Non-self-dual Map R76.10 Genus 76 Type {6,6} |Aut(M)| = 1800 Reflexible Non-self-dual Map R76.10* Genus 76 Type {6,6} |Aut(M)| = 1800 Reflexible Non-self-dual Map R82.20 Genus 82 Type {6,6} |Aut(M)| = 1944 Reflexible Non-self-dual Map R82.20* Genus 82 Type {6,6} |Aut(M)| = 1944 Reflexible Non-self-dual Map R82.21 Genus 82 Type {6,6} |Aut(M)| = 1944 Reflexible Non-self-dual Map R82.21* Genus 82 Type {6,6} |Aut(M)| = 1944 Reflexible Non-self-dual Map R82.22 Genus 82 Type {6,6} |Aut(M)| = 1944 Reflexible Self-dual Map R82.23 Genus 82 Type {6,6} |Aut(M)| = 1944 Reflexible Non-self-dual Map R82.23* Genus 82 Type {6,6} |Aut(M)| = 1944 Reflexible Non-self-dual Map R82.24 Genus 82 Type {6,6} |Aut(M)| = 1944 Reflexible Self-dual Map R82.25 Genus 82 Type {6,6} |Aut(M)| = 1944 Reflexible Non-self-dual Map R82.25* Genus 82 Type {6,6} |Aut(M)| = 1944 Reflexible Non-self-dual Map R85.20 Genus 85 Type {6,6} |Aut(M)| = 2016 Reflexible Self-dual Map R92.6 Genus 92 Type {6,6} |Aut(M)| = 2184 Reflexible Self-dual Map R97.57 Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.57* Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.58 Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.58* Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.59 Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.59* Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.60 Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.60* Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.61 Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.61* Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.62 Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.62* Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.63 Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.63* Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.64 Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.64* Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.65 Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.65* Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.66 Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.66* Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Non-self-dual Map R97.67 Genus 97 Type {6,6} |Aut(M)| = 2304 Reflexible Self-dual Map C8.1 Genus 8 Type {6,6} |Aut(M)| = 84 Chiral Non-SD Non-MSD Map C8.1# Genus 8 Type {6,6} |Aut(M)| = 84 Chiral Non-SD Non-MSD Map C8.1* Genus 8 Type {6,6} |Aut(M)| = 84 Chiral Non-SD Non-MSD Map C8.1*# Genus 8 Type {6,6} |Aut(M)| = 84 Chiral Non-SD Non-MSD Map C14.1 Genus 14 Type {6,6} |Aut(M)| = 156 Chiral Non-SD Non-MSD Map C14.1# Genus 14 Type {6,6} |Aut(M)| = 156 Chiral Non-SD Non-MSD Map C14.1* Genus 14 Type {6,6} |Aut(M)| = 156 Chiral Non-SD Non-MSD Map C14.1*# Genus 14 Type {6,6} |Aut(M)| = 156 Chiral Non-SD Non-MSD Map C17.3 Genus 17 Type {6,6} |Aut(M)| = 192 Chiral Self-dual Map C17.3# Genus 17 Type {6,6} |Aut(M)| = 192 Chiral Self-dual Map C20.1 Genus 20 Type {6,6} |Aut(M)| = 228 Chiral Non-SD Non-MSD Map C20.1# Genus 20 Type {6,6} |Aut(M)| = 228 Chiral Non-SD Non-MSD Map C20.1* Genus 20 Type {6,6} |Aut(M)| = 228 Chiral Non-SD Non-MSD Map C20.1*# Genus 20 Type {6,6} |Aut(M)| = 228 Chiral Non-SD Non-MSD Map C22.2 Genus 22 Type {6,6} |Aut(M)| = 252 Chiral Non-SD Non-MSD Map C22.2# Genus 22 Type {6,6} |Aut(M)| = 252 Chiral Non-SD Non-MSD Map C22.2* Genus 22 Type {6,6} |Aut(M)| = 252 Chiral Non-SD Non-MSD Map C22.2*# Genus 22 Type {6,6} |Aut(M)| = 252 Chiral Non-SD Non-MSD Map C22.3 Genus 22 Type {6,6} |Aut(M)| = 252 Chiral Non-SD Non-MSD Map C22.3# Genus 22 Type {6,6} |Aut(M)| = 252 Chiral Non-SD Non-MSD Map C22.3* Genus 22 Type {6,6} |Aut(M)| = 252 Chiral Non-SD Non-MSD Map C22.3*# Genus 22 Type {6,6} |Aut(M)| = 252 Chiral Non-SD Non-MSD Map C29.1 Genus 29 Type {6,6} |Aut(M)| = 336 Chiral Non-SD Non-MSD Map C29.1# Genus 29 Type {6,6} |Aut(M)| = 336 Chiral Non-SD Non-MSD Map C29.1* Genus 29 Type {6,6} |Aut(M)| = 336 Chiral Non-SD Non-MSD Map C29.1*# Genus 29 Type {6,6} |Aut(M)| = 336 Chiral Non-SD Non-MSD Map C32.3 Genus 32 Type {6,6} |Aut(M)| = 372 Chiral Non-SD Non-MSD Map C32.3# Genus 32 Type {6,6} |Aut(M)| = 372 Chiral Non-SD Non-MSD Map C32.3* Genus 32 Type {6,6} |Aut(M)| = 372 Chiral Non-SD Non-MSD Map C32.3*# Genus 32 Type {6,6} |Aut(M)| = 372 Chiral Non-SD Non-MSD Map C33.4 Genus 33 Type {6,6} |Aut(M)| = 384 Chiral Self-dual Map C33.4# Genus 33 Type {6,6} |Aut(M)| = 384 Chiral Self-dual Map C33.5 Genus 33 Type {6,6} |Aut(M)| = 384 Chiral Self-dual Map C33.5# Genus 33 Type {6,6} |Aut(M)| = 384 Chiral Self-dual Map C38.1 Genus 38 Type {6,6} |Aut(M)| = 444 Chiral Non-SD Non-MSD Map C38.1# Genus 38 Type {6,6} |Aut(M)| = 444 Chiral Non-SD Non-MSD Map C38.1* Genus 38 Type {6,6} |Aut(M)| = 444 Chiral Non-SD Non-MSD Map C38.1*# Genus 38 Type {6,6} |Aut(M)| = 444 Chiral Non-SD Non-MSD Map C40.2 Genus 40 Type {6,6} |Aut(M)| = 468 Chiral Non-SD Non-MSD Map C40.2# Genus 40 Type {6,6} |Aut(M)| = 468 Chiral Non-SD Non-MSD Map C40.2* Genus 40 Type {6,6} |Aut(M)| = 468 Chiral Non-SD Non-MSD Map C40.2*# Genus 40 Type {6,6} |Aut(M)| = 468 Chiral Non-SD Non-MSD Map C40.3 Genus 40 Type {6,6} |Aut(M)| = 468 Chiral Non-SD Non-MSD Map C40.3# Genus 40 Type {6,6} |Aut(M)| = 468 Chiral Non-SD Non-MSD Map C40.3* Genus 40 Type {6,6} |Aut(M)| = 468 Chiral Non-SD Non-MSD Map C40.3*# Genus 40 Type {6,6} |Aut(M)| = 468 Chiral Non-SD Non-MSD Map C44.1 Genus 44 Type {6,6} |Aut(M)| = 516 Chiral Non-SD Non-MSD Map C44.1# Genus 44 Type {6,6} |Aut(M)| = 516 Chiral Non-SD Non-MSD Map C44.1* Genus 44 Type {6,6} |Aut(M)| = 516 Chiral Non-SD Non-MSD Map C44.1*# Genus 44 Type {6,6} |Aut(M)| = 516 Chiral Non-SD Non-MSD Map C49.4 Genus 49 Type {6,6} |Aut(M)| = 576 Chiral Non-SD Non-MSD Map C49.4# Genus 49 Type {6,6} |Aut(M)| = 576 Chiral Non-SD Non-MSD Map C49.4* Genus 49 Type {6,6} |Aut(M)| = 576 Chiral Non-SD Non-MSD Map C49.4*# Genus 49 Type {6,6} |Aut(M)| = 576 Chiral Non-SD Non-MSD Map C49.5 Genus 49 Type {6,6} |Aut(M)| = 576 Chiral Self-dual Map C49.5# Genus 49 Type {6,6} |Aut(M)| = 576 Chiral Self-dual Map C50.2 Genus 50 Type {6,6} |Aut(M)| = 588 Chiral Non-SD Non-MSD Map C50.2# Genus 50 Type {6,6} |Aut(M)| = 588 Chiral Non-SD Non-MSD Map C50.2* Genus 50 Type {6,6} |Aut(M)| = 588 Chiral Non-SD Non-MSD Map C50.2*# Genus 50 Type {6,6} |Aut(M)| = 588 Chiral Non-SD Non-MSD Map C50.3 Genus 50 Type {6,6} |Aut(M)| = 588 Chiral Self-dual Map C50.3# Genus 50 Type {6,6} |Aut(M)| = 588 Chiral Self-dual Map C50.4 Genus 50 Type {6,6} |Aut(M)| = 588 Chiral Mirror-self-dual Map C50.4# Genus 50 Type {6,6} |Aut(M)| = 588 Chiral Mirror-self-dual Map C53.5 Genus 53 Type {6,6} |Aut(M)| = 624 Chiral Non-SD Non-MSD Map C53.5# Genus 53 Type {6,6} |Aut(M)| = 624 Chiral Non-SD Non-MSD Map C53.5* Genus 53 Type {6,6} |Aut(M)| = 624 Chiral Non-SD Non-MSD Map C53.5*# Genus 53 Type {6,6} |Aut(M)| = 624 Chiral Non-SD Non-MSD Map C55.5 Genus 55 Type {6,6} |Aut(M)| = 648 Chiral Self-dual Map C55.5# Genus 55 Type {6,6} |Aut(M)| = 648 Chiral Self-dual Map C57.2 Genus 57 Type {6,6} |Aut(M)| = 672 Chiral Non-SD Non-MSD Map C57.2# Genus 57 Type {6,6} |Aut(M)| = 672 Chiral Non-SD Non-MSD Map C57.2* Genus 57 Type {6,6} |Aut(M)| = 672 Chiral Non-SD Non-MSD Map C57.2*# Genus 57 Type {6,6} |Aut(M)| = 672 Chiral Non-SD Non-MSD Map C58.2 Genus 58 Type {6,6} |Aut(M)| = 684 Chiral Non-SD Non-MSD Map C58.2# Genus 58 Type {6,6} |Aut(M)| = 684 Chiral Non-SD Non-MSD Map C58.2* Genus 58 Type {6,6} |Aut(M)| = 684 Chiral Non-SD Non-MSD Map C58.2*# Genus 58 Type {6,6} |Aut(M)| = 684 Chiral Non-SD Non-MSD Map C58.3 Genus 58 Type {6,6} |Aut(M)| = 684 Chiral Non-SD Non-MSD Map C58.3# Genus 58 Type {6,6} |Aut(M)| = 684 Chiral Non-SD Non-MSD Map C58.3* Genus 58 Type {6,6} |Aut(M)| = 684 Chiral Non-SD Non-MSD Map C58.3*# Genus 58 Type {6,6} |Aut(M)| = 684 Chiral Non-SD Non-MSD Map C61.7 Genus 61 Type {6,6} |Aut(M)| = 720 Chiral Self-dual Map C61.7# Genus 61 Type {6,6} |Aut(M)| = 720 Chiral Self-dual Map C62.3 Genus 62 Type {6,6} |Aut(M)| = 732 Chiral Non-SD Non-MSD Map C62.3# Genus 62 Type {6,6} |Aut(M)| = 732 Chiral Non-SD Non-MSD Map C62.3* Genus 62 Type {6,6} |Aut(M)| = 732 Chiral Non-SD Non-MSD Map C62.3*# Genus 62 Type {6,6} |Aut(M)| = 732 Chiral Non-SD Non-MSD Map C64.4 Genus 64 Type {6,6} |Aut(M)| = 756 Chiral Non-SD Non-MSD Map C64.4# Genus 64 Type {6,6} |Aut(M)| = 756 Chiral Non-SD Non-MSD Map C64.4* Genus 64 Type {6,6} |Aut(M)| = 756 Chiral Non-SD Non-MSD Map C64.4*# Genus 64 Type {6,6} |Aut(M)| = 756 Chiral Non-SD Non-MSD Map C64.5 Genus 64 Type {6,6} |Aut(M)| = 756 Chiral Non-SD Non-MSD Map C64.5# Genus 64 Type {6,6} |Aut(M)| = 756 Chiral Non-SD Non-MSD Map C64.5* Genus 64 Type {6,6} |Aut(M)| = 756 Chiral Non-SD Non-MSD Map C64.5*# Genus 64 Type {6,6} |Aut(M)| = 756 Chiral Non-SD Non-MSD Map C64.6 Genus 64 Type {6,6} |Aut(M)| = 756 Chiral Non-SD Non-MSD Map C64.6# Genus 64 Type {6,6} |Aut(M)| = 756 Chiral Non-SD Non-MSD Map C64.6* Genus 64 Type {6,6} |Aut(M)| = 756 Chiral Non-SD Non-MSD Map C64.6*# Genus 64 Type {6,6} |Aut(M)| = 756 Chiral Non-SD Non-MSD Map C65.8 Genus 65 Type {6,6} |Aut(M)| = 768 Chiral Non-SD Non-MSD Map C65.8# Genus 65 Type {6,6} |Aut(M)| = 768 Chiral Non-SD Non-MSD Map C65.8* Genus 65 Type {6,6} |Aut(M)| = 768 Chiral Non-SD Non-MSD Map C65.8*# Genus 65 Type {6,6} |Aut(M)| = 768 Chiral Non-SD Non-MSD Map C65.9 Genus 65 Type {6,6} |Aut(M)| = 768 Chiral Self-dual Map C65.9# Genus 65 Type {6,6} |Aut(M)| = 768 Chiral Self-dual Map C65.10 Genus 65 Type {6,6} |Aut(M)| = 768 Chiral Mirror-self-dual Map C65.10# Genus 65 Type {6,6} |Aut(M)| = 768 Chiral Mirror-self-dual Map C68.1 Genus 68 Type {6,6} |Aut(M)| = 804 Chiral Non-SD Non-MSD Map C68.1# Genus 68 Type {6,6} |Aut(M)| = 804 Chiral Non-SD Non-MSD Map C68.1* Genus 68 Type {6,6} |Aut(M)| = 804 Chiral Non-SD Non-MSD Map C68.1*# Genus 68 Type {6,6} |Aut(M)| = 804 Chiral Non-SD Non-MSD Map C74.1 Genus 74 Type {6,6} |Aut(M)| = 876 Chiral Non-SD Non-MSD Map C74.1# Genus 74 Type {6,6} |Aut(M)| = 876 Chiral Non-SD Non-MSD Map C74.1* Genus 74 Type {6,6} |Aut(M)| = 876 Chiral Non-SD Non-MSD Map C74.1*# Genus 74 Type {6,6} |Aut(M)| = 876 Chiral Non-SD Non-MSD Map C77.1 Genus 77 Type {6,6} |Aut(M)| = 912 Chiral Non-SD Non-MSD Map C77.1# Genus 77 Type {6,6} |Aut(M)| = 912 Chiral Non-SD Non-MSD Map C77.1* Genus 77 Type {6,6} |Aut(M)| = 912 Chiral Non-SD Non-MSD Map C77.1*# Genus 77 Type {6,6} |Aut(M)| = 912 Chiral Non-SD Non-MSD Map C80.1 Genus 80 Type {6,6} |Aut(M)| = 948 Chiral Non-SD Non-MSD Map C80.1# Genus 80 Type {6,6} |Aut(M)| = 948 Chiral Non-SD Non-MSD Map C80.1* Genus 80 Type {6,6} |Aut(M)| = 948 Chiral Non-SD Non-MSD Map C80.1*# Genus 80 Type {6,6} |Aut(M)| = 948 Chiral Non-SD Non-MSD Map C82.8 Genus 82 Type {6,6} |Aut(M)| = 972 Chiral Non-SD Non-MSD Map C82.8# Genus 82 Type {6,6} |Aut(M)| = 972 Chiral Non-SD Non-MSD Map C82.8* Genus 82 Type {6,6} |Aut(M)| = 972 Chiral Non-SD Non-MSD Map C82.8*# Genus 82 Type {6,6} |Aut(M)| = 972 Chiral Non-SD Non-MSD Map C85.2 Genus 85 Type {6,6} |Aut(M)| = 1008 Chiral Non-SD Non-MSD Map C85.2# Genus 85 Type {6,6} |Aut(M)| = 1008 Chiral Non-SD Non-MSD Map C85.2* Genus 85 Type {6,6} |Aut(M)| = 1008 Chiral Non-SD Non-MSD Map C85.2*# Genus 85 Type {6,6} |Aut(M)| = 1008 Chiral Non-SD Non-MSD Map C85.3 Genus 85 Type {6,6} |Aut(M)| = 1008 Chiral Non-SD Non-MSD Map C85.3# Genus 85 Type {6,6} |Aut(M)| = 1008 Chiral Non-SD Non-MSD Map C85.3* Genus 85 Type {6,6} |Aut(M)| = 1008 Chiral Non-SD Non-MSD Map C85.3*# Genus 85 Type {6,6} |Aut(M)| = 1008 Chiral Non-SD Non-MSD Map C92.1 Genus 92 Type {6,6} |Aut(M)| = 1092 Chiral Non-SD Non-MSD Map C92.1# Genus 92 Type {6,6} |Aut(M)| = 1092 Chiral Non-SD Non-MSD Map C92.1* Genus 92 Type {6,6} |Aut(M)| = 1092 Chiral Non-SD Non-MSD Map C92.1*# Genus 92 Type {6,6} |Aut(M)| = 1092 Chiral Non-SD Non-MSD Map C92.2 Genus 92 Type {6,6} |Aut(M)| = 1092 Chiral Non-SD Non-MSD Map C92.2# Genus 92 Type {6,6} |Aut(M)| = 1092 Chiral Non-SD Non-MSD Map C92.2* Genus 92 Type {6,6} |Aut(M)| = 1092 Chiral Non-SD Non-MSD Map C92.2*# Genus 92 Type {6,6} |Aut(M)| = 1092 Chiral Non-SD Non-MSD Map C92.3 Genus 92 Type {6,6} |Aut(M)| = 1092 Chiral Non-SD Non-MSD Map C92.3# Genus 92 Type {6,6} |Aut(M)| = 1092 Chiral Non-SD Non-MSD Map C92.3* Genus 92 Type {6,6} |Aut(M)| = 1092 Chiral Non-SD Non-MSD Map C92.3*# Genus 92 Type {6,6} |Aut(M)| = 1092 Chiral Non-SD Non-MSD Map C92.4 Genus 92 Type {6,6} |Aut(M)| = 1092 Chiral Non-SD Non-MSD Map C92.4# Genus 92 Type {6,6} |Aut(M)| = 1092 Chiral Non-SD Non-MSD Map C92.4* Genus 92 Type {6,6} |Aut(M)| = 1092 Chiral Non-SD Non-MSD Map C92.4*# Genus 92 Type {6,6} |Aut(M)| = 1092 Chiral Non-SD Non-MSD Map C94.2 Genus 94 Type {6,6} |Aut(M)| = 1116 Chiral Non-SD Non-MSD Map C94.2# Genus 94 Type {6,6} |Aut(M)| = 1116 Chiral Non-SD Non-MSD Map C94.2* Genus 94 Type {6,6} |Aut(M)| = 1116 Chiral Non-SD Non-MSD Map C94.2*# Genus 94 Type {6,6} |Aut(M)| = 1116 Chiral Non-SD Non-MSD Map C94.3 Genus 94 Type {6,6} |Aut(M)| = 1116 Chiral Non-SD Non-MSD Map C94.3# Genus 94 Type {6,6} |Aut(M)| = 1116 Chiral Non-SD Non-MSD Map C94.3* Genus 94 Type {6,6} |Aut(M)| = 1116 Chiral Non-SD Non-MSD Map C94.3*# Genus 94 Type {6,6} |Aut(M)| = 1116 Chiral Non-SD Non-MSD Map C97.8 Genus 97 Type {6,6} |Aut(M)| = 1152 Chiral Non-SD Non-MSD Map C97.8# Genus 97 Type {6,6} |Aut(M)| = 1152 Chiral Non-SD Non-MSD Map C97.8* Genus 97 Type {6,6} |Aut(M)| = 1152 Chiral Non-SD Non-MSD Map C97.8*# Genus 97 Type {6,6} |Aut(M)| = 1152 Chiral Non-SD Non-MSD Map C97.9 Genus 97 Type {6,6} |Aut(M)| = 1152 Chiral Non-SD Non-MSD Map C97.9# Genus 97 Type {6,6} |Aut(M)| = 1152 Chiral Non-SD Non-MSD Map C97.9* Genus 97 Type {6,6} |Aut(M)| = 1152 Chiral Non-SD Non-MSD Map C97.9*# Genus 97 Type {6,6} |Aut(M)| = 1152 Chiral Non-SD Non-MSD Map C97.10 Genus 97 Type {6,6} |Aut(M)| = 1152 Chiral Self-dual Map C97.10# Genus 97 Type {6,6} |Aut(M)| = 1152 Chiral Self-dual Map C98.1 Genus 98 Type {6,6} |Aut(M)| = 1164 Chiral Non-SD Non-MSD Map C98.1# Genus 98 Type {6,6} |Aut(M)| = 1164 Chiral Non-SD Non-MSD Map C98.1* Genus 98 Type {6,6} |Aut(M)| = 1164 Chiral Non-SD Non-MSD Map C98.1*# Genus 98 Type {6,6} |Aut(M)| = 1164 Chiral Non-SD Non-MSD Map N5.4 Genus 5 Type {6,6} |Aut(M)| = 36 Non-orientable Self-dual Map N11.2 Genus 11 Type {6,6} |Aut(M)| = 108 Non-orientable Self-dual Map N12.3 Genus 12 Type {6,6} |Aut(M)| = 120 Non-orientable Self-dual Map N22.3 Genus 22 Type {6,6} |Aut(M)| = 240 Non-orientable Self-dual Map N29.2 Genus 29 Type {6,6} |Aut(M)| = 324 Non-orientable Non-self-dual Map N29.2* Genus 29 Type {6,6} |Aut(M)| = 324 Non-orientable Non-self-dual Map N30.5 Genus 30 Type {6,6} |Aut(M)| = 336 Non-orientable Self-dual Map N50.8 Genus 50 Type {6,6} |Aut(M)| = 576 Non-orientable Self-dual Map N57.4 Genus 57 Type {6,6} |Aut(M)| = 660 Non-orientable Self-dual Map N58.6 Genus 58 Type {6,6} |Aut(M)| = 672 Non-orientable Self-dual Map N62.3 Genus 62 Type {6,6} |Aut(M)| = 720 Non-orientable Self-dual Map N62.4 Genus 62 Type {6,6} |Aut(M)| = 720 Non-orientable Non-self-dual Map N62.4* Genus 62 Type {6,6} |Aut(M)| = 720 Non-orientable Non-self-dual Map N83.2 Genus 83 Type {6,6} |Aut(M)| = 972 Non-orientable Self-dual Map N98.7 Genus 98 Type {6,6} |Aut(M)| = 1152 Non-orientable Self-dual Map N112.7 Genus 112 Type {6,6} |Aut(M)| = 1320 Non-orientable Non-self-dual Map N112.7* Genus 112 Type {6,6} |Aut(M)| = 1320 Non-orientable Non-self-dual Map N112.8 Genus 112 Type {6,6} |Aut(M)| = 1320 Non-orientable Non-self-dual Map N112.8* Genus 112 Type {6,6} |Aut(M)| = 1320 Non-orientable Non-self-dual Map N112.9 Genus 112 Type {6,6} |Aut(M)| = 1320 Non-orientable Self-dual Map N112.10 Genus 112 Type {6,6} |Aut(M)| = 1320 Non-orientable Self-dual Map N122.4 Genus 122 Type {6,6} |Aut(M)| = 1440 Non-orientable Self-dual Map N122.5 Genus 122 Type {6,6} |Aut(M)| = 1440 Non-orientable Self-dual Map N146.8 Genus 146 Type {6,6} |Aut(M)| = 1728 Non-orientable Self-dual Map N162.9 Genus 162 Type {6,6} |Aut(M)| = 1920 Non-orientable Self-dual Map N170.7 Genus 170 Type {6,6} |Aut(M)| = 2016 Non-orientable Non-self-dual Map N170.7* Genus 170 Type {6,6} |Aut(M)| = 2016 Non-orientable Non-self-dual Map N182.6 Genus 182 Type {6,6} |Aut(M)| = 2160 Non-orientable Self-dual Map N194.5 Genus 194 Type {6,6} |Aut(M)| = 2304 Non-orientable Non-self-dual Map N194.5* Genus 194 Type {6,6} |Aut(M)| = 2304 Non-orientable Non-self-dual Maps of type {6,7} Total = 8 Map R33.37 Genus 33 Type {6,7} |Aut(M)| = 672 Reflexible Map R33.38 Genus 33 Type {6,7} |Aut(M)| = 672 Reflexible Map R65.60 Genus 65 Type {6,7} |Aut(M)| = 1344 Reflexible Map R97.68 Genus 97 Type {6,7} |Aut(M)| = 2016 Reflexible Map N34.5 Genus 34 Type {6,7} |Aut(M)| = 336 Non-orientable Map N98.8 Genus 98 Type {6,7} |Aut(M)| = 1008 Non-orientable Map N98.9 Genus 98 Type {6,7} |Aut(M)| = 1008 Non-orientable Map N106.11 Genus 106 Type {6,7} |Aut(M)| = 1092 Non-orientable Maps of type {6,8} Total = 108 Map R6.7 Genus 6 Type {6,8} |Aut(M)| = 96 Reflexible Map R6.8 Genus 6 Type {6,8} |Aut(M)| = 96 Reflexible Map R11.6 Genus 11 Type {6,8} |Aut(M)| = 192 Reflexible Map R11.7 Genus 11 Type {6,8} |Aut(M)| = 192 Reflexible Map R16.7 Genus 16 Type {6,8} |Aut(M)| = 288 Reflexible Map R21.15 Genus 21 Type {6,8} |Aut(M)| = 384 Reflexible Map R21.16 Genus 21 Type {6,8} |Aut(M)| = 384 Reflexible Map R21.17 Genus 21 Type {6,8} |Aut(M)| = 384 Reflexible Map R21.18 Genus 21 Type {6,8} |Aut(M)| = 384 Reflexible Map R21.19 Genus 21 Type {6,8} |Aut(M)| = 384 Reflexible Map R36.9 Genus 36 Type {6,8} |Aut(M)| = 672 Reflexible Map R36.10 Genus 36 Type {6,8} |Aut(M)| = 672 Reflexible Map R41.23 Genus 41 Type {6,8} |Aut(M)| = 768 Reflexible Map R41.24 Genus 41 Type {6,8} |Aut(M)| = 768 Reflexible Map R41.25 Genus 41 Type {6,8} |Aut(M)| = 768 Reflexible Map R41.26 Genus 41 Type {6,8} |Aut(M)| = 768 Reflexible Map R41.27 Genus 41 Type {6,8} |Aut(M)| = 768 Reflexible Map R41.28 Genus 41 Type {6,8} |Aut(M)| = 768 Reflexible Map R41.29 Genus 41 Type {6,8} |Aut(M)| = 768 Reflexible Map R41.30 Genus 41 Type {6,8} |Aut(M)| = 768 Reflexible Map R41.31 Genus 41 Type {6,8} |Aut(M)| = 768 Reflexible Map R41.32 Genus 41 Type {6,8} |Aut(M)| = 768 Reflexible Map R41.33 Genus 41 Type {6,8} |Aut(M)| = 768 Reflexible Map R46.11 Genus 46 Type {6,8} |Aut(M)| = 864 Reflexible Map R46.12 Genus 46 Type {6,8} |Aut(M)| = 864 Reflexible Map R51.13 Genus 51 Type {6,8} |Aut(M)| = 960 Reflexible Map R51.14 Genus 51 Type {6,8} |Aut(M)| = 960 Reflexible Map R71.4 Genus 71 Type {6,8} |Aut(M)| = 1344 Reflexible Map R71.5 Genus 71 Type {6,8} |Aut(M)| = 1344 Reflexible Map R71.6 Genus 71 Type {6,8} |Aut(M)| = 1344 Reflexible Map R71.7 Genus 71 Type {6,8} |Aut(M)| = 1344 Reflexible Map R71.8 Genus 71 Type {6,8} |Aut(M)| = 1344 Reflexible Map R71.9 Genus 71 Type {6,8} |Aut(M)| = 1344 Reflexible Map R81.41 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.42 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.43 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.44 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.45 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.46 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.47 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.48 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.49 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.50 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.51 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.52 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.53 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.54 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.55 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.56 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.57 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.58 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.59 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.60 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map R81.61 Genus 81 Type {6,8} |Aut(M)| = 1536 Reflexible Map C41.12 Genus 41 Type {6,8} |Aut(M)| = 384 Chiral Map C41.12# Genus 41 Type {6,8} |Aut(M)| = 384 Chiral Map C46.4 Genus 46 Type {6,8} |Aut(M)| = 432 Chiral Map C46.4# Genus 46 Type {6,8} |Aut(M)| = 432 Chiral Map C81.13 Genus 81 Type {6,8} |Aut(M)| = 768 Chiral Map C81.13# Genus 81 Type {6,8} |Aut(M)| = 768 Chiral Map C81.14 Genus 81 Type {6,8} |Aut(M)| = 768 Chiral Map C81.14# Genus 81 Type {6,8} |Aut(M)| = 768 Chiral Map C81.15 Genus 81 Type {6,8} |Aut(M)| = 768 Chiral Map C81.15# Genus 81 Type {6,8} |Aut(M)| = 768 Chiral Map C81.16 Genus 81 Type {6,8} |Aut(M)| = 768 Chiral Map C81.16# Genus 81 Type {6,8} |Aut(M)| = 768 Chiral Map C81.17 Genus 81 Type {6,8} |Aut(M)| = 768 Chiral Map C81.17# Genus 81 Type {6,8} |Aut(M)| = 768 Chiral Map C81.18 Genus 81 Type {6,8} |Aut(M)| = 768 Chiral Map C81.18# Genus 81 Type {6,8} |Aut(M)| = 768 Chiral Map C91.11 Genus 91 Type {6,8} |Aut(M)| = 864 Chiral Map C91.11# Genus 91 Type {6,8} |Aut(M)| = 864 Chiral Map C91.12 Genus 91 Type {6,8} |Aut(M)| = 864 Chiral Map C91.12# Genus 91 Type {6,8} |Aut(M)| = 864 Chiral Map N22.4 Genus 22 Type {6,8} |Aut(M)| = 192 Non-orientable Map N37.3 Genus 37 Type {6,8} |Aut(M)| = 336 Non-orientable Map N37.4 Genus 37 Type {6,8} |Aut(M)| = 336 Non-orientable Map N42.2 Genus 42 Type {6,8} |Aut(M)| = 384 Non-orientable Map N42.3 Genus 42 Type {6,8} |Aut(M)| = 384 Non-orientable Map N52.3 Genus 52 Type {6,8} |Aut(M)| = 480 Non-orientable Map N52.4 Genus 52 Type {6,8} |Aut(M)| = 480 Non-orientable Map N72.1 Genus 72 Type {6,8} |Aut(M)| = 672 Non-orientable Map N72.2 Genus 72 Type {6,8} |Aut(M)| = 672 Non-orientable Map N72.3 Genus 72 Type {6,8} |Aut(M)| = 672 Non-orientable Map N72.4 Genus 72 Type {6,8} |Aut(M)| = 672 Non-orientable Map N72.5 Genus 72 Type {6,8} |Aut(M)| = 672 Non-orientable Map N72.6 Genus 72 Type {6,8} |Aut(M)| = 672 Non-orientable Map N72.7 Genus 72 Type {6,8} |Aut(M)| = 672 Non-orientable Map N72.8 Genus 72 Type {6,8} |Aut(M)| = 672 Non-orientable Map N82.8 Genus 82 Type {6,8} |Aut(M)| = 768 Non-orientable Map N82.9 Genus 82 Type {6,8} |Aut(M)| = 768 Non-orientable Map N82.10 Genus 82 Type {6,8} |Aut(M)| = 768 Non-orientable Map N122.6 Genus 122 Type {6,8} |Aut(M)| = 1152 Non-orientable Map N122.7 Genus 122 Type {6,8} |Aut(M)| = 1152 Non-orientable Map N122.8 Genus 122 Type {6,8} |Aut(M)| = 1152 Non-orientable Map N137.3 Genus 137 Type {6,8} |Aut(M)| = 1296 Non-orientable Map N142.5 Genus 142 Type {6,8} |Aut(M)| = 1344 Non-orientable Map N142.6 Genus 142 Type {6,8} |Aut(M)| = 1344 Non-orientable Map N142.7 Genus 142 Type {6,8} |Aut(M)| = 1344 Non-orientable Map N142.8 Genus 142 Type {6,8} |Aut(M)| = 1344 Non-orientable Map N152.1 Genus 152 Type {6,8} |Aut(M)| = 1440 Non-orientable Map N152.2 Genus 152 Type {6,8} |Aut(M)| = 1440 Non-orientable Map N152.3 Genus 152 Type {6,8} |Aut(M)| = 1440 Non-orientable Map N152.4 Genus 152 Type {6,8} |Aut(M)| = 1440 Non-orientable Map N152.5 Genus 152 Type {6,8} |Aut(M)| = 1440 Non-orientable Map N162.10 Genus 162 Type {6,8} |Aut(M)| = 1536 Non-orientable Map N162.11 Genus 162 Type {6,8} |Aut(M)| = 1536 Non-orientable Map N202.4 Genus 202 Type {6,8} |Aut(M)| = 1920 Non-orientable Maps of type {6,9} Total = 40 Map R7.6 Genus 7 Type {6,9} |Aut(M)| = 108 Reflexible Map R19.14 Genus 19 Type {6,9} |Aut(M)| = 324 Reflexible Map R19.15 Genus 19 Type {6,9} |Aut(M)| = 324 Reflexible Map R19.16 Genus 19 Type {6,9} |Aut(M)| = 324 Reflexible Map R19.17 Genus 19 Type {6,9} |Aut(M)| = 324 Reflexible Map R25.20 Genus 25 Type {6,9} |Aut(M)| = 432 Reflexible Map R55.19 Genus 55 Type {6,9} |Aut(M)| = 972 Reflexible Map R55.20 Genus 55 Type {6,9} |Aut(M)| = 972 Reflexible Map R55.21 Genus 55 Type {6,9} |Aut(M)| = 972 Reflexible Map R55.22 Genus 55 Type {6,9} |Aut(M)| = 972 Reflexible Map R55.23 Genus 55 Type {6,9} |Aut(M)| = 972 Reflexible Map R73.42 Genus 73 Type {6,9} |Aut(M)| = 1296 Reflexible Map R73.43 Genus 73 Type {6,9} |Aut(M)| = 1296 Reflexible Map R73.44 Genus 73 Type {6,9} |Aut(M)| = 1296 Reflexible Map R73.45 Genus 73 Type {6,9} |Aut(M)| = 1296 Reflexible Map R73.46 Genus 73 Type {6,9} |Aut(M)| = 1296 Reflexible Map R73.47 Genus 73 Type {6,9} |Aut(M)| = 1296 Reflexible Map R97.69 Genus 97 Type {6,9} |Aut(M)| = 1728 Reflexible Map C7.1 Genus 7 Type {6,9} |Aut(M)| = 54 Chiral Map C7.1# Genus 7 Type {6,9} |Aut(M)| = 54 Chiral Map C25.2 Genus 25 Type {6,9} |Aut(M)| = 216 Chiral Map C25.2# Genus 25 Type {6,9} |Aut(M)| = 216 Chiral Map C43.3 Genus 43 Type {6,9} |Aut(M)| = 378 Chiral Map C43.3# Genus 43 Type {6,9} |Aut(M)| = 378 Chiral Map C43.4 Genus 43 Type {6,9} |Aut(M)| = 378 Chiral Map C43.4# Genus 43 Type {6,9} |Aut(M)| = 378 Chiral Map C43.5 Genus 43 Type {6,9} |Aut(M)| = 378 Chiral Map C43.5# Genus 43 Type {6,9} |Aut(M)| = 378 Chiral Map C55.6 Genus 55 Type {6,9} |Aut(M)| = 486 Chiral Map C55.6# Genus 55 Type {6,9} |Aut(M)| = 486 Chiral Map C79.5 Genus 79 Type {6,9} |Aut(M)| = 702 Chiral Map C79.5# Genus 79 Type {6,9} |Aut(M)| = 702 Chiral Map C79.6 Genus 79 Type {6,9} |Aut(M)| = 702 Chiral Map C79.6# Genus 79 Type {6,9} |Aut(M)| = 702 Chiral Map C79.7 Genus 79 Type {6,9} |Aut(M)| = 702 Chiral Map C79.7# Genus 79 Type {6,9} |Aut(M)| = 702 Chiral Map C97.11 Genus 97 Type {6,9} |Aut(M)| = 864 Chiral Map C97.11# Genus 97 Type {6,9} |Aut(M)| = 864 Chiral Map N114.3 Genus 114 Type {6,9} |Aut(M)| = 1008 Non-orientable Map N114.4 Genus 114 Type {6,9} |Aut(M)| = 1008 Non-orientable Maps of type {6,10} Total = 39 Map R8.5 Genus 8 Type {6,10} |Aut(M)| = 120 Reflexible Map R15.9 Genus 15 Type {6,10} |Aut(M)| = 240 Reflexible Map R29.10 Genus 29 Type {6,10} |Aut(M)| = 480 Reflexible Map R29.11 Genus 29 Type {6,10} |Aut(M)| = 480 Reflexible Map R29.12 Genus 29 Type {6,10} |Aut(M)| = 480 Reflexible Map R36.11 Genus 36 Type {6,10} |Aut(M)| = 600 Reflexible Map R36.12 Genus 36 Type {6,10} |Aut(M)| = 600 Reflexible Map R57.16 Genus 57 Type {6,10} |Aut(M)| = 960 Reflexible Map R57.17 Genus 57 Type {6,10} |Aut(M)| = 960 Reflexible Map R85.21 Genus 85 Type {6,10} |Aut(M)| = 1440 Reflexible Map R85.22 Genus 85 Type {6,10} |Aut(M)| = 1440 Reflexible Map N9.3 Genus 9 Type {6,10} |Aut(M)| = 60 Non-orientable Map N16.5 Genus 16 Type {6,10} |Aut(M)| = 120 Non-orientable Map N16.6 Genus 16 Type {6,10} |Aut(M)| = 120 Non-orientable Map N30.6 Genus 30 Type {6,10} |Aut(M)| = 240 Non-orientable Map N30.7 Genus 30 Type {6,10} |Aut(M)| = 240 Non-orientable Map N30.8 Genus 30 Type {6,10} |Aut(M)| = 240 Non-orientable Map N30.9 Genus 30 Type {6,10} |Aut(M)| = 240 Non-orientable Map N30.10 Genus 30 Type {6,10} |Aut(M)| = 240 Non-orientable Map N30.11 Genus 30 Type {6,10} |Aut(M)| = 240 Non-orientable Map N37.5 Genus 37 Type {6,10} |Aut(M)| = 300 Non-orientable Map N86.9 Genus 86 Type {6,10} |Aut(M)| = 720 Non-orientable Map N86.10 Genus 86 Type {6,10} |Aut(M)| = 720 Non-orientable Map N86.11 Genus 86 Type {6,10} |Aut(M)| = 720 Non-orientable Map N142.9 Genus 142 Type {6,10} |Aut(M)| = 1200 Non-orientable Map N142.10 Genus 142 Type {6,10} |Aut(M)| = 1200 Non-orientable Map N156.1 Genus 156 Type {6,10} |Aut(M)| = 1320 Non-orientable Map N156.2 Genus 156 Type {6,10} |Aut(M)| = 1320 Non-orientable Map N156.3 Genus 156 Type {6,10} |Aut(M)| = 1320 Non-orientable Map N156.4 Genus 156 Type {6,10} |Aut(M)| = 1320 Non-orientable Map N156.5 Genus 156 Type {6,10} |Aut(M)| = 1320 Non-orientable Map N156.6 Genus 156 Type {6,10} |Aut(M)| = 1320 Non-orientable Map N170.8 Genus 170 Type {6,10} |Aut(M)| = 1440 Non-orientable Map N170.9 Genus 170 Type {6,10} |Aut(M)| = 1440 Non-orientable Map N170.10 Genus 170 Type {6,10} |Aut(M)| = 1440 Non-orientable Map N170.11 Genus 170 Type {6,10} |Aut(M)| = 1440 Non-orientable Map N177.2 Genus 177 Type {6,10} |Aut(M)| = 1500 Non-orientable Map N177.3 Genus 177 Type {6,10} |Aut(M)| = 1500 Non-orientable Map N191.7 Genus 191 Type {6,10} |Aut(M)| = 1620 Non-orientable Maps of type {6,11} Total = 1 Map R81.62 Genus 81 Type {6,11} |Aut(M)| = 1320 Reflexible Maps of type {6,12} Total = 153 Map R4.9 Genus 4 Type {6,12} |Aut(M)| = 48 Reflexible Map R7.7 Genus 7 Type {6,12} |Aut(M)| = 96 Reflexible Map R10.16 Genus 10 Type {6,12} |Aut(M)| = 144 Reflexible Map R10.17 Genus 10 Type {6,12} |Aut(M)| = 144 Reflexible Map R10.18 Genus 10 Type {6,12} |Aut(M)| = 144 Reflexible Map R13.10 Genus 13 Type {6,12} |Aut(M)| = 192 Reflexible Map R13.11 Genus 13 Type {6,12} |Aut(M)| = 192 Reflexible Map R19.18 Genus 19 Type {6,12} |Aut(M)| = 288 Reflexible Map R19.19 Genus 19 Type {6,12} |Aut(M)| = 288 Reflexible Map R19.20 Genus 19 Type {6,12} |Aut(M)| = 288 Reflexible Map R25.21 Genus 25 Type {6,12} |Aut(M)| = 384 Reflexible Map R25.22 Genus 25 Type {6,12} |Aut(M)| = 384 Reflexible Map R28.13 Genus 28 Type {6,12} |Aut(M)| = 432 Reflexible Map R28.14 Genus 28 Type {6,12} |Aut(M)| = 432 Reflexible Map R28.15 Genus 28 Type {6,12} |Aut(M)| = 432 Reflexible Map R28.16 Genus 28 Type {6,12} |Aut(M)| = 432 Reflexible Map R28.17 Genus 28 Type {6,12} |Aut(M)| = 432 Reflexible Map R28.18 Genus 28 Type {6,12} |Aut(M)| = 432 Reflexible Map R28.19 Genus 28 Type {6,12} |Aut(M)| = 432 Reflexible Map R28.20 Genus 28 Type {6,12} |Aut(M)| = 432 Reflexible Map R37.25 Genus 37 Type {6,12} |Aut(M)| = 576 Reflexible Map R37.26 Genus 37 Type {6,12} |Aut(M)| = 576 Reflexible Map R37.27 Genus 37 Type {6,12} |Aut(M)| = 576 Reflexible Map R37.28 Genus 37 Type {6,12} |Aut(M)| = 576 Reflexible Map R37.29 Genus 37 Type {6,12} |Aut(M)| = 576 Reflexible Map R37.30 Genus 37 Type {6,12} |Aut(M)| = 576 Reflexible Map R46.13 Genus 46 Type {6,12} |Aut(M)| = 720 Reflexible Map R49.39 Genus 49 Type {6,12} |Aut(M)| = 768 Reflexible Map R49.40 Genus 49 Type {6,12} |Aut(M)| = 768 Reflexible Map R49.41 Genus 49 Type {6,12} |Aut(M)| = 768 Reflexible Map R49.42 Genus 49 Type {6,12} |Aut(M)| = 768 Reflexible Map R49.43 Genus 49 Type {6,12} |Aut(M)| = 768 Reflexible Map R49.44 Genus 49 Type {6,12} |Aut(M)| = 768 Reflexible Map R49.45 Genus 49 Type {6,12} |Aut(M)| = 768 Reflexible Map R49.46 Genus 49 Type {6,12} |Aut(M)| = 768 Reflexible Map R49.47 Genus 49 Type {6,12} |Aut(M)| = 768 Reflexible Map R49.48 Genus 49 Type {6,12} |Aut(M)| = 768 Reflexible Map R55.24 Genus 55 Type {6,12} |Aut(M)| = 864 Reflexible Map R55.25 Genus 55 Type {6,12} |Aut(M)| = 864 Reflexible Map R55.26 Genus 55 Type {6,12} |Aut(M)| = 864 Reflexible Map R55.27 Genus 55 Type {6,12} |Aut(M)| = 864 Reflexible Map R61.15 Genus 61 Type {6,12} |Aut(M)| = 960 Reflexible Map R61.16 Genus 61 Type {6,12} |Aut(M)| = 960 Reflexible Map R73.48 Genus 73 Type {6,12} |Aut(M)| = 1152 Reflexible Map R73.49 Genus 73 Type {6,12} |Aut(M)| = 1152 Reflexible Map R73.50 Genus 73 Type {6,12} |Aut(M)| = 1152 Reflexible Map R73.51 Genus 73 Type {6,12} |Aut(M)| = 1152 Reflexible Map R73.52 Genus 73 Type {6,12} |Aut(M)| = 1152 Reflexible Map R73.53 Genus 73 Type {6,12} |Aut(M)| = 1152 Reflexible Map R73.54 Genus 73 Type {6,12} |Aut(M)| = 1152 Reflexible Map R73.55 Genus 73 Type {6,12} |Aut(M)| = 1152 Reflexible Map R73.56 Genus 73 Type {6,12} |Aut(M)| = 1152 Reflexible Map R73.57 Genus 73 Type {6,12} |Aut(M)| = 1152 Reflexible Map R73.58 Genus 73 Type {6,12} |Aut(M)| = 1152 Reflexible Map R76.11 Genus 76 Type {6,12} |Aut(M)| = 1200 Reflexible Map R76.12 Genus 76 Type {6,12} |Aut(M)| = 1200 Reflexible Map R82.26 Genus 82 Type {6,12} |Aut(M)| = 1296 Reflexible Map R82.27 Genus 82 Type {6,12} |Aut(M)| = 1296 Reflexible Map R82.28 Genus 82 Type {6,12} |Aut(M)| = 1296 Reflexible Map R82.29 Genus 82 Type {6,12} |Aut(M)| = 1296 Reflexible Map R82.30 Genus 82 Type {6,12} |Aut(M)| = 1296 Reflexible Map R82.31 Genus 82 Type {6,12} |Aut(M)| = 1296 Reflexible Map R82.32 Genus 82 Type {6,12} |Aut(M)| = 1296 Reflexible Map R82.33 Genus 82 Type {6,12} |Aut(M)| = 1296 Reflexible Map R82.34 Genus 82 Type {6,12} |Aut(M)| = 1296 Reflexible Map R82.35 Genus 82 Type {6,12} |Aut(M)| = 1296 Reflexible Map R82.36 Genus 82 Type {6,12} |Aut(M)| = 1296 Reflexible Map R82.37 Genus 82 Type {6,12} |Aut(M)| = 1296 Reflexible Map R82.38 Genus 82 Type {6,12} |Aut(M)| = 1296 Reflexible Map R82.39 Genus 82 Type {6,12} |Aut(M)| = 1296 Reflexible Map R82.40 Genus 82 Type {6,12} |Aut(M)| = 1296 Reflexible Map R82.41 Genus 82 Type {6,12} |Aut(M)| = 1296 Reflexible Map R91.30 Genus 91 Type {6,12} |Aut(M)| = 1440 Reflexible Map R91.31 Genus 91 Type {6,12} |Aut(M)| = 1440 Reflexible Map R97.70 Genus 97 Type {6,12} |Aut(M)| = 1536 Reflexible Map R97.71 Genus 97 Type {6,12} |Aut(M)| = 1536 Reflexible Map R97.72 Genus 97 Type {6,12} |Aut(M)| = 1536 Reflexible Map R97.73 Genus 97 Type {6,12} |Aut(M)| = 1536 Reflexible Map R97.74 Genus 97 Type {6,12} |Aut(M)| = 1536 Reflexible Map R97.75 Genus 97 Type {6,12} |Aut(M)| = 1536 Reflexible Map R97.76 Genus 97 Type {6,12} |Aut(M)| = 1536 Reflexible Map R97.77 Genus 97 Type {6,12} |Aut(M)| = 1536 Reflexible Map R97.78 Genus 97 Type {6,12} |Aut(M)| = 1536 Reflexible Map R97.79 Genus 97 Type {6,12} |Aut(M)| = 1536 Reflexible Map R97.80 Genus 97 Type {6,12} |Aut(M)| = 1536 Reflexible Map R97.81 Genus 97 Type {6,12} |Aut(M)| = 1536 Reflexible Map R97.82 Genus 97 Type {6,12} |Aut(M)| = 1536 Reflexible Map C22.4 Genus 22 Type {6,12} |Aut(M)| = 168 Chiral Map C22.4# Genus 22 Type {6,12} |Aut(M)| = 168 Chiral Map C22.5 Genus 22 Type {6,12} |Aut(M)| = 168 Chiral Map C22.5# Genus 22 Type {6,12} |Aut(M)| = 168 Chiral Map C40.4 Genus 40 Type {6,12} |Aut(M)| = 312 Chiral Map C40.4# Genus 40 Type {6,12} |Aut(M)| = 312 Chiral Map C40.5 Genus 40 Type {6,12} |Aut(M)| = 312 Chiral Map C40.5# Genus 40 Type {6,12} |Aut(M)| = 312 Chiral Map C43.6 Genus 43 Type {6,12} |Aut(M)| = 336 Chiral Map C43.6# Genus 43 Type {6,12} |Aut(M)| = 336 Chiral Map C49.6 Genus 49 Type {6,12} |Aut(M)| = 384 Chiral Map C49.6# Genus 49 Type {6,12} |Aut(M)| = 384 Chiral Map C49.7 Genus 49 Type {6,12} |Aut(M)| = 384 Chiral Map C49.7# Genus 49 Type {6,12} |Aut(M)| = 384 Chiral Map C58.4 Genus 58 Type {6,12} |Aut(M)| = 456 Chiral Map C58.4# Genus 58 Type {6,12} |Aut(M)| = 456 Chiral Map C58.5 Genus 58 Type {6,12} |Aut(M)| = 456 Chiral Map C58.5# Genus 58 Type {6,12} |Aut(M)| = 456 Chiral Map C64.7 Genus 64 Type {6,12} |Aut(M)| = 504 Chiral Map C64.7# Genus 64 Type {6,12} |Aut(M)| = 504 Chiral Map C64.8 Genus 64 Type {6,12} |Aut(M)| = 504 Chiral Map C64.8# Genus 64 Type {6,12} |Aut(M)| = 504 Chiral Map C64.9 Genus 64 Type {6,12} |Aut(M)| = 504 Chiral Map C64.9# Genus 64 Type {6,12} |Aut(M)| = 504 Chiral Map C64.10 Genus 64 Type {6,12} |Aut(M)| = 504 Chiral Map C64.10# Genus 64 Type {6,12} |Aut(M)| = 504 Chiral Map C79.8 Genus 79 Type {6,12} |Aut(M)| = 624 Chiral Map C79.8# Genus 79 Type {6,12} |Aut(M)| = 624 Chiral Map C85.4 Genus 85 Type {6,12} |Aut(M)| = 672 Chiral Map C85.4# Genus 85 Type {6,12} |Aut(M)| = 672 Chiral Map C85.5 Genus 85 Type {6,12} |Aut(M)| = 672 Chiral Map C85.5# Genus 85 Type {6,12} |Aut(M)| = 672 Chiral Map C85.6 Genus 85 Type {6,12} |Aut(M)| = 672 Chiral Map C85.6# Genus 85 Type {6,12} |Aut(M)| = 672 Chiral Map C85.7 Genus 85 Type {6,12} |Aut(M)| = 672 Chiral Map C85.7# Genus 85 Type {6,12} |Aut(M)| = 672 Chiral Map C94.4 Genus 94 Type {6,12} |Aut(M)| = 744 Chiral Map C94.4# Genus 94 Type {6,12} |Aut(M)| = 744 Chiral Map C94.5 Genus 94 Type {6,12} |Aut(M)| = 744 Chiral Map C94.5# Genus 94 Type {6,12} |Aut(M)| = 744 Chiral Map C97.12 Genus 97 Type {6,12} |Aut(M)| = 768 Chiral Map C97.12# Genus 97 Type {6,12} |Aut(M)| = 768 Chiral Map C97.13 Genus 97 Type {6,12} |Aut(M)| = 768 Chiral Map C97.13# Genus 97 Type {6,12} |Aut(M)| = 768 Chiral Map C97.14 Genus 97 Type {6,12} |Aut(M)| = 768 Chiral Map C97.14# Genus 97 Type {6,12} |Aut(M)| = 768 Chiral Map N20.3 Genus 20 Type {6,12} |Aut(M)| = 144 Non-orientable Map N29.3 Genus 29 Type {6,12} |Aut(M)| = 216 Non-orientable Map N29.4 Genus 29 Type {6,12} |Aut(M)| = 216 Non-orientable Map N29.5 Genus 29 Type {6,12} |Aut(M)| = 216 Non-orientable Map N56.4 Genus 56 Type {6,12} |Aut(M)| = 432 Non-orientable Map N62.5 Genus 62 Type {6,12} |Aut(M)| = 480 Non-orientable Map N62.6 Genus 62 Type {6,12} |Aut(M)| = 480 Non-orientable Map N83.3 Genus 83 Type {6,12} |Aut(M)| = 648 Non-orientable Map N92.4 Genus 92 Type {6,12} |Aut(M)| = 720 Non-orientable Map N164.2 Genus 164 Type {6,12} |Aut(M)| = 1296 Non-orientable Map N164.3 Genus 164 Type {6,12} |Aut(M)| = 1296 Non-orientable Map N164.4 Genus 164 Type {6,12} |Aut(M)| = 1296 Non-orientable Map N164.5 Genus 164 Type {6,12} |Aut(M)| = 1296 Non-orientable Map N164.6 Genus 164 Type {6,12} |Aut(M)| = 1296 Non-orientable Map N167.2 Genus 167 Type {6,12} |Aut(M)| = 1320 Non-orientable Map N167.3 Genus 167 Type {6,12} |Aut(M)| = 1320 Non-orientable Map N170.12 Genus 170 Type {6,12} |Aut(M)| = 1344 Non-orientable Map N170.13 Genus 170 Type {6,12} |Aut(M)| = 1344 Non-orientable Map N182.7 Genus 182 Type {6,12} |Aut(M)| = 1440 Non-orientable Map N182.8 Genus 182 Type {6,12} |Aut(M)| = 1440 Non-orientable Maps of type {6,13} Total = 1 Map N142.11 Genus 142 Type {6,13} |Aut(M)| = 1092 Non-orientable Maps of type {6,14} Total = 13 Map R12.4 Genus 12 Type {6,14} |Aut(M)| = 168 Reflexible Map R45.14 Genus 45 Type {6,14} |Aut(M)| = 672 Reflexible Map R78.5 Genus 78 Type {6,14} |Aut(M)| = 1176 Reflexible Map R78.6 Genus 78 Type {6,14} |Aut(M)| = 1176 Reflexible Map R89.19 Genus 89 Type {6,14} |Aut(M)| = 1344 Reflexible Map R89.20 Genus 89 Type {6,14} |Aut(M)| = 1344 Reflexible Map R89.21 Genus 89 Type {6,14} |Aut(M)| = 1344 Reflexible Map N13.2 Genus 13 Type {6,14} |Aut(M)| = 84 Non-orientable Map N79.2 Genus 79 Type {6,14} |Aut(M)| = 588 Non-orientable Map N90.3 Genus 90 Type {6,14} |Aut(M)| = 672 Non-orientable Map N90.4 Genus 90 Type {6,14} |Aut(M)| = 672 Non-orientable Map N134.7 Genus 134 Type {6,14} |Aut(M)| = 1008 Non-orientable Map N134.8 Genus 134 Type {6,14} |Aut(M)| = 1008 Non-orientable Maps of type {6,15} Total = 23 Map R5.11 Genus 5 Type {6,15} |Aut(M)| = 60 Reflexible Map R13.12 Genus 13 Type {6,15} |Aut(M)| = 180 Reflexible Map R17.23 Genus 17 Type {6,15} |Aut(M)| = 240 Reflexible Map R37.31 Genus 37 Type {6,15} |Aut(M)| = 540 Reflexible Map R49.49 Genus 49 Type {6,15} |Aut(M)| = 720 Reflexible Map R49.50 Genus 49 Type {6,15} |Aut(M)| = 720 Reflexible Map R49.51 Genus 49 Type {6,15} |Aut(M)| = 720 Reflexible Map R49.52 Genus 49 Type {6,15} |Aut(M)| = 720 Reflexible Map R49.53 Genus 49 Type {6,15} |Aut(M)| = 720 Reflexible Map R65.61 Genus 65 Type {6,15} |Aut(M)| = 960 Reflexible Map R97.83 Genus 97 Type {6,15} |Aut(M)| = 1440 Reflexible Map R97.84 Genus 97 Type {6,15} |Aut(M)| = 1440 Reflexible Map C29.2 Genus 29 Type {6,15} |Aut(M)| = 210 Chiral Map C29.2# Genus 29 Type {6,15} |Aut(M)| = 210 Chiral Map C53.6 Genus 53 Type {6,15} |Aut(M)| = 390 Chiral Map C53.6# Genus 53 Type {6,15} |Aut(M)| = 390 Chiral Map C65.11 Genus 65 Type {6,15} |Aut(M)| = 480 Chiral Map C65.11# Genus 65 Type {6,15} |Aut(M)| = 480 Chiral Map C77.2 Genus 77 Type {6,15} |Aut(M)| = 570 Chiral Map C77.2# Genus 77 Type {6,15} |Aut(M)| = 570 Chiral Map C85.8 Genus 85 Type {6,15} |Aut(M)| = 630 Chiral Map C85.8# Genus 85 Type {6,15} |Aut(M)| = 630 Chiral Map N50.9 Genus 50 Type {6,15} |Aut(M)| = 360 Non-orientable Maps of type {6,16} Total = 10 Map R14.6 Genus 14 Type {6,16} |Aut(M)| = 192 Reflexible Map R40.4 Genus 40 Type {6,16} |Aut(M)| = 576 Reflexible Map R53.6 Genus 53 Type {6,16} |Aut(M)| = 768 Reflexible Map R53.7 Genus 53 Type {6,16} |Aut(M)| = 768 Reflexible Map R53.8 Genus 53 Type {6,16} |Aut(M)| = 768 Reflexible Map R92.7 Genus 92 Type {6,16} |Aut(M)| = 1344 Reflexible Map R92.8 Genus 92 Type {6,16} |Aut(M)| = 1344 Reflexible Map N106.12 Genus 106 Type {6,16} |Aut(M)| = 768 Non-orientable Map N184.7 Genus 184 Type {6,16} |Aut(M)| = 1344 Non-orientable Map N184.8 Genus 184 Type {6,16} |Aut(M)| = 1344 Non-orientable Maps of type {6,18} Total = 30 Map R16.8 Genus 16 Type {6,18} |Aut(M)| = 216 Reflexible Map R16.9 Genus 16 Type {6,18} |Aut(M)| = 216 Reflexible Map R46.14 Genus 46 Type {6,18} |Aut(M)| = 648 Reflexible Map R46.15 Genus 46 Type {6,18} |Aut(M)| = 648 Reflexible Map R46.16 Genus 46 Type {6,18} |Aut(M)| = 648 Reflexible Map R46.17 Genus 46 Type {6,18} |Aut(M)| = 648 Reflexible Map R46.18 Genus 46 Type {6,18} |Aut(M)| = 648 Reflexible Map R46.19 Genus 46 Type {6,18} |Aut(M)| = 648 Reflexible Map R46.20 Genus 46 Type {6,18} |Aut(M)| = 648 Reflexible Map R46.21 Genus 46 Type {6,18} |Aut(M)| = 648 Reflexible Map R46.22 Genus 46 Type {6,18} |Aut(M)| = 648 Reflexible Map R61.17 Genus 61 Type {6,18} |Aut(M)| = 864 Reflexible Map R91.32 Genus 91 Type {6,18} |Aut(M)| = 1296 Reflexible Map C16.1 Genus 16 Type {6,18} |Aut(M)| = 108 Chiral Map C16.1# Genus 16 Type {6,18} |Aut(M)| = 108 Chiral Map C46.5 Genus 46 Type {6,18} |Aut(M)| = 324 Chiral Map C46.5# Genus 46 Type {6,18} |Aut(M)| = 324 Chiral Map C61.8 Genus 61 Type {6,18} |Aut(M)| = 432 Chiral Map C61.8# Genus 61 Type {6,18} |Aut(M)| = 432 Chiral Map N17.3 Genus 17 Type {6,18} |Aut(M)| = 108 Non-orientable Map N47.4 Genus 47 Type {6,18} |Aut(M)| = 324 Non-orientable Map N47.5 Genus 47 Type {6,18} |Aut(M)| = 324 Non-orientable Map N47.6 Genus 47 Type {6,18} |Aut(M)| = 324 Non-orientable Map N137.4 Genus 137 Type {6,18} |Aut(M)| = 972 Non-orientable Map N137.5 Genus 137 Type {6,18} |Aut(M)| = 972 Non-orientable Map N137.6 Genus 137 Type {6,18} |Aut(M)| = 972 Non-orientable Map N137.7 Genus 137 Type {6,18} |Aut(M)| = 972 Non-orientable Map N137.8 Genus 137 Type {6,18} |Aut(M)| = 972 Non-orientable Map N142.12 Genus 142 Type {6,18} |Aut(M)| = 1008 Non-orientable Map N142.13 Genus 142 Type {6,18} |Aut(M)| = 1008 Non-orientable Maps of type {6,20} Total = 18 Map R18.4 Genus 18 Type {6,20} |Aut(M)| = 240 Reflexible Map R35.4 Genus 35 Type {6,20} |Aut(M)| = 480 Reflexible Map R35.5 Genus 35 Type {6,20} |Aut(M)| = 480 Reflexible Map R52.5 Genus 52 Type {6,20} |Aut(M)| = 720 Reflexible Map R69.12 Genus 69 Type {6,20} |Aut(M)| = 960 Reflexible Map R69.13 Genus 69 Type {6,20} |Aut(M)| = 960 Reflexible Map R69.14 Genus 69 Type {6,20} |Aut(M)| = 960 Reflexible Map R69.15 Genus 69 Type {6,20} |Aut(M)| = 960 Reflexible Map R69.16 Genus 69 Type {6,20} |Aut(M)| = 960 Reflexible Map R86.4 Genus 86 Type {6,20} |Aut(M)| = 1200 Reflexible Map R86.5 Genus 86 Type {6,20} |Aut(M)| = 1200 Reflexible Map N36.1 Genus 36 Type {6,20} |Aut(M)| = 240 Non-orientable Map N53.1 Genus 53 Type {6,20} |Aut(M)| = 360 Non-orientable Map N70.4 Genus 70 Type {6,20} |Aut(M)| = 480 Non-orientable Map N70.5 Genus 70 Type {6,20} |Aut(M)| = 480 Non-orientable Map N155.1 Genus 155 Type {6,20} |Aut(M)| = 1080 Non-orientable Map N172.4 Genus 172 Type {6,20} |Aut(M)| = 1200 Non-orientable Map N172.5 Genus 172 Type {6,20} |Aut(M)| = 1200 Non-orientable Maps of type {6,21} Total = 11 Map R7.8 Genus 7 Type {6,21} |Aut(M)| = 84 Reflexible Map R19.21 Genus 19 Type {6,21} |Aut(M)| = 252 Reflexible Map R25.23 Genus 25 Type {6,21} |Aut(M)| = 336 Reflexible Map R55.28 Genus 55 Type {6,21} |Aut(M)| = 756 Reflexible Map R73.59 Genus 73 Type {6,21} |Aut(M)| = 1008 Reflexible Map R97.85 Genus 97 Type {6,21} |Aut(M)| = 1344 Reflexible Map C43.7 Genus 43 Type {6,21} |Aut(M)| = 294 Chiral Map C43.7# Genus 43 Type {6,21} |Aut(M)| = 294 Chiral Map C79.9 Genus 79 Type {6,21} |Aut(M)| = 546 Chiral Map C79.9# Genus 79 Type {6,21} |Aut(M)| = 546 Chiral Map N146.9 Genus 146 Type {6,21} |Aut(M)| = 1008 Non-orientable Maps of type {6,22} Total = 2 Map R20.3 Genus 20 Type {6,22} |Aut(M)| = 264 Reflexible Map N21.1 Genus 21 Type {6,22} |Aut(M)| = 132 Non-orientable Maps of type {6,24} Total = 50 Map R8.6 Genus 8 Type {6,24} |Aut(M)| = 96 Reflexible Map R22.8 Genus 22 Type {6,24} |Aut(M)| = 288 Reflexible Map R22.9 Genus 22 Type {6,24} |Aut(M)| = 288 Reflexible Map R22.10 Genus 22 Type {6,24} |Aut(M)| = 288 Reflexible Map R22.11 Genus 22 Type {6,24} |Aut(M)| = 288 Reflexible Map R29.13 Genus 29 Type {6,24} |Aut(M)| = 384 Reflexible Map R29.14 Genus 29 Type {6,24} |Aut(M)| = 384 Reflexible Map R43.8 Genus 43 Type {6,24} |Aut(M)| = 576 Reflexible Map R43.9 Genus 43 Type {6,24} |Aut(M)| = 576 Reflexible Map R43.10 Genus 43 Type {6,24} |Aut(M)| = 576 Reflexible Map R43.11 Genus 43 Type {6,24} |Aut(M)| = 576 Reflexible Map R57.18 Genus 57 Type {6,24} |Aut(M)| = 768 Reflexible Map R57.19 Genus 57 Type {6,24} |Aut(M)| = 768 Reflexible Map R64.10 Genus 64 Type {6,24} |Aut(M)| = 864 Reflexible Map R64.11 Genus 64 Type {6,24} |Aut(M)| = 864 Reflexible Map R64.12 Genus 64 Type {6,24} |Aut(M)| = 864 Reflexible Map R64.13 Genus 64 Type {6,24} |Aut(M)| = 864 Reflexible Map R64.14 Genus 64 Type {6,24} |Aut(M)| = 864 Reflexible Map R64.15 Genus 64 Type {6,24} |Aut(M)| = 864 Reflexible Map R64.16 Genus 64 Type {6,24} |Aut(M)| = 864 Reflexible Map R64.17 Genus 64 Type {6,24} |Aut(M)| = 864 Reflexible Map R64.18 Genus 64 Type {6,24} |Aut(M)| = 864 Reflexible Map R85.23 Genus 85 Type {6,24} |Aut(M)| = 1152 Reflexible Map R85.24 Genus 85 Type {6,24} |Aut(M)| = 1152 Reflexible Map R85.25 Genus 85 Type {6,24} |Aut(M)| = 1152 Reflexible Map R85.26 Genus 85 Type {6,24} |Aut(M)| = 1152 Reflexible Map R85.27 Genus 85 Type {6,24} |Aut(M)| = 1152 Reflexible Map R85.28 Genus 85 Type {6,24} |Aut(M)| = 1152 Reflexible Map R85.29 Genus 85 Type {6,24} |Aut(M)| = 1152 Reflexible Map R85.30 Genus 85 Type {6,24} |Aut(M)| = 1152 Reflexible Map R85.31 Genus 85 Type {6,24} |Aut(M)| = 1152 Reflexible Map R85.32 Genus 85 Type {6,24} |Aut(M)| = 1152 Reflexible Map R85.33 Genus 85 Type {6,24} |Aut(M)| = 1152 Reflexible Map R85.34 Genus 85 Type {6,24} |Aut(M)| = 1152 Reflexible Map R85.35 Genus 85 Type {6,24} |Aut(M)| = 1152 Reflexible Map R85.36 Genus 85 Type {6,24} |Aut(M)| = 1152 Reflexible Map R85.37 Genus 85 Type {6,24} |Aut(M)| = 1152 Reflexible Map C50.5 Genus 50 Type {6,24} |Aut(M)| = 336 Chiral Map C50.5# Genus 50 Type {6,24} |Aut(M)| = 336 Chiral Map C50.6 Genus 50 Type {6,24} |Aut(M)| = 336 Chiral Map C50.6# Genus 50 Type {6,24} |Aut(M)| = 336 Chiral Map C92.5 Genus 92 Type {6,24} |Aut(M)| = 624 Chiral Map C92.5# Genus 92 Type {6,24} |Aut(M)| = 624 Chiral Map C92.6 Genus 92 Type {6,24} |Aut(M)| = 624 Chiral Map C92.6# Genus 92 Type {6,24} |Aut(M)| = 624 Chiral Map N86.12 Genus 86 Type {6,24} |Aut(M)| = 576 Non-orientable Map N142.14 Genus 142 Type {6,24} |Aut(M)| = 960 Non-orientable Map N142.15 Genus 142 Type {6,24} |Aut(M)| = 960 Non-orientable Map N142.16 Genus 142 Type {6,24} |Aut(M)| = 960 Non-orientable Map N142.17 Genus 142 Type {6,24} |Aut(M)| = 960 Non-orientable Maps of type {6,26} Total = 2 Map R24.4 Genus 24 Type {6,26} |Aut(M)| = 312 Reflexible Map N25.2 Genus 25 Type {6,26} |Aut(M)| = 156 Non-orientable Maps of type {6,27} Total = 9 Map R25.24 Genus 25 Type {6,27} |Aut(M)| = 324 Reflexible Map R73.60 Genus 73 Type {6,27} |Aut(M)| = 972 Reflexible Map R73.61 Genus 73 Type {6,27} |Aut(M)| = 972 Reflexible Map R73.62 Genus 73 Type {6,27} |Aut(M)| = 972 Reflexible Map R97.86 Genus 97 Type {6,27} |Aut(M)| = 1296 Reflexible Map C25.3 Genus 25 Type {6,27} |Aut(M)| = 162 Chiral Map C25.3# Genus 25 Type {6,27} |Aut(M)| = 162 Chiral Map C97.15 Genus 97 Type {6,27} |Aut(M)| = 648 Chiral Map C97.15# Genus 97 Type {6,27} |Aut(M)| = 648 Chiral Maps of type {6,28} Total = 9 Map R26.7 Genus 26 Type {6,28} |Aut(M)| = 336 Reflexible Map R51.15 Genus 51 Type {6,28} |Aut(M)| = 672 Reflexible Map R76.13 Genus 76 Type {6,28} |Aut(M)| = 1008 Reflexible Map N52.5 Genus 52 Type {6,28} |Aut(M)| = 336 Non-orientable Map N77.2 Genus 77 Type {6,28} |Aut(M)| = 504 Non-orientable Map N202.5 Genus 202 Type {6,28} |Aut(M)| = 1344 Non-orientable Map N202.6 Genus 202 Type {6,28} |Aut(M)| = 1344 Non-orientable Map N202.7 Genus 202 Type {6,28} |Aut(M)| = 1344 Non-orientable Map N202.8 Genus 202 Type {6,28} |Aut(M)| = 1344 Non-orientable Maps of type {6,30} Total = 21 Map R10.19 Genus 10 Type {6,30} |Aut(M)| = 120 Reflexible Map R28.21 Genus 28 Type {6,30} |Aut(M)| = 360 Reflexible Map R28.22 Genus 28 Type {6,30} |Aut(M)| = 360 Reflexible Map R28.23 Genus 28 Type {6,30} |Aut(M)| = 360 Reflexible Map R37.32 Genus 37 Type {6,30} |Aut(M)| = 480 Reflexible Map R55.29 Genus 55 Type {6,30} |Aut(M)| = 720 Reflexible Map R73.63 Genus 73 Type {6,30} |Aut(M)| = 960 Reflexible Map R82.42 Genus 82 Type {6,30} |Aut(M)| = 1080 Reflexible Map R82.43 Genus 82 Type {6,30} |Aut(M)| = 1080 Reflexible Map R82.44 Genus 82 Type {6,30} |Aut(M)| = 1080 Reflexible Map R82.45 Genus 82 Type {6,30} |Aut(M)| = 1080 Reflexible Map C64.11 Genus 64 Type {6,30} |Aut(M)| = 420 Chiral Map C64.11# Genus 64 Type {6,30} |Aut(M)| = 420 Chiral Map C64.12 Genus 64 Type {6,30} |Aut(M)| = 420 Chiral Map C64.12# Genus 64 Type {6,30} |Aut(M)| = 420 Chiral Map N29.6 Genus 29 Type {6,30} |Aut(M)| = 180 Non-orientable Map N83.4 Genus 83 Type {6,30} |Aut(M)| = 540 Non-orientable Map N110.4 Genus 110 Type {6,30} |Aut(M)| = 720 Non-orientable Map N110.5 Genus 110 Type {6,30} |Aut(M)| = 720 Non-orientable Map N137.9 Genus 137 Type {6,30} |Aut(M)| = 900 Non-orientable Map N182.9 Genus 182 Type {6,30} |Aut(M)| = 1200 Non-orientable Maps of type {6,32} Total = 2 Map R30.4 Genus 30 Type {6,32} |Aut(M)| = 384 Reflexible Map R88.3 Genus 88 Type {6,32} |Aut(M)| = 1152 Reflexible Maps of type {6,33} Total = 6 Map R11.8 Genus 11 Type {6,33} |Aut(M)| = 132 Reflexible Map R31.13 Genus 31 Type {6,33} |Aut(M)| = 396 Reflexible Map R41.34 Genus 41 Type {6,33} |Aut(M)| = 528 Reflexible Map R91.33 Genus 91 Type {6,33} |Aut(M)| = 1188 Reflexible Map C71.4 Genus 71 Type {6,33} |Aut(M)| = 462 Chiral Map C71.4# Genus 71 Type {6,33} |Aut(M)| = 462 Chiral Maps of type {6,34} Total = 2 Map R32.3 Genus 32 Type {6,34} |Aut(M)| = 408 Reflexible Map N33.1 Genus 33 Type {6,34} |Aut(M)| = 204 Non-orientable Maps of type {6,35} Total = 1 Map N130.10 Genus 130 Type {6,35} |Aut(M)| = 840 Non-orientable Maps of type {6,36} Total = 26 Map R34.8 Genus 34 Type {6,36} |Aut(M)| = 432 Reflexible Map R34.9 Genus 34 Type {6,36} |Aut(M)| = 432 Reflexible Map R67.6 Genus 67 Type {6,36} |Aut(M)| = 864 Reflexible Map R100.8 Genus 100 Type {6,36} |Aut(M)| = 1296 Reflexible Map R100.9 Genus 100 Type {6,36} |Aut(M)| = 1296 Reflexible Map R100.10 Genus 100 Type {6,36} |Aut(M)| = 1296 Reflexible Map R100.11 Genus 100 Type {6,36} |Aut(M)| = 1296 Reflexible Map R100.12 Genus 100 Type {6,36} |Aut(M)| = 1296 Reflexible Map R100.13 Genus 100 Type {6,36} |Aut(M)| = 1296 Reflexible Map R100.14 Genus 100 Type {6,36} |Aut(M)| = 1296 Reflexible Map R100.15 Genus 100 Type {6,36} |Aut(M)| = 1296 Reflexible Map R100.16 Genus 100 Type {6,36} |Aut(M)| = 1296 Reflexible Map R100.17 Genus 100 Type {6,36} |Aut(M)| = 1296 Reflexible Map R100.18 Genus 100 Type {6,36} |Aut(M)| = 1296 Reflexible Map R100.19 Genus 100 Type {6,36} |Aut(M)| = 1296 Reflexible Map C34.1 Genus 34 Type {6,36} |Aut(M)| = 216 Chiral Map C34.1# Genus 34 Type {6,36} |Aut(M)| = 216 Chiral Map C100.1 Genus 100 Type {6,36} |Aut(M)| = 648 Chiral Map C100.1# Genus 100 Type {6,36} |Aut(M)| = 648 Chiral Map N68.1 Genus 68 Type {6,36} |Aut(M)| = 432 Non-orientable Map N101.4 Genus 101 Type {6,36} |Aut(M)| = 648 Non-orientable Map N101.5 Genus 101 Type {6,36} |Aut(M)| = 648 Non-orientable Map N101.6 Genus 101 Type {6,36} |Aut(M)| = 648 Non-orientable Map N200.9 Genus 200 Type {6,36} |Aut(M)| = 1296 Non-orientable Map N200.10 Genus 200 Type {6,36} |Aut(M)| = 1296 Non-orientable Map N200.11 Genus 200 Type {6,36} |Aut(M)| = 1296 Non-orientable Maps of type {6,38} Total = 2 Map R36.13 Genus 36 Type {6,38} |Aut(M)| = 456 Reflexible Map N37.6 Genus 37 Type {6,38} |Aut(M)| = 228 Non-orientable Maps of type {6,39} Total = 5 Map R13.13 Genus 13 Type {6,39} |Aut(M)| = 156 Reflexible Map R37.33 Genus 37 Type {6,39} |Aut(M)| = 468 Reflexible Map R49.54 Genus 49 Type {6,39} |Aut(M)| = 624 Reflexible Map C85.9 Genus 85 Type {6,39} |Aut(M)| = 546 Chiral Map C85.9# Genus 85 Type {6,39} |Aut(M)| = 546 Chiral Maps of type {6,40} Total = 6 Map R38.3 Genus 38 Type {6,40} |Aut(M)| = 480 Reflexible Map R75.5 Genus 75 Type {6,40} |Aut(M)| = 960 Reflexible Map R75.6 Genus 75 Type {6,40} |Aut(M)| = 960 Reflexible Map N150.1 Genus 150 Type {6,40} |Aut(M)| = 960 Non-orientable Map N150.2 Genus 150 Type {6,40} |Aut(M)| = 960 Non-orientable Map N150.3 Genus 150 Type {6,40} |Aut(M)| = 960 Non-orientable Maps of type {6,42} Total = 11 Map R14.7 Genus 14 Type {6,42} |Aut(M)| = 168 Reflexible Map R40.5 Genus 40 Type {6,42} |Aut(M)| = 504 Reflexible Map R40.6 Genus 40 Type {6,42} |Aut(M)| = 504 Reflexible Map R40.7 Genus 40 Type {6,42} |Aut(M)| = 504 Reflexible Map R53.9 Genus 53 Type {6,42} |Aut(M)| = 672 Reflexible Map C92.7 Genus 92 Type {6,42} |Aut(M)| = 588 Chiral Map C92.7# Genus 92 Type {6,42} |Aut(M)| = 588 Chiral Map C92.8 Genus 92 Type {6,42} |Aut(M)| = 588 Chiral Map C92.8# Genus 92 Type {6,42} |Aut(M)| = 588 Chiral Map N41.1 Genus 41 Type {6,42} |Aut(M)| = 252 Non-orientable Map N119.4 Genus 119 Type {6,42} |Aut(M)| = 756 Non-orientable Maps of type {6,44} Total = 4 Map R42.4 Genus 42 Type {6,44} |Aut(M)| = 528 Reflexible Map R83.4 Genus 83 Type {6,44} |Aut(M)| = 1056 Reflexible Map N84.1 Genus 84 Type {6,44} |Aut(M)| = 528 Non-orientable Map N125.1 Genus 125 Type {6,44} |Aut(M)| = 792 Non-orientable Maps of type {6,45} Total = 4 Map R43.12 Genus 43 Type {6,45} |Aut(M)| = 540 Reflexible Map C43.8 Genus 43 Type {6,45} |Aut(M)| = 270 Chiral Map C43.8# Genus 43 Type {6,45} |Aut(M)| = 270 Chiral Map N170.14 Genus 170 Type {6,45} |Aut(M)| = 1080 Non-orientable Maps of type {6,46} Total = 2 Map R44.3 Genus 44 Type {6,46} |Aut(M)| = 552 Reflexible Map N45.1 Genus 45 Type {6,46} |Aut(M)| = 276 Non-orientable Maps of type {6,48} Total = 6 Map R16.10 Genus 16 Type {6,48} |Aut(M)| = 192 Reflexible Map R46.23 Genus 46 Type {6,48} |Aut(M)| = 576 Reflexible Map R46.24 Genus 46 Type {6,48} |Aut(M)| = 576 Reflexible Map R46.25 Genus 46 Type {6,48} |Aut(M)| = 576 Reflexible Map R61.18 Genus 61 Type {6,48} |Aut(M)| = 768 Reflexible Map R61.19 Genus 61 Type {6,48} |Aut(M)| = 768 Reflexible Maps of type {6,50} Total = 2 Map R48.4 Genus 48 Type {6,50} |Aut(M)| = 600 Reflexible Map N49.2 Genus 49 Type {6,50} |Aut(M)| = 300 Non-orientable Maps of type {6,51} Total = 3 Map R17.24 Genus 17 Type {6,51} |Aut(M)| = 204 Reflexible Map R49.55 Genus 49 Type {6,51} |Aut(M)| = 612 Reflexible Map R65.62 Genus 65 Type {6,51} |Aut(M)| = 816 Reflexible Maps of type {6,52} Total = 4 Map R50.5 Genus 50 Type {6,52} |Aut(M)| = 624 Reflexible Map R99.10 Genus 99 Type {6,52} |Aut(M)| = 1248 Reflexible Map N100.3 Genus 100 Type {6,52} |Aut(M)| = 624 Non-orientable Map N149.1 Genus 149 Type {6,52} |Aut(M)| = 936 Non-orientable Maps of type {6,54} Total = 8 Map R52.6 Genus 52 Type {6,54} |Aut(M)| = 648 Reflexible Map R52.7 Genus 52 Type {6,54} |Aut(M)| = 648 Reflexible Map C52.1 Genus 52 Type {6,54} |Aut(M)| = 324 Chiral Map C52.1# Genus 52 Type {6,54} |Aut(M)| = 324 Chiral Map N53.2 Genus 53 Type {6,54} |Aut(M)| = 324 Non-orientable Map N155.2 Genus 155 Type {6,54} |Aut(M)| = 972 Non-orientable Map N155.3 Genus 155 Type {6,54} |Aut(M)| = 972 Non-orientable Map N155.4 Genus 155 Type {6,54} |Aut(M)| = 972 Non-orientable Maps of type {6,56} Total = 1 Map R54.4 Genus 54 Type {6,56} |Aut(M)| = 672 Reflexible Maps of type {6,57} Total = 3 Map R19.22 Genus 19 Type {6,57} |Aut(M)| = 228 Reflexible Map R55.30 Genus 55 Type {6,57} |Aut(M)| = 684 Reflexible Map R73.64 Genus 73 Type {6,57} |Aut(M)| = 912 Reflexible Maps of type {6,58} Total = 2 Map R56.7 Genus 56 Type {6,58} |Aut(M)| = 696 Reflexible Map N57.5 Genus 57 Type {6,58} |Aut(M)| = 348 Non-orientable Maps of type {6,60} Total = 10 Map R20.4 Genus 20 Type {6,60} |Aut(M)| = 240 Reflexible Map R58.4 Genus 58 Type {6,60} |Aut(M)| = 720 Reflexible Map R58.5 Genus 58 Type {6,60} |Aut(M)| = 720 Reflexible Map R58.6 Genus 58 Type {6,60} |Aut(M)| = 720 Reflexible Map R77.6 Genus 77 Type {6,60} |Aut(M)| = 960 Reflexible Map R77.7 Genus 77 Type {6,60} |Aut(M)| = 960 Reflexible Map N116.2 Genus 116 Type {6,60} |Aut(M)| = 720 Non-orientable Map N173.4 Genus 173 Type {6,60} |Aut(M)| = 1080 Non-orientable Map N173.5 Genus 173 Type {6,60} |Aut(M)| = 1080 Non-orientable Map N173.6 Genus 173 Type {6,60} |Aut(M)| = 1080 Non-orientable Maps of type {6,62} Total = 2 Map R60.4 Genus 60 Type {6,62} |Aut(M)| = 744 Reflexible Map N61.2 Genus 61 Type {6,62} |Aut(M)| = 372 Non-orientable Maps of type {6,63} Total = 3 Map R61.20 Genus 61 Type {6,63} |Aut(M)| = 756 Reflexible Map C61.9 Genus 61 Type {6,63} |Aut(M)| = 378 Chiral Map C61.9# Genus 61 Type {6,63} |Aut(M)| = 378 Chiral Maps of type {6,64} Total = 1 Map R62.3 Genus 62 Type {6,64} |Aut(M)| = 768 Reflexible Maps of type {6,66} Total = 7 Map R22.12 Genus 22 Type {6,66} |Aut(M)| = 264 Reflexible Map R64.19 Genus 64 Type {6,66} |Aut(M)| = 792 Reflexible Map R64.20 Genus 64 Type {6,66} |Aut(M)| = 792 Reflexible Map R64.21 Genus 64 Type {6,66} |Aut(M)| = 792 Reflexible Map R85.38 Genus 85 Type {6,66} |Aut(M)| = 1056 Reflexible Map N65.4 Genus 65 Type {6,66} |Aut(M)| = 396 Non-orientable Map N191.8 Genus 191 Type {6,66} |Aut(M)| = 1188 Non-orientable Maps of type {6,68} Total = 3 Map R66.6 Genus 66 Type {6,68} |Aut(M)| = 816 Reflexible Map N132.2 Genus 132 Type {6,68} |Aut(M)| = 816 Non-orientable Map N197.5 Genus 197 Type {6,68} |Aut(M)| = 1224 Non-orientable Maps of type {6,69} Total = 3 Map R23.4 Genus 23 Type {6,69} |Aut(M)| = 276 Reflexible Map R67.7 Genus 67 Type {6,69} |Aut(M)| = 828 Reflexible Map R89.22 Genus 89 Type {6,69} |Aut(M)| = 1104 Reflexible Maps of type {6,70} Total = 2 Map R68.3 Genus 68 Type {6,70} |Aut(M)| = 840 Reflexible Map N69.1 Genus 69 Type {6,70} |Aut(M)| = 420 Non-orientable Maps of type {6,72} Total = 4 Map R70.5 Genus 70 Type {6,72} |Aut(M)| = 864 Reflexible Map R70.6 Genus 70 Type {6,72} |Aut(M)| = 864 Reflexible Map C70.1 Genus 70 Type {6,72} |Aut(M)| = 432 Chiral Map C70.1# Genus 70 Type {6,72} |Aut(M)| = 432 Chiral Maps of type {6,74} Total = 2 Map R72.4 Genus 72 Type {6,74} |Aut(M)| = 888 Reflexible Map N73.2 Genus 73 Type {6,74} |Aut(M)| = 444 Non-orientable Maps of type {6,75} Total = 3 Map R25.25 Genus 25 Type {6,75} |Aut(M)| = 300 Reflexible Map R73.65 Genus 73 Type {6,75} |Aut(M)| = 900 Reflexible Map R97.87 Genus 97 Type {6,75} |Aut(M)| = 1200 Reflexible Maps of type {6,76} Total = 2 Map R74.3 Genus 74 Type {6,76} |Aut(M)| = 912 Reflexible Map N148.3 Genus 148 Type {6,76} |Aut(M)| = 912 Non-orientable Maps of type {6,78} Total = 5 Map R26.8 Genus 26 Type {6,78} |Aut(M)| = 312 Reflexible Map R76.14 Genus 76 Type {6,78} |Aut(M)| = 936 Reflexible Map R76.15 Genus 76 Type {6,78} |Aut(M)| = 936 Reflexible Map R76.16 Genus 76 Type {6,78} |Aut(M)| = 936 Reflexible Map N77.3 Genus 77 Type {6,78} |Aut(M)| = 468 Non-orientable Maps of type {6,80} Total = 1 Map R78.7 Genus 78 Type {6,80} |Aut(M)| = 960 Reflexible Maps of type {6,81} Total = 3 Map R79.5 Genus 79 Type {6,81} |Aut(M)| = 972 Reflexible Map C79.10 Genus 79 Type {6,81} |Aut(M)| = 486 Chiral Map C79.10# Genus 79 Type {6,81} |Aut(M)| = 486 Chiral Maps of type {6,82} Total = 2 Map R80.3 Genus 80 Type {6,82} |Aut(M)| = 984 Reflexible Map N81.1 Genus 81 Type {6,82} |Aut(M)| = 492 Non-orientable Maps of type {6,84} Total = 5 Map R28.24 Genus 28 Type {6,84} |Aut(M)| = 336 Reflexible Map R82.46 Genus 82 Type {6,84} |Aut(M)| = 1008 Reflexible Map R82.47 Genus 82 Type {6,84} |Aut(M)| = 1008 Reflexible Map R82.48 Genus 82 Type {6,84} |Aut(M)| = 1008 Reflexible Map N164.7 Genus 164 Type {6,84} |Aut(M)| = 1008 Non-orientable Maps of type {6,86} Total = 2 Map R84.4 Genus 84 Type {6,86} |Aut(M)| = 1032 Reflexible Map N85.2 Genus 85 Type {6,86} |Aut(M)| = 516 Non-orientable Maps of type {6,87} Total = 2 Map R29.15 Genus 29 Type {6,87} |Aut(M)| = 348 Reflexible Map R85.39 Genus 85 Type {6,87} |Aut(M)| = 1044 Reflexible Maps of type {6,88} Total = 1 Map R86.6 Genus 86 Type {6,88} |Aut(M)| = 1056 Reflexible Maps of type {6,90} Total = 5 Map R88.4 Genus 88 Type {6,90} |Aut(M)| = 1080 Reflexible Map R88.5 Genus 88 Type {6,90} |Aut(M)| = 1080 Reflexible Map C88.1 Genus 88 Type {6,90} |Aut(M)| = 540 Chiral Map C88.1# Genus 88 Type {6,90} |Aut(M)| = 540 Chiral Map N89.1 Genus 89 Type {6,90} |Aut(M)| = 540 Non-orientable Maps of type {6,92} Total = 2 Map R90.4 Genus 90 Type {6,92} |Aut(M)| = 1104 Reflexible Map N180.1 Genus 180 Type {6,92} |Aut(M)| = 1104 Non-orientable Maps of type {6,93} Total = 2 Map R31.14 Genus 31 Type {6,93} |Aut(M)| = 372 Reflexible Map R91.34 Genus 91 Type {6,93} |Aut(M)| = 1116 Reflexible Maps of type {6,94} Total = 2 Map R92.9 Genus 92 Type {6,94} |Aut(M)| = 1128 Reflexible Map N93.4 Genus 93 Type {6,94} |Aut(M)| = 564 Non-orientable Maps of type {6,96} Total = 4 Map R32.4 Genus 32 Type {6,96} |Aut(M)| = 384 Reflexible Map R94.5 Genus 94 Type {6,96} |Aut(M)| = 1152 Reflexible Map R94.6 Genus 94 Type {6,96} |Aut(M)| = 1152 Reflexible Map R94.7 Genus 94 Type {6,96} |Aut(M)| = 1152 Reflexible Maps of type {6,98} Total = 2 Map R96.7 Genus 96 Type {6,98} |Aut(M)| = 1176 Reflexible Map N97.4 Genus 97 Type {6,98} |Aut(M)| = 588 Non-orientable Maps of type {6,99} Total = 3 Map R97.88 Genus 97 Type {6,99} |Aut(M)| = 1188 Reflexible Map C97.16 Genus 97 Type {6,99} |Aut(M)| = 594 Chiral Map C97.16# Genus 97 Type {6,99} |Aut(M)| = 594 Chiral Maps of type {6,100} Total = 2 Map R98.3 Genus 98 Type {6,100} |Aut(M)| = 1200 Reflexible Map N196.3 Genus 196 Type {6,100} |Aut(M)| = 1200 Non-orientable Maps of type {6,102} Total = 5 Map R34.10 Genus 34 Type {6,102} |Aut(M)| = 408 Reflexible Map R100.20 Genus 100 Type {6,102} |Aut(M)| = 1224 Reflexible Map R100.21 Genus 100 Type {6,102} |Aut(M)| = 1224 Reflexible Map R100.22 Genus 100 Type {6,102} |Aut(M)| = 1224 Reflexible Map N101.7 Genus 101 Type {6,102} |Aut(M)| = 612 Non-orientable Maps of type {6,105} Total = 1 Map R35.6 Genus 35 Type {6,105} |Aut(M)| = 420 Reflexible Maps of type {6,106} Total = 1 Map N105.1 Genus 105 Type {6,106} |Aut(M)| = 636 Non-orientable Maps of type {6,110} Total = 1 Map N109.2 Genus 109 Type {6,110} |Aut(M)| = 660 Non-orientable Maps of type {6,111} Total = 1 Map R37.34 Genus 37 Type {6,111} |Aut(M)| = 444 Reflexible Maps of type {6,114} Total = 2 Map R38.4 Genus 38 Type {6,114} |Aut(M)| = 456 Reflexible Map N113.1 Genus 113 Type {6,114} |Aut(M)| = 684 Non-orientable Maps of type {6,118} Total = 1 Map N117.1 Genus 117 Type {6,118} |Aut(M)| = 708 Non-orientable Maps of type {6,120} Total = 1 Map R40.8 Genus 40 Type {6,120} |Aut(M)| = 480 Reflexible Maps of type {6,122} Total = 1 Map N121.2 Genus 121 Type {6,122} |Aut(M)| = 732 Non-orientable Maps of type {6,123} Total = 1 Map R41.35 Genus 41 Type {6,123} |Aut(M)| = 492 Reflexible Maps of type {6,126} Total = 1 Map N125.2 Genus 125 Type {6,126} |Aut(M)| = 756 Non-orientable Maps of type {6,129} Total = 1 Map R43.13 Genus 43 Type {6,129} |Aut(M)| = 516 Reflexible Maps of type {6,130} Total = 1 Map N129.1 Genus 129 Type {6,130} |Aut(M)| = 780 Non-orientable Maps of type {6,132} Total = 1 Map R44.4 Genus 44 Type {6,132} |Aut(M)| = 528 Reflexible Maps of type {6,134} Total = 1 Map N133.2 Genus 133 Type {6,134} |Aut(M)| = 804 Non-orientable Maps of type {6,138} Total = 2 Map R46.26 Genus 46 Type {6,138} |Aut(M)| = 552 Reflexible Map N137.10 Genus 137 Type {6,138} |Aut(M)| = 828 Non-orientable Maps of type {6,141} Total = 1 Map R47.4 Genus 47 Type {6,141} |Aut(M)| = 564 Reflexible Maps of type {6,142} Total = 1 Map N141.1 Genus 141 Type {6,142} |Aut(M)| = 852 Non-orientable Maps of type {6,146} Total = 1 Map N145.7 Genus 145 Type {6,146} |Aut(M)| = 876 Non-orientable Maps of type {6,147} Total = 1 Map R49.56 Genus 49 Type {6,147} |Aut(M)| = 588 Reflexible Maps of type {6,150} Total = 2 Map R50.6 Genus 50 Type {6,150} |Aut(M)| = 600 Reflexible Map N149.2 Genus 149 Type {6,150} |Aut(M)| = 900 Non-orientable Maps of type {6,154} Total = 1 Map N153.1 Genus 153 Type {6,154} |Aut(M)| = 924 Non-orientable Maps of type {6,156} Total = 1 Map R52.8 Genus 52 Type {6,156} |Aut(M)| = 624 Reflexible Maps of type {6,158} Total = 1 Map N157.2 Genus 157 Type {6,158} |Aut(M)| = 948 Non-orientable Maps of type {6,159} Total = 1 Map R53.10 Genus 53 Type {6,159} |Aut(M)| = 636 Reflexible Maps of type {6,162} Total = 1 Map N161.1 Genus 161 Type {6,162} |Aut(M)| = 972 Non-orientable Maps of type {6,165} Total = 1 Map R55.31 Genus 55 Type {6,165} |Aut(M)| = 660 Reflexible Maps of type {6,166} Total = 1 Map N165.1 Genus 165 Type {6,166} |Aut(M)| = 996 Non-orientable Maps of type {6,168} Total = 1 Map R56.8 Genus 56 Type {6,168} |Aut(M)| = 672 Reflexible Maps of type {6,170} Total = 1 Map N169.2 Genus 169 Type {6,170} |Aut(M)| = 1020 Non-orientable Maps of type {6,174} Total = 2 Map R58.7 Genus 58 Type {6,174} |Aut(M)| = 696 Reflexible Map N173.7 Genus 173 Type {6,174} |Aut(M)| = 1044 Non-orientable Maps of type {6,177} Total = 1 Map R59.4 Genus 59 Type {6,177} |Aut(M)| = 708 Reflexible Maps of type {6,178} Total = 1 Map N177.4 Genus 177 Type {6,178} |Aut(M)| = 1068 Non-orientable Maps of type {6,182} Total = 1 Map N181.2 Genus 181 Type {6,182} |Aut(M)| = 1092 Non-orientable Maps of type {6,183} Total = 1 Map R61.21 Genus 61 Type {6,183} |Aut(M)| = 732 Reflexible Maps of type {6,186} Total = 2 Map R62.4 Genus 62 Type {6,186} |Aut(M)| = 744 Reflexible Map N185.1 Genus 185 Type {6,186} |Aut(M)| = 1116 Non-orientable Maps of type {6,190} Total = 1 Map N189.1 Genus 189 Type {6,190} |Aut(M)| = 1140 Non-orientable Maps of type {6,192} Total = 1 Map R64.22 Genus 64 Type {6,192} |Aut(M)| = 768 Reflexible Maps of type {6,194} Total = 1 Map N193.2 Genus 193 Type {6,194} |Aut(M)| = 1164 Non-orientable Maps of type {6,195} Total = 1 Map R65.63 Genus 65 Type {6,195} |Aut(M)| = 780 Reflexible Maps of type {6,198} Total = 1 Map N197.6 Genus 197 Type {6,198} |Aut(M)| = 1188 Non-orientable Maps of type {6,201} Total = 1 Map R67.8 Genus 67 Type {6,201} |Aut(M)| = 804 Reflexible Maps of type {6,202} Total = 1 Map N201.1 Genus 201 Type {6,202} |Aut(M)| = 1212 Non-orientable Maps of type {6,204} Total = 1 Map R68.4 Genus 68 Type {6,204} |Aut(M)| = 816 Reflexible Maps of type {6,210} Total = 1 Map R70.7 Genus 70 Type {6,210} |Aut(M)| = 840 Reflexible Maps of type {6,213} Total = 1 Map R71.10 Genus 71 Type {6,213} |Aut(M)| = 852 Reflexible Maps of type {6,219} Total = 1 Map R73.66 Genus 73 Type {6,219} |Aut(M)| = 876 Reflexible Maps of type {6,222} Total = 1 Map R74.4 Genus 74 Type {6,222} |Aut(M)| = 888 Reflexible Maps of type {6,228} Total = 1 Map R76.17 Genus 76 Type {6,228} |Aut(M)| = 912 Reflexible Maps of type {6,231} Total = 1 Map R77.8 Genus 77 Type {6,231} |Aut(M)| = 924 Reflexible Maps of type {6,237} Total = 1 Map R79.6 Genus 79 Type {6,237} |Aut(M)| = 948 Reflexible Maps of type {6,240} Total = 1 Map R80.4 Genus 80 Type {6,240} |Aut(M)| = 960 Reflexible Maps of type {6,246} Total = 1 Map R82.49 Genus 82 Type {6,246} |Aut(M)| = 984 Reflexible Maps of type {6,249} Total = 1 Map R83.5 Genus 83 Type {6,249} |Aut(M)| = 996 Reflexible Maps of type {6,255} Total = 1 Map R85.40 Genus 85 Type {6,255} |Aut(M)| = 1020 Reflexible Maps of type {6,258} Total = 1 Map R86.7 Genus 86 Type {6,258} |Aut(M)| = 1032 Reflexible Maps of type {6,264} Total = 1 Map R88.6 Genus 88 Type {6,264} |Aut(M)| = 1056 Reflexible Maps of type {6,267} Total = 1 Map R89.23 Genus 89 Type {6,267} |Aut(M)| = 1068 Reflexible Maps of type {6,273} Total = 1 Map R91.35 Genus 91 Type {6,273} |Aut(M)| = 1092 Reflexible Maps of type {6,276} Total = 1 Map R92.10 Genus 92 Type {6,276} |Aut(M)| = 1104 Reflexible Maps of type {6,282} Total = 1 Map R94.8 Genus 94 Type {6,282} |Aut(M)| = 1128 Reflexible Maps of type {6,285} Total = 1 Map R95.4 Genus 95 Type {6,285} |Aut(M)| = 1140 Reflexible Maps of type {6,291} Total = 1 Map R97.89 Genus 97 Type {6,291} |Aut(M)| = 1164 Reflexible Maps of type {6,294} Total = 1 Map R98.4 Genus 98 Type {6,294} |Aut(M)| = 1176 Reflexible Maps of type {6,300} Total = 1 Map R100.23 Genus 100 Type {6,300} |Aut(M)| = 1200 Reflexible Maps of type {7,7} Total = 15 Map R19.23 Genus 19 Type {7,7} |Aut(M)| = 336 Reflexible Self-dual Map R49.57 Genus 49 Type {7,7} |Aut(M)| = 896 Reflexible Self-dual Map R55.32 Genus 55 Type {7,7} |Aut(M)| = 1008 Reflexible Non-self-dual Map R55.32* Genus 55 Type {7,7} |Aut(M)| = 1008 Reflexible Non-self-dual Map R97.90 Genus 97 Type {7,7} |Aut(M)| = 1792 Reflexible Self-dual Map R97.91 Genus 97 Type {7,7} |Aut(M)| = 1792 Reflexible Self-dual Map R97.92 Genus 97 Type {7,7} |Aut(M)| = 1792 Reflexible Self-dual Map C7.2 Genus 7 Type {7,7} |Aut(M)| = 56 Chiral Mirror-self-dual Map C7.2# Genus 7 Type {7,7} |Aut(M)| = 56 Chiral Mirror-self-dual Map N56.5 Genus 56 Type {7,7} |Aut(M)| = 504 Non-orientable Non-self-dual Map N56.5* Genus 56 Type {7,7} |Aut(M)| = 504 Non-orientable Non-self-dual Map N119.5 Genus 119 Type {7,7} |Aut(M)| = 1092 Non-orientable Non-self-dual Map N119.5* Genus 119 Type {7,7} |Aut(M)| = 1092 Non-orientable Non-self-dual Map N119.6 Genus 119 Type {7,7} |Aut(M)| = 1092 Non-orientable Self-dual Map N119.7 Genus 119 Type {7,7} |Aut(M)| = 1092 Non-orientable Self-dual Maps of type {7,8} Total = 5 Map R40.9 Genus 40 Type {7,8} |Aut(M)| = 672 Reflexible Map R40.10 Genus 40 Type {7,8} |Aut(M)| = 672 Reflexible Map R79.7 Genus 79 Type {7,8} |Aut(M)| = 1344 Reflexible Map N41.2 Genus 41 Type {7,8} |Aut(M)| = 336 Non-orientable Map N41.3 Genus 41 Type {7,8} |Aut(M)| = 336 Non-orientable Maps of type {7,9} Total = 6 Map R63.5 Genus 63 Type {7,9} |Aut(M)| = 1008 Reflexible Map R63.6 Genus 63 Type {7,9} |Aut(M)| = 1008 Reflexible Map R63.7 Genus 63 Type {7,9} |Aut(M)| = 1008 Reflexible Map N64.3 Genus 64 Type {7,9} |Aut(M)| = 504 Non-orientable Map N64.4 Genus 64 Type {7,9} |Aut(M)| = 504 Non-orientable Map N64.5 Genus 64 Type {7,9} |Aut(M)| = 504 Non-orientable Maps of type {7,12} Total = 1 Map R93.7 Genus 93 Type {7,12} |Aut(M)| = 1344 Reflexible Maps of type {7,13} Total = 3 Map N155.5 Genus 155 Type {7,13} |Aut(M)| = 1092 Non-orientable Map N155.6 Genus 155 Type {7,13} |Aut(M)| = 1092 Non-orientable Map N155.7 Genus 155 Type {7,13} |Aut(M)| = 1092 Non-orientable Maps of type {7,14} Total = 22 Map R3.9 Genus 3 Type {7,14} |Aut(M)| = 28 Reflexible Map R15.10 Genus 15 Type {7,14} |Aut(M)| = 196 Reflexible Map R49.58 Genus 49 Type {7,14} |Aut(M)| = 672 Reflexible Map R99.11 Genus 99 Type {7,14} |Aut(M)| = 1372 Reflexible Map C17.4 Genus 17 Type {7,14} |Aut(M)| = 112 Chiral Map C17.4# Genus 17 Type {7,14} |Aut(M)| = 112 Chiral Map C59.4 Genus 59 Type {7,14} |Aut(M)| = 406 Chiral Map C59.4# Genus 59 Type {7,14} |Aut(M)| = 406 Chiral Map C59.5 Genus 59 Type {7,14} |Aut(M)| = 406 Chiral Map C59.5# Genus 59 Type {7,14} |Aut(M)| = 406 Chiral Map C59.6 Genus 59 Type {7,14} |Aut(M)| = 406 Chiral Map C59.6# Genus 59 Type {7,14} |Aut(M)| = 406 Chiral Map C87.2 Genus 87 Type {7,14} |Aut(M)| = 602 Chiral Map C87.2# Genus 87 Type {7,14} |Aut(M)| = 602 Chiral Map C87.3 Genus 87 Type {7,14} |Aut(M)| = 602 Chiral Map C87.3# Genus 87 Type {7,14} |Aut(M)| = 602 Chiral Map C87.4 Genus 87 Type {7,14} |Aut(M)| = 602 Chiral Map C87.4# Genus 87 Type {7,14} |Aut(M)| = 602 Chiral Map N146.10 Genus 146 Type {7,14} |Aut(M)| = 1008 Non-orientable Map N146.11 Genus 146 Type {7,14} |Aut(M)| = 1008 Non-orientable Map N146.12 Genus 146 Type {7,14} |Aut(M)| = 1008 Non-orientable Map N146.13 Genus 146 Type {7,14} |Aut(M)| = 1008 Non-orientable Maps of type {7,16} Total = 2 Map R100.24 Genus 100 Type {7,16} |Aut(M)| = 1344 Reflexible Map R100.25 Genus 100 Type {7,16} |Aut(M)| = 1344 Reflexible Maps of type {7,18} Total = 6 Map N154.4 Genus 154 Type {7,18} |Aut(M)| = 1008 Non-orientable Map N154.5 Genus 154 Type {7,18} |Aut(M)| = 1008 Non-orientable Map N154.6 Genus 154 Type {7,18} |Aut(M)| = 1008 Non-orientable Map N154.7 Genus 154 Type {7,18} |Aut(M)| = 1008 Non-orientable Map N154.8 Genus 154 Type {7,18} |Aut(M)| = 1008 Non-orientable Map N154.9 Genus 154 Type {7,18} |Aut(M)| = 1008 Non-orientable Maps of type {8,8} Total = 284 Map R2.6 Genus 2 Type {8,8} |Aut(M)| = 16 Reflexible Self-dual Map R3.10 Genus 3 Type {8,8} |Aut(M)| = 32 Reflexible Self-dual Map R3.11 Genus 3 Type {8,8} |Aut(M)| = 32 Reflexible Self-dual Map R5.12 Genus 5 Type {8,8} |Aut(M)| = 64 Reflexible Self-dual Map R5.13 Genus 5 Type {8,8} |Aut(M)| = 64 Reflexible Self-dual Map R9.19 Genus 9 Type {8,8} |Aut(M)| = 128 Reflexible Self-dual Map R9.20 Genus 9 Type {8,8} |Aut(M)| = 128 Reflexible Non-self-dual Map R9.20* Genus 9 Type {8,8} |Aut(M)| = 128 Reflexible Non-self-dual Map R9.21 Genus 9 Type {8,8} |Aut(M)| = 128 Reflexible Self-dual Map R9.22 Genus 9 Type {8,8} |Aut(M)| = 128 Reflexible Self-dual Map R9.23 Genus 9 Type {8,8} |Aut(M)| = 128 Reflexible Self-dual Map R17.25 Genus 17 Type {8,8} |Aut(M)| = 256 Reflexible Self-dual Map R17.26 Genus 17 Type {8,8} |Aut(M)| = 256 Reflexible Non-self-dual Map R17.26* Genus 17 Type {8,8} |Aut(M)| = 256 Reflexible Non-self-dual Map R17.27 Genus 17 Type {8,8} |Aut(M)| = 256 Reflexible Self-dual Map R17.28 Genus 17 Type {8,8} |Aut(M)| = 256 Reflexible Self-dual Map R17.29 Genus 17 Type {8,8} |Aut(M)| = 256 Reflexible Non-self-dual Map R17.29* Genus 17 Type {8,8} |Aut(M)| = 256 Reflexible Non-self-dual Map R17.30 Genus 17 Type {8,8} |Aut(M)| = 256 Reflexible Non-self-dual Map R17.30* Genus 17 Type {8,8} |Aut(M)| = 256 Reflexible Non-self-dual Map R17.31 Genus 17 Type {8,8} |Aut(M)| = 256 Reflexible Self-dual Map R19.24 Genus 19 Type {8,8} |Aut(M)| = 288 Reflexible Self-dual Map R19.25 Genus 19 Type {8,8} |Aut(M)| = 288 Reflexible Self-dual Map R33.39 Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Self-dual Map R33.40 Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Self-dual Map R33.41 Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Self-dual Map R33.42 Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Non-self-dual Map R33.42* Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Non-self-dual Map R33.43 Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Non-self-dual Map R33.43* Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Non-self-dual Map R33.44 Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Non-self-dual Map R33.44* Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Non-self-dual Map R33.45 Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Non-self-dual Map R33.45* Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Non-self-dual Map R33.46 Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Non-self-dual Map R33.46* Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Non-self-dual Map R33.47 Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Self-dual Map R33.48 Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Self-dual Map R33.49 Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Self-dual Map R33.50 Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Non-self-dual Map R33.50* Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Non-self-dual Map R33.51 Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Non-self-dual Map R33.51* Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Non-self-dual Map R33.52 Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Self-dual Map R33.53 Genus 33 Type {8,8} |Aut(M)| = 512 Reflexible Self-dual Map R37.35 Genus 37 Type {8,8} |Aut(M)| = 576 Reflexible Self-dual Map R37.36 Genus 37 Type {8,8} |Aut(M)| = 576 Reflexible Self-dual Map R43.14 Genus 43 Type {8,8} |Aut(M)| = 672 Reflexible Self-dual Map R43.15 Genus 43 Type {8,8} |Aut(M)| = 672 Reflexible Self-dual Map R50.7 Genus 50 Type {8,8} |Aut(M)| = 784 Reflexible Non-self-dual Map R50.7* Genus 50 Type {8,8} |Aut(M)| = 784 Reflexible Non-self-dual Map R51.16 Genus 51 Type {8,8} |Aut(M)| = 800 Reflexible Self-dual Map R51.17 Genus 51 Type {8,8} |Aut(M)| = 800 Reflexible Self-dual Map R65.64 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Self-dual Map R65.65 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.65* Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.66 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Self-dual Map R65.67 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Self-dual Map R65.68 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.68* Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.69 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.69* Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.70 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.70* Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.71 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.71* Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.72 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.72* Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.73 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.73* Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.74 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.74* Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.75 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.75* Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.76 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.76* Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.77 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.77* Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.78 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Self-dual Map R65.79 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Self-dual Map R65.80 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Self-dual Map R65.81 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.81* Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Non-self-dual Map R65.82 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Self-dual Map R65.83 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Self-dual Map R65.84 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Self-dual Map R65.85 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Self-dual Map R65.86 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Self-dual Map R65.87 Genus 65 Type {8,8} |Aut(M)| = 1024 Reflexible Self-dual Map R73.67 Genus 73 Type {8,8} |Aut(M)| = 1152 Reflexible Self-dual Map R73.68 Genus 73 Type {8,8} |Aut(M)| = 1152 Reflexible Self-dual Map R73.69 Genus 73 Type {8,8} |Aut(M)| = 1152 Reflexible Self-dual Map R73.70 Genus 73 Type {8,8} |Aut(M)| = 1152 Reflexible Non-self-dual Map R73.70* Genus 73 Type {8,8} |Aut(M)| = 1152 Reflexible Non-self-dual Map R73.71 Genus 73 Type {8,8} |Aut(M)| = 1152 Reflexible Self-dual Map R73.72 Genus 73 Type {8,8} |Aut(M)| = 1152 Reflexible Self-dual Map R73.73 Genus 73 Type {8,8} |Aut(M)| = 1152 Reflexible Self-dual Map R82.50 Genus 82 Type {8,8} |Aut(M)| = 1296 Reflexible Self-dual Map R85.41 Genus 85 Type {8,8} |Aut(M)| = 1344 Reflexible Self-dual Map R85.42 Genus 85 Type {8,8} |Aut(M)| = 1344 Reflexible Self-dual Map R85.43 Genus 85 Type {8,8} |Aut(M)| = 1344 Reflexible Self-dual Map R85.44 Genus 85 Type {8,8} |Aut(M)| = 1344 Reflexible Self-dual Map R85.45 Genus 85 Type {8,8} |Aut(M)| = 1344 Reflexible Self-dual Map R85.46 Genus 85 Type {8,8} |Aut(M)| = 1344 Reflexible Self-dual Map R91.36 Genus 91 Type {8,8} |Aut(M)| = 1440 Reflexible Self-dual Map R91.37 Genus 91 Type {8,8} |Aut(M)| = 1440 Reflexible Self-dual Map R91.38 Genus 91 Type {8,8} |Aut(M)| = 1440 Reflexible Self-dual Map R91.39 Genus 91 Type {8,8} |Aut(M)| = 1440 Reflexible Self-dual Map R99.12 Genus 99 Type {8,8} |Aut(M)| = 1568 Reflexible Self-dual Map R99.13 Genus 99 Type {8,8} |Aut(M)| = 1568 Reflexible Non-self-dual Map R99.13* Genus 99 Type {8,8} |Aut(M)| = 1568 Reflexible Non-self-dual Map R99.14 Genus 99 Type {8,8} |Aut(M)| = 1568 Reflexible Self-dual Map C10.3 Genus 10 Type {8,8} |Aut(M)| = 72 Chiral Self-dual Map C10.3# Genus 10 Type {8,8} |Aut(M)| = 72 Chiral Self-dual Map C11.4 Genus 11 Type {8,8} |Aut(M)| = 80 Chiral Self-dual Map C11.4# Genus 11 Type {8,8} |Aut(M)| = 80 Chiral Self-dual Map C11.5 Genus 11 Type {8,8} |Aut(M)| = 80 Chiral Self-dual Map C11.5# Genus 11 Type {8,8} |Aut(M)| = 80 Chiral Self-dual Map C18.1 Genus 18 Type {8,8} |Aut(M)| = 136 Chiral Non-SD Non-MSD Map C18.1# Genus 18 Type {8,8} |Aut(M)| = 136 Chiral Non-SD Non-MSD Map C18.1* Genus 18 Type {8,8} |Aut(M)| = 136 Chiral Non-SD Non-MSD Map C18.1*# Genus 18 Type {8,8} |Aut(M)| = 136 Chiral Non-SD Non-MSD Map C19.2 Genus 19 Type {8,8} |Aut(M)| = 144 Chiral Self-dual Map C19.2# Genus 19 Type {8,8} |Aut(M)| = 144 Chiral Self-dual Map C21.6 Genus 21 Type {8,8} |Aut(M)| = 160 Chiral Self-dual Map C21.6# Genus 21 Type {8,8} |Aut(M)| = 160 Chiral Self-dual Map C21.7 Genus 21 Type {8,8} |Aut(M)| = 160 Chiral Self-dual Map C21.7# Genus 21 Type {8,8} |Aut(M)| = 160 Chiral Self-dual Map C26.1 Genus 26 Type {8,8} |Aut(M)| = 200 Chiral Mirror-self-dual Map C26.1# Genus 26 Type {8,8} |Aut(M)| = 200 Chiral Mirror-self-dual Map C27.5 Genus 27 Type {8,8} |Aut(M)| = 208 Chiral Self-dual Map C27.5# Genus 27 Type {8,8} |Aut(M)| = 208 Chiral Self-dual Map C27.6 Genus 27 Type {8,8} |Aut(M)| = 208 Chiral Self-dual Map C27.6# Genus 27 Type {8,8} |Aut(M)| = 208 Chiral Self-dual Map C28.4 Genus 28 Type {8,8} |Aut(M)| = 216 Chiral Self-dual Map C28.4# Genus 28 Type {8,8} |Aut(M)| = 216 Chiral Self-dual Map C35.4 Genus 35 Type {8,8} |Aut(M)| = 272 Chiral Self-dual Map C35.4# Genus 35 Type {8,8} |Aut(M)| = 272 Chiral Self-dual Map C35.5 Genus 35 Type {8,8} |Aut(M)| = 272 Chiral Non-SD Non-MSD Map C35.5# Genus 35 Type {8,8} |Aut(M)| = 272 Chiral Non-SD Non-MSD Map C35.5* Genus 35 Type {8,8} |Aut(M)| = 272 Chiral Non-SD Non-MSD Map C35.5*# Genus 35 Type {8,8} |Aut(M)| = 272 Chiral Non-SD Non-MSD Map C35.6 Genus 35 Type {8,8} |Aut(M)| = 272 Chiral Self-dual Map C35.6# Genus 35 Type {8,8} |Aut(M)| = 272 Chiral Self-dual Map C37.3 Genus 37 Type {8,8} |Aut(M)| = 288 Chiral Self-dual Map C37.3# Genus 37 Type {8,8} |Aut(M)| = 288 Chiral Self-dual Map C41.13 Genus 41 Type {8,8} |Aut(M)| = 320 Chiral Self-dual Map C41.13# Genus 41 Type {8,8} |Aut(M)| = 320 Chiral Self-dual Map C41.14 Genus 41 Type {8,8} |Aut(M)| = 320 Chiral Self-dual Map C41.14# Genus 41 Type {8,8} |Aut(M)| = 320 Chiral Self-dual Map C41.15 Genus 41 Type {8,8} |Aut(M)| = 320 Chiral Non-SD Non-MSD Map C41.15# Genus 41 Type {8,8} |Aut(M)| = 320 Chiral Non-SD Non-MSD Map C41.15* Genus 41 Type {8,8} |Aut(M)| = 320 Chiral Non-SD Non-MSD Map C41.15*# Genus 41 Type {8,8} |Aut(M)| = 320 Chiral Non-SD Non-MSD Map C41.16 Genus 41 Type {8,8} |Aut(M)| = 320 Chiral Self-dual Map C41.16# Genus 41 Type {8,8} |Aut(M)| = 320 Chiral Self-dual Map C41.17 Genus 41 Type {8,8} |Aut(M)| = 320 Chiral Self-dual Map C41.17# Genus 41 Type {8,8} |Aut(M)| = 320 Chiral Self-dual Map C41.18 Genus 41 Type {8,8} |Aut(M)| = 320 Chiral Self-dual Map C41.18# Genus 41 Type {8,8} |Aut(M)| = 320 Chiral Self-dual Map C42.3 Genus 42 Type {8,8} |Aut(M)| = 328 Chiral Non-SD Non-MSD Map C42.3# Genus 42 Type {8,8} |Aut(M)| = 328 Chiral Non-SD Non-MSD Map C42.3* Genus 42 Type {8,8} |Aut(M)| = 328 Chiral Non-SD Non-MSD Map C42.3*# Genus 42 Type {8,8} |Aut(M)| = 328 Chiral Non-SD Non-MSD Map C51.10 Genus 51 Type {8,8} |Aut(M)| = 400 Chiral Mirror-self-dual Map C51.10# Genus 51 Type {8,8} |Aut(M)| = 400 Chiral Mirror-self-dual Map C51.11 Genus 51 Type {8,8} |Aut(M)| = 400 Chiral Self-dual Map C51.11# Genus 51 Type {8,8} |Aut(M)| = 400 Chiral Self-dual Map C51.12 Genus 51 Type {8,8} |Aut(M)| = 400 Chiral Self-dual Map C51.12# Genus 51 Type {8,8} |Aut(M)| = 400 Chiral Self-dual Map C51.13 Genus 51 Type {8,8} |Aut(M)| = 400 Chiral Self-dual Map C51.13# Genus 51 Type {8,8} |Aut(M)| = 400 Chiral Self-dual Map C53.7 Genus 53 Type {8,8} |Aut(M)| = 416 Chiral Self-dual Map C53.7# Genus 53 Type {8,8} |Aut(M)| = 416 Chiral Self-dual Map C53.8 Genus 53 Type {8,8} |Aut(M)| = 416 Chiral Self-dual Map C53.8# Genus 53 Type {8,8} |Aut(M)| = 416 Chiral Self-dual Map C55.7 Genus 55 Type {8,8} |Aut(M)| = 432 Chiral Self-dual Map C55.7# Genus 55 Type {8,8} |Aut(M)| = 432 Chiral Self-dual Map C59.7 Genus 59 Type {8,8} |Aut(M)| = 464 Chiral Self-dual Map C59.7# Genus 59 Type {8,8} |Aut(M)| = 464 Chiral Self-dual Map C59.8 Genus 59 Type {8,8} |Aut(M)| = 464 Chiral Self-dual Map C59.8# Genus 59 Type {8,8} |Aut(M)| = 464 Chiral Self-dual Map C65.12 Genus 65 Type {8,8} |Aut(M)| = 512 Chiral Self-dual Map C65.12# Genus 65 Type {8,8} |Aut(M)| = 512 Chiral Self-dual Map C65.13 Genus 65 Type {8,8} |Aut(M)| = 512 Chiral Self-dual Map C65.13# Genus 65 Type {8,8} |Aut(M)| = 512 Chiral Self-dual Map C65.14 Genus 65 Type {8,8} |Aut(M)| = 512 Chiral Mirror-self-dual Map C65.14# Genus 65 Type {8,8} |Aut(M)| = 512 Chiral Mirror-self-dual Map C69.5 Genus 69 Type {8,8} |Aut(M)| = 544 Chiral Self-dual Map C69.5# Genus 69 Type {8,8} |Aut(M)| = 544 Chiral Self-dual Map C69.6 Genus 69 Type {8,8} |Aut(M)| = 544 Chiral Self-dual Map C69.6# Genus 69 Type {8,8} |Aut(M)| = 544 Chiral Self-dual Map C69.7 Genus 69 Type {8,8} |Aut(M)| = 544 Chiral Non-SD Non-MSD Map C69.7# Genus 69 Type {8,8} |Aut(M)| = 544 Chiral Non-SD Non-MSD Map C69.7* Genus 69 Type {8,8} |Aut(M)| = 544 Chiral Non-SD Non-MSD Map C69.7*# Genus 69 Type {8,8} |Aut(M)| = 544 Chiral Non-SD Non-MSD Map C73.5 Genus 73 Type {8,8} |Aut(M)| = 576 Chiral Non-SD Non-MSD Map C73.5# Genus 73 Type {8,8} |Aut(M)| = 576 Chiral Non-SD Non-MSD Map C73.5* Genus 73 Type {8,8} |Aut(M)| = 576 Chiral Non-SD Non-MSD Map C73.5*# Genus 73 Type {8,8} |Aut(M)| = 576 Chiral Non-SD Non-MSD Map C73.6 Genus 73 Type {8,8} |Aut(M)| = 576 Chiral Self-dual Map C73.6# Genus 73 Type {8,8} |Aut(M)| = 576 Chiral Self-dual Map C73.7 Genus 73 Type {8,8} |Aut(M)| = 576 Chiral Non-SD Non-MSD Map C73.7# Genus 73 Type {8,8} |Aut(M)| = 576 Chiral Non-SD Non-MSD Map C73.7* Genus 73 Type {8,8} |Aut(M)| = 576 Chiral Non-SD Non-MSD Map C73.7*# Genus 73 Type {8,8} |Aut(M)| = 576 Chiral Non-SD Non-MSD Map C73.8 Genus 73 Type {8,8} |Aut(M)| = 576 Chiral Non-SD Non-MSD Map C73.8# Genus 73 Type {8,8} |Aut(M)| = 576 Chiral Non-SD Non-MSD Map C73.8* Genus 73 Type {8,8} |Aut(M)| = 576 Chiral Non-SD Non-MSD Map C73.8*# Genus 73 Type {8,8} |Aut(M)| = 576 Chiral Non-SD Non-MSD Map C74.2 Genus 74 Type {8,8} |Aut(M)| = 584 Chiral Non-SD Non-MSD Map C74.2# Genus 74 Type {8,8} |Aut(M)| = 584 Chiral Non-SD Non-MSD Map C74.2* Genus 74 Type {8,8} |Aut(M)| = 584 Chiral Non-SD Non-MSD Map C74.2*# Genus 74 Type {8,8} |Aut(M)| = 584 Chiral Non-SD Non-MSD Map C75.5 Genus 75 Type {8,8} |Aut(M)| = 592 Chiral Self-dual Map C75.5# Genus 75 Type {8,8} |Aut(M)| = 592 Chiral Self-dual Map C75.6 Genus 75 Type {8,8} |Aut(M)| = 592 Chiral Self-dual Map C75.6# Genus 75 Type {8,8} |Aut(M)| = 592 Chiral Self-dual Map C81.19 Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Self-dual Map C81.19# Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Self-dual Map C81.20 Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Self-dual Map C81.20# Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Self-dual Map C81.21 Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Self-dual Map C81.21# Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Self-dual Map C81.22 Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Self-dual Map C81.22# Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Self-dual Map C81.23 Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Self-dual Map C81.23# Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Self-dual Map C81.24 Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Self-dual Map C81.24# Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Self-dual Map C81.25 Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Non-SD Non-MSD Map C81.25# Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Non-SD Non-MSD Map C81.25* Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Non-SD Non-MSD Map C81.25*# Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Non-SD Non-MSD Map C81.26 Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Non-SD Non-MSD Map C81.26# Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Non-SD Non-MSD Map C81.26* Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Non-SD Non-MSD Map C81.26*# Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Non-SD Non-MSD Map C81.27 Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Non-SD Non-MSD Map C81.27# Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Non-SD Non-MSD Map C81.27* Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Non-SD Non-MSD Map C81.27*# Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Non-SD Non-MSD Map C81.28 Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Self-dual Map C81.28# Genus 81 Type {8,8} |Aut(M)| = 640 Chiral Self-dual Map C82.9 Genus 82 Type {8,8} |Aut(M)| = 648 Chiral Self-dual Map C82.9# Genus 82 Type {8,8} |Aut(M)| = 648 Chiral Self-dual Map C83.4 Genus 83 Type {8,8} |Aut(M)| = 656 Chiral Self-dual Map C83.4# Genus 83 Type {8,8} |Aut(M)| = 656 Chiral Self-dual Map C83.5 Genus 83 Type {8,8} |Aut(M)| = 656 Chiral Self-dual Map C83.5# Genus 83 Type {8,8} |Aut(M)| = 656 Chiral Self-dual Map C83.6 Genus 83 Type {8,8} |Aut(M)| = 656 Chiral Non-SD Non-MSD Map C83.6# Genus 83 Type {8,8} |Aut(M)| = 656 Chiral Non-SD Non-MSD Map C83.6* Genus 83 Type {8,8} |Aut(M)| = 656 Chiral Non-SD Non-MSD Map C83.6*# Genus 83 Type {8,8} |Aut(M)| = 656 Chiral Non-SD Non-MSD Map C90.1 Genus 90 Type {8,8} |Aut(M)| = 712 Chiral Non-SD Non-MSD Map C90.1# Genus 90 Type {8,8} |Aut(M)| = 712 Chiral Non-SD Non-MSD Map C90.1* Genus 90 Type {8,8} |Aut(M)| = 712 Chiral Non-SD Non-MSD Map C90.1*# Genus 90 Type {8,8} |Aut(M)| = 712 Chiral Non-SD Non-MSD Map C91.13 Genus 91 Type {8,8} |Aut(M)| = 720 Chiral Self-dual Map C91.13# Genus 91 Type {8,8} |Aut(M)| = 720 Chiral Self-dual Map C91.14 Genus 91 Type {8,8} |Aut(M)| = 720 Chiral Self-dual Map C91.14# Genus 91 Type {8,8} |Aut(M)| = 720 Chiral Self-dual Map C91.15 Genus 91 Type {8,8} |Aut(M)| = 720 Chiral Self-dual Map C91.15# Genus 91 Type {8,8} |Aut(M)| = 720 Chiral Self-dual Map C91.16 Genus 91 Type {8,8} |Aut(M)| = 720 Chiral Self-dual Map C91.16# Genus 91 Type {8,8} |Aut(M)| = 720 Chiral Self-dual Map C98.2 Genus 98 Type {8,8} |Aut(M)| = 776 Chiral Non-SD Non-MSD Map C98.2# Genus 98 Type {8,8} |Aut(M)| = 776 Chiral Non-SD Non-MSD Map C98.2* Genus 98 Type {8,8} |Aut(M)| = 776 Chiral Non-SD Non-MSD Map C98.2*# Genus 98 Type {8,8} |Aut(M)| = 776 Chiral Non-SD Non-MSD Map N44.5 Genus 44 Type {8,8} |Aut(M)| = 336 Non-orientable Self-dual Map N44.6 Genus 44 Type {8,8} |Aut(M)| = 336 Non-orientable Self-dual Map N86.13 Genus 86 Type {8,8} |Aut(M)| = 672 Non-orientable Self-dual Map N86.14 Genus 86 Type {8,8} |Aut(M)| = 672 Non-orientable Self-dual Map N86.15 Genus 86 Type {8,8} |Aut(M)| = 672 Non-orientable Self-dual Map N92.5 Genus 92 Type {8,8} |Aut(M)| = 720 Non-orientable Self-dual Map N170.15 Genus 170 Type {8,8} |Aut(M)| = 1344 Non-orientable Non-self-dual Map N170.15* Genus 170 Type {8,8} |Aut(M)| = 1344 Non-orientable Non-self-dual Map N170.16 Genus 170 Type {8,8} |Aut(M)| = 1344 Non-orientable Non-self-dual Map N170.16* Genus 170 Type {8,8} |Aut(M)| = 1344 Non-orientable Non-self-dual Map N182.10 Genus 182 Type {8,8} |Aut(M)| = 1440 Non-orientable Non-self-dual Map N182.10* Genus 182 Type {8,8} |Aut(M)| = 1440 Non-orientable Non-self-dual Map N182.11 Genus 182 Type {8,8} |Aut(M)| = 1440 Non-orientable Self-dual Map N182.12 Genus 182 Type {8,8} |Aut(M)| = 1440 Non-orientable Self-dual Maps of type {8,9} Total = 3 Map R20.5 Genus 20 Type {8,9} |Aut(M)| = 288 Reflexible Map R39.5 Genus 39 Type {8,9} |Aut(M)| = 576 Reflexible Map R77.9 Genus 77 Type {8,9} |Aut(M)| = 1152 Reflexible Maps of type {8,10} Total = 36 Map R12.5 Genus 12 Type {8,10} |Aut(M)| = 160 Reflexible Map R34.11 Genus 34 Type {8,10} |Aut(M)| = 480 Reflexible Map R45.15 Genus 45 Type {8,10} |Aut(M)| = 640 Reflexible Map R45.16 Genus 45 Type {8,10} |Aut(M)| = 640 Reflexible Map R56.9 Genus 56 Type {8,10} |Aut(M)| = 800 Reflexible Map R67.9 Genus 67 Type {8,10} |Aut(M)| = 960 Reflexible Map R67.10 Genus 67 Type {8,10} |Aut(M)| = 960 Reflexible Map R89.24 Genus 89 Type {8,10} |Aut(M)| = 1280 Reflexible Map R89.25 Genus 89 Type {8,10} |Aut(M)| = 1280 Reflexible Map R89.26 Genus 89 Type {8,10} |Aut(M)| = 1280 Reflexible Map R89.27 Genus 89 Type {8,10} |Aut(M)| = 1280 Reflexible Map R89.28 Genus 89 Type {8,10} |Aut(M)| = 1280 Reflexible Map R89.29 Genus 89 Type {8,10} |Aut(M)| = 1280 Reflexible Map R89.30 Genus 89 Type {8,10} |Aut(M)| = 1280 Reflexible Map R100.26 Genus 100 Type {8,10} |Aut(M)| = 1440 Reflexible Map R100.27 Genus 100 Type {8,10} |Aut(M)| = 1440 Reflexible Map N46.7 Genus 46 Type {8,10} |Aut(M)| = 320 Non-orientable Map N46.8 Genus 46 Type {8,10} |Aut(M)| = 320 Non-orientable Map N90.5 Genus 90 Type {8,10} |Aut(M)| = 640 Non-orientable Map N90.6 Genus 90 Type {8,10} |Aut(M)| = 640 Non-orientable Map N90.7 Genus 90 Type {8,10} |Aut(M)| = 640 Non-orientable Map N90.8 Genus 90 Type {8,10} |Aut(M)| = 640 Non-orientable Map N101.8 Genus 101 Type {8,10} |Aut(M)| = 720 Non-orientable Map N101.9 Genus 101 Type {8,10} |Aut(M)| = 720 Non-orientable Map N134.9 Genus 134 Type {8,10} |Aut(M)| = 960 Non-orientable Map N134.10 Genus 134 Type {8,10} |Aut(M)| = 960 Non-orientable Map N200.12 Genus 200 Type {8,10} |Aut(M)| = 1440 Non-orientable Map N200.13 Genus 200 Type {8,10} |Aut(M)| = 1440 Non-orientable Map N200.14 Genus 200 Type {8,10} |Aut(M)| = 1440 Non-orientable Map N200.15 Genus 200 Type {8,10} |Aut(M)| = 1440 Non-orientable Map N200.16 Genus 200 Type {8,10} |Aut(M)| = 1440 Non-orientable Map N200.17 Genus 200 Type {8,10} |Aut(M)| = 1440 Non-orientable Map N200.18 Genus 200 Type {8,10} |Aut(M)| = 1440 Non-orientable Map N200.19 Genus 200 Type {8,10} |Aut(M)| = 1440 Non-orientable Map N200.20 Genus 200 Type {8,10} |Aut(M)| = 1440 Non-orientable Map N200.21 Genus 200 Type {8,10} |Aut(M)| = 1440 Non-orientable Maps of type {8,12} Total = 77 Map R8.7 Genus 8 Type {8,12} |Aut(M)| = 96 Reflexible Map R15.11 Genus 15 Type {8,12} |Aut(M)| = 192 Reflexible Map R15.12 Genus 15 Type {8,12} |Aut(M)| = 192 Reflexible Map R15.13 Genus 15 Type {8,12} |Aut(M)| = 192 Reflexible Map R15.14 Genus 15 Type {8,12} |Aut(M)| = 192 Reflexible Map R22.13 Genus 22 Type {8,12} |Aut(M)| = 288 Reflexible Map R29.16 Genus 29 Type {8,12} |Aut(M)| = 384 Reflexible Map R29.17 Genus 29 Type {8,12} |Aut(M)| = 384 Reflexible Map R29.18 Genus 29 Type {8,12} |Aut(M)| = 384 Reflexible Map R29.19 Genus 29 Type {8,12} |Aut(M)| = 384 Reflexible Map R29.20 Genus 29 Type {8,12} |Aut(M)| = 384 Reflexible Map R29.21 Genus 29 Type {8,12} |Aut(M)| = 384 Reflexible Map R29.22 Genus 29 Type {8,12} |Aut(M)| = 384 Reflexible Map R29.23 Genus 29 Type {8,12} |Aut(M)| = 384 Reflexible Map R43.16 Genus 43 Type {8,12} |Aut(M)| = 576 Reflexible Map R43.17 Genus 43 Type {8,12} |Aut(M)| = 576 Reflexible Map R57.20 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.21 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.22 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.23 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.24 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.25 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.26 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.27 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.28 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.29 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.30 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.31 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.32 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.33 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.34 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.35 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.36 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.37 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.38 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.39 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.40 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.41 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R57.42 Genus 57 Type {8,12} |Aut(M)| = 768 Reflexible Map R64.23 Genus 64 Type {8,12} |Aut(M)| = 864 Reflexible Map R64.24 Genus 64 Type {8,12} |Aut(M)| = 864 Reflexible Map R71.11 Genus 71 Type {8,12} |Aut(M)| = 960 Reflexible Map R71.12 Genus 71 Type {8,12} |Aut(M)| = 960 Reflexible Map R85.47 Genus 85 Type {8,12} |Aut(M)| = 1152 Reflexible Map R85.48 Genus 85 Type {8,12} |Aut(M)| = 1152 Reflexible Map R99.15 Genus 99 Type {8,12} |Aut(M)| = 1344 Reflexible Map R99.16 Genus 99 Type {8,12} |Aut(M)| = 1344 Reflexible Map R99.17 Genus 99 Type {8,12} |Aut(M)| = 1344 Reflexible Map R99.18 Genus 99 Type {8,12} |Aut(M)| = 1344 Reflexible Map C64.13 Genus 64 Type {8,12} |Aut(M)| = 432 Chiral Map C64.13# Genus 64 Type {8,12} |Aut(M)| = 432 Chiral Map C64.14 Genus 64 Type {8,12} |Aut(M)| = 432 Chiral Map C64.14# Genus 64 Type {8,12} |Aut(M)| = 432 Chiral Map C64.15 Genus 64 Type {8,12} |Aut(M)| = 432 Chiral Map C64.15# Genus 64 Type {8,12} |Aut(M)| = 432 Chiral Map C71.5 Genus 71 Type {8,12} |Aut(M)| = 480 Chiral Map C71.5# Genus 71 Type {8,12} |Aut(M)| = 480 Chiral Map C71.6 Genus 71 Type {8,12} |Aut(M)| = 480 Chiral Map C71.6# Genus 71 Type {8,12} |Aut(M)| = 480 Chiral Map N16.7 Genus 16 Type {8,12} |Aut(M)| = 96 Non-orientable Map N16.8 Genus 16 Type {8,12} |Aut(M)| = 96 Non-orientable Map N58.7 Genus 58 Type {8,12} |Aut(M)| = 384 Non-orientable Map N58.8 Genus 58 Type {8,12} |Aut(M)| = 384 Non-orientable Map N58.9 Genus 58 Type {8,12} |Aut(M)| = 384 Non-orientable Map N58.10 Genus 58 Type {8,12} |Aut(M)| = 384 Non-orientable Map N114.5 Genus 114 Type {8,12} |Aut(M)| = 768 Non-orientable Map N114.6 Genus 114 Type {8,12} |Aut(M)| = 768 Non-orientable Map N114.7 Genus 114 Type {8,12} |Aut(M)| = 768 Non-orientable Map N114.8 Genus 114 Type {8,12} |Aut(M)| = 768 Non-orientable Map N114.9 Genus 114 Type {8,12} |Aut(M)| = 768 Non-orientable Map N114.10 Genus 114 Type {8,12} |Aut(M)| = 768 Non-orientable Map N149.3 Genus 149 Type {8,12} |Aut(M)| = 1008 Non-orientable Map N170.17 Genus 170 Type {8,12} |Aut(M)| = 1152 Non-orientable Map N198.1 Genus 198 Type {8,12} |Aut(M)| = 1344 Non-orientable Map N198.2 Genus 198 Type {8,12} |Aut(M)| = 1344 Non-orientable Map N198.3 Genus 198 Type {8,12} |Aut(M)| = 1344 Non-orientable Map N198.4 Genus 198 Type {8,12} |Aut(M)| = 1344 Non-orientable Maps of type {8,14} Total = 7 Map R18.5 Genus 18 Type {8,14} |Aut(M)| = 224 Reflexible Map N104.1 Genus 104 Type {8,14} |Aut(M)| = 672 Non-orientable Map N104.2 Genus 104 Type {8,14} |Aut(M)| = 672 Non-orientable Map N104.3 Genus 104 Type {8,14} |Aut(M)| = 672 Non-orientable Map N104.4 Genus 104 Type {8,14} |Aut(M)| = 672 Non-orientable Map N121.3 Genus 121 Type {8,14} |Aut(M)| = 784 Non-orientable Map N121.4 Genus 121 Type {8,14} |Aut(M)| = 784 Non-orientable Maps of type {8,15} Total = 4 Map R38.5 Genus 38 Type {8,15} |Aut(M)| = 480 Reflexible Map R75.7 Genus 75 Type {8,15} |Aut(M)| = 960 Reflexible Map N150.4 Genus 150 Type {8,15} |Aut(M)| = 960 Non-orientable Map N150.5 Genus 150 Type {8,15} |Aut(M)| = 960 Non-orientable Maps of type {8,16} Total = 98 Map R11.9 Genus 11 Type {8,16} |Aut(M)| = 128 Reflexible Map R11.10 Genus 11 Type {8,16} |Aut(M)| = 128 Reflexible Map R21.20 Genus 21 Type {8,16} |Aut(M)| = 256 Reflexible Map R21.21 Genus 21 Type {8,16} |Aut(M)| = 256 Reflexible Map R21.22 Genus 21 Type {8,16} |Aut(M)| = 256 Reflexible Map R21.23 Genus 21 Type {8,16} |Aut(M)| = 256 Reflexible Map R21.24 Genus 21 Type {8,16} |Aut(M)| = 256 Reflexible Map R21.25 Genus 21 Type {8,16} |Aut(M)| = 256 Reflexible Map R21.26 Genus 21 Type {8,16} |Aut(M)| = 256 Reflexible Map R21.27 Genus 21 Type {8,16} |Aut(M)| = 256 Reflexible Map R41.36 Genus 41 Type {8,16} |Aut(M)| = 512 Reflexible Map R41.37 Genus 41 Type {8,16} |Aut(M)| = 512 Reflexible Map R41.38 Genus 41 Type {8,16} |Aut(M)| = 512 Reflexible Map R41.39 Genus 41 Type {8,16} |Aut(M)| = 512 Reflexible Map R41.40 Genus 41 Type {8,16} |Aut(M)| = 512 Reflexible Map R41.41 Genus 41 Type {8,16} |Aut(M)| = 512 Reflexible Map R41.42 Genus 41 Type {8,16} |Aut(M)| = 512 Reflexible Map R41.43 Genus 41 Type {8,16} |Aut(M)| = 512 Reflexible Map R41.44 Genus 41 Type {8,16} |Aut(M)| = 512 Reflexible Map R41.45 Genus 41 Type {8,16} |Aut(M)| = 512 Reflexible Map R41.46 Genus 41 Type {8,16} |Aut(M)| = 512 Reflexible Map R41.47 Genus 41 Type {8,16} |Aut(M)| = 512 Reflexible Map R41.48 Genus 41 Type {8,16} |Aut(M)| = 512 Reflexible Map R41.49 Genus 41 Type {8,16} |Aut(M)| = 512 Reflexible Map R81.63 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.64 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.65 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.66 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.67 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.68 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.69 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.70 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.71 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.72 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.73 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.74 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.75 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.76 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.77 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.78 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.79 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.80 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.81 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.82 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.83 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.84 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.85 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.86 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.87 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.88 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.89 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.90 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.91 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.92 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.93 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.94 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.95 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.96 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.97 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.98 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.99 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.100 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.101 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.102 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.103 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.104 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.105 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.106 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.107 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.108 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.109 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.110 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.111 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.112 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.113 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R81.114 Genus 81 Type {8,16} |Aut(M)| = 1024 Reflexible Map R91.40 Genus 91 Type {8,16} |Aut(M)| = 1152 Reflexible Map R91.41 Genus 91 Type {8,16} |Aut(M)| = 1152 Reflexible Map C41.19 Genus 41 Type {8,16} |Aut(M)| = 256 Chiral Map C41.19# Genus 41 Type {8,16} |Aut(M)| = 256 Chiral Map C51.14 Genus 51 Type {8,16} |Aut(M)| = 320 Chiral Map C51.14# Genus 51 Type {8,16} |Aut(M)| = 320 Chiral Map C51.15 Genus 51 Type {8,16} |Aut(M)| = 320 Chiral Map C51.15# Genus 51 Type {8,16} |Aut(M)| = 320 Chiral Map C81.29 Genus 81 Type {8,16} |Aut(M)| = 512 Chiral Map C81.29# Genus 81 Type {8,16} |Aut(M)| = 512 Chiral Map C81.30 Genus 81 Type {8,16} |Aut(M)| = 512 Chiral Map C81.30# Genus 81 Type {8,16} |Aut(M)| = 512 Chiral Map C81.31 Genus 81 Type {8,16} |Aut(M)| = 512 Chiral Map C81.31# Genus 81 Type {8,16} |Aut(M)| = 512 Chiral Map C81.32 Genus 81 Type {8,16} |Aut(M)| = 512 Chiral Map C81.32# Genus 81 Type {8,16} |Aut(M)| = 512 Chiral Map C81.33 Genus 81 Type {8,16} |Aut(M)| = 512 Chiral Map C81.33# Genus 81 Type {8,16} |Aut(M)| = 512 Chiral Map C91.17 Genus 91 Type {8,16} |Aut(M)| = 576 Chiral Map C91.17# Genus 91 Type {8,16} |Aut(M)| = 576 Chiral Map C91.18 Genus 91 Type {8,16} |Aut(M)| = 576 Chiral Map C91.18# Genus 91 Type {8,16} |Aut(M)| = 576 Chiral Maps of type {8,18} Total = 12 Map R24.5 Genus 24 Type {8,18} |Aut(M)| = 288 Reflexible Map R24.6 Genus 24 Type {8,18} |Aut(M)| = 288 Reflexible Map R47.5 Genus 47 Type {8,18} |Aut(M)| = 576 Reflexible Map R47.6 Genus 47 Type {8,18} |Aut(M)| = 576 Reflexible Map R93.8 Genus 93 Type {8,18} |Aut(M)| = 1152 Reflexible Map R93.9 Genus 93 Type {8,18} |Aut(M)| = 1152 Reflexible Map R93.10 Genus 93 Type {8,18} |Aut(M)| = 1152 Reflexible Map R93.11 Genus 93 Type {8,18} |Aut(M)| = 1152 Reflexible Map R93.12 Genus 93 Type {8,18} |Aut(M)| = 1152 Reflexible Map N94.3 Genus 94 Type {8,18} |Aut(M)| = 576 Non-orientable Map N186.3 Genus 186 Type {8,18} |Aut(M)| = 1152 Non-orientable Map N186.4 Genus 186 Type {8,18} |Aut(M)| = 1152 Non-orientable Maps of type {8,20} Total = 12 Map R14.8 Genus 14 Type {8,20} |Aut(M)| = 160 Reflexible Map R27.6 Genus 27 Type {8,20} |Aut(M)| = 320 Reflexible Map R27.7 Genus 27 Type {8,20} |Aut(M)| = 320 Reflexible Map R53.11 Genus 53 Type {8,20} |Aut(M)| = 640 Reflexible Map R53.12 Genus 53 Type {8,20} |Aut(M)| = 640 Reflexible Map R66.7 Genus 66 Type {8,20} |Aut(M)| = 800 Reflexible Map R79.8 Genus 79 Type {8,20} |Aut(M)| = 960 Reflexible Map R79.9 Genus 79 Type {8,20} |Aut(M)| = 960 Reflexible Map N106.13 Genus 106 Type {8,20} |Aut(M)| = 640 Non-orientable Map N106.14 Genus 106 Type {8,20} |Aut(M)| = 640 Non-orientable Map N106.15 Genus 106 Type {8,20} |Aut(M)| = 640 Non-orientable Map N106.16 Genus 106 Type {8,20} |Aut(M)| = 640 Non-orientable Maps of type {8,21} Total = 3 Map R56.10 Genus 56 Type {8,21} |Aut(M)| = 672 Reflexible Map N167.4 Genus 167 Type {8,21} |Aut(M)| = 1008 Non-orientable Map N167.5 Genus 167 Type {8,21} |Aut(M)| = 1008 Non-orientable Maps of type {8,22} Total = 1 Map R30.5 Genus 30 Type {8,22} |Aut(M)| = 352 Reflexible Maps of type {8,24} Total = 66 Map R9.24 Genus 9 Type {8,24} |Aut(M)| = 96 Reflexible Map R9.25 Genus 9 Type {8,24} |Aut(M)| = 96 Reflexible Map R17.32 Genus 17 Type {8,24} |Aut(M)| = 192 Reflexible Map R17.33 Genus 17 Type {8,24} |Aut(M)| = 192 Reflexible Map R33.54 Genus 33 Type {8,24} |Aut(M)| = 384 Reflexible Map R33.55 Genus 33 Type {8,24} |Aut(M)| = 384 Reflexible Map R33.56 Genus 33 Type {8,24} |Aut(M)| = 384 Reflexible Map R33.57 Genus 33 Type {8,24} |Aut(M)| = 384 Reflexible Map R33.58 Genus 33 Type {8,24} |Aut(M)| = 384 Reflexible Map R33.59 Genus 33 Type {8,24} |Aut(M)| = 384 Reflexible Map R33.60 Genus 33 Type {8,24} |Aut(M)| = 384 Reflexible Map R33.61 Genus 33 Type {8,24} |Aut(M)| = 384 Reflexible Map R33.62 Genus 33 Type {8,24} |Aut(M)| = 384 Reflexible Map R33.63 Genus 33 Type {8,24} |Aut(M)| = 384 Reflexible Map R49.59 Genus 49 Type {8,24} |Aut(M)| = 576 Reflexible Map R49.60 Genus 49 Type {8,24} |Aut(M)| = 576 Reflexible Map R65.88 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.89 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.90 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.91 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.92 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.93 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.94 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.95 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.96 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.97 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.98 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.99 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.100 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.101 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.102 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.103 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.104 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.105 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.106 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.107 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.108 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R65.109 Genus 65 Type {8,24} |Aut(M)| = 768 Reflexible Map R73.74 Genus 73 Type {8,24} |Aut(M)| = 864 Reflexible Map R73.75 Genus 73 Type {8,24} |Aut(M)| = 864 Reflexible Map R73.76 Genus 73 Type {8,24} |Aut(M)| = 864 Reflexible Map R73.77 Genus 73 Type {8,24} |Aut(M)| = 864 Reflexible Map R81.115 Genus 81 Type {8,24} |Aut(M)| = 960 Reflexible Map R81.116 Genus 81 Type {8,24} |Aut(M)| = 960 Reflexible Map R97.93 Genus 97 Type {8,24} |Aut(M)| = 1152 Reflexible Map R97.94 Genus 97 Type {8,24} |Aut(M)| = 1152 Reflexible Map R97.95 Genus 97 Type {8,24} |Aut(M)| = 1152 Reflexible Map R97.96 Genus 97 Type {8,24} |Aut(M)| = 1152 Reflexible Map R97.97 Genus 97 Type {8,24} |Aut(M)| = 1152 Reflexible Map R97.98 Genus 97 Type {8,24} |Aut(M)| = 1152 Reflexible Map C41.20 Genus 41 Type {8,24} |Aut(M)| = 240 Chiral Map C41.20# Genus 41 Type {8,24} |Aut(M)| = 240 Chiral Map C41.21 Genus 41 Type {8,24} |Aut(M)| = 240 Chiral Map C41.21# Genus 41 Type {8,24} |Aut(M)| = 240 Chiral Map C73.9 Genus 73 Type {8,24} |Aut(M)| = 432 Chiral Map C73.9# Genus 73 Type {8,24} |Aut(M)| = 432 Chiral Map C81.34 Genus 81 Type {8,24} |Aut(M)| = 480 Chiral Map C81.34# Genus 81 Type {8,24} |Aut(M)| = 480 Chiral Map C81.35 Genus 81 Type {8,24} |Aut(M)| = 480 Chiral Map C81.35# Genus 81 Type {8,24} |Aut(M)| = 480 Chiral Map N34.6 Genus 34 Type {8,24} |Aut(M)| = 192 Non-orientable Map N34.7 Genus 34 Type {8,24} |Aut(M)| = 192 Non-orientable Map N130.11 Genus 130 Type {8,24} |Aut(M)| = 768 Non-orientable Map N130.12 Genus 130 Type {8,24} |Aut(M)| = 768 Non-orientable Map N130.13 Genus 130 Type {8,24} |Aut(M)| = 768 Non-orientable Map N130.14 Genus 130 Type {8,24} |Aut(M)| = 768 Non-orientable Maps of type {8,26} Total = 1 Map R36.14 Genus 36 Type {8,26} |Aut(M)| = 416 Reflexible Maps of type {8,27} Total = 1 Map R74.5 Genus 74 Type {8,27} |Aut(M)| = 864 Reflexible Maps of type {8,28} Total = 5 Map R20.6 Genus 20 Type {8,28} |Aut(M)| = 224 Reflexible Map R39.6 Genus 39 Type {8,28} |Aut(M)| = 448 Reflexible Map R39.7 Genus 39 Type {8,28} |Aut(M)| = 448 Reflexible Map R77.10 Genus 77 Type {8,28} |Aut(M)| = 896 Reflexible Map R77.11 Genus 77 Type {8,28} |Aut(M)| = 896 Reflexible Maps of type {8,30} Total = 7 Map R42.5 Genus 42 Type {8,30} |Aut(M)| = 480 Reflexible Map R42.6 Genus 42 Type {8,30} |Aut(M)| = 480 Reflexible Map R83.6 Genus 83 Type {8,30} |Aut(M)| = 960 Reflexible Map R83.7 Genus 83 Type {8,30} |Aut(M)| = 960 Reflexible Map N166.4 Genus 166 Type {8,30} |Aut(M)| = 960 Non-orientable Map N166.5 Genus 166 Type {8,30} |Aut(M)| = 960 Non-orientable Map N166.6 Genus 166 Type {8,30} |Aut(M)| = 960 Non-orientable Maps of type {8,32} Total = 22 Map R23.5 Genus 23 Type {8,32} |Aut(M)| = 256 Reflexible Map R23.6 Genus 23 Type {8,32} |Aut(M)| = 256 Reflexible Map R45.17 Genus 45 Type {8,32} |Aut(M)| = 512 Reflexible Map R45.18 Genus 45 Type {8,32} |Aut(M)| = 512 Reflexible Map R45.19 Genus 45 Type {8,32} |Aut(M)| = 512 Reflexible Map R45.20 Genus 45 Type {8,32} |Aut(M)| = 512 Reflexible Map R45.21 Genus 45 Type {8,32} |Aut(M)| = 512 Reflexible Map R45.22 Genus 45 Type {8,32} |Aut(M)| = 512 Reflexible Map R89.31 Genus 89 Type {8,32} |Aut(M)| = 1024 Reflexible Map R89.32 Genus 89 Type {8,32} |Aut(M)| = 1024 Reflexible Map R89.33 Genus 89 Type {8,32} |Aut(M)| = 1024 Reflexible Map R89.34 Genus 89 Type {8,32} |Aut(M)| = 1024 Reflexible Map R89.35 Genus 89 Type {8,32} |Aut(M)| = 1024 Reflexible Map R89.36 Genus 89 Type {8,32} |Aut(M)| = 1024 Reflexible Map R89.37 Genus 89 Type {8,32} |Aut(M)| = 1024 Reflexible Map R89.38 Genus 89 Type {8,32} |Aut(M)| = 1024 Reflexible Map R89.39 Genus 89 Type {8,32} |Aut(M)| = 1024 Reflexible Map R89.40 Genus 89 Type {8,32} |Aut(M)| = 1024 Reflexible Map R89.41 Genus 89 Type {8,32} |Aut(M)| = 1024 Reflexible Map R89.42 Genus 89 Type {8,32} |Aut(M)| = 1024 Reflexible Map C45.1 Genus 45 Type {8,32} |Aut(M)| = 256 Chiral Map C45.1# Genus 45 Type {8,32} |Aut(M)| = 256 Chiral Maps of type {8,33} Total = 1 Map R92.11 Genus 92 Type {8,33} |Aut(M)| = 1056 Reflexible Maps of type {8,34} Total = 1 Map R48.5 Genus 48 Type {8,34} |Aut(M)| = 544 Reflexible Maps of type {8,36} Total = 11 Map R26.9 Genus 26 Type {8,36} |Aut(M)| = 288 Reflexible Map R51.18 Genus 51 Type {8,36} |Aut(M)| = 576 Reflexible Map R51.19 Genus 51 Type {8,36} |Aut(M)| = 576 Reflexible Map R51.20 Genus 51 Type {8,36} |Aut(M)| = 576 Reflexible Map R51.21 Genus 51 Type {8,36} |Aut(M)| = 576 Reflexible Map N52.6 Genus 52 Type {8,36} |Aut(M)| = 288 Non-orientable Map N52.7 Genus 52 Type {8,36} |Aut(M)| = 288 Non-orientable Map N202.9 Genus 202 Type {8,36} |Aut(M)| = 1152 Non-orientable Map N202.10 Genus 202 Type {8,36} |Aut(M)| = 1152 Non-orientable Map N202.11 Genus 202 Type {8,36} |Aut(M)| = 1152 Non-orientable Map N202.12 Genus 202 Type {8,36} |Aut(M)| = 1152 Non-orientable Maps of type {8,38} Total = 1 Map R54.5 Genus 54 Type {8,38} |Aut(M)| = 608 Reflexible Maps of type {8,40} Total = 14 Map R15.15 Genus 15 Type {8,40} |Aut(M)| = 160 Reflexible Map R15.16 Genus 15 Type {8,40} |Aut(M)| = 160 Reflexible Map R29.24 Genus 29 Type {8,40} |Aut(M)| = 320 Reflexible Map R29.25 Genus 29 Type {8,40} |Aut(M)| = 320 Reflexible Map R57.43 Genus 57 Type {8,40} |Aut(M)| = 640 Reflexible Map R57.44 Genus 57 Type {8,40} |Aut(M)| = 640 Reflexible Map R57.45 Genus 57 Type {8,40} |Aut(M)| = 640 Reflexible Map R57.46 Genus 57 Type {8,40} |Aut(M)| = 640 Reflexible Map R57.47 Genus 57 Type {8,40} |Aut(M)| = 640 Reflexible Map R57.48 Genus 57 Type {8,40} |Aut(M)| = 640 Reflexible Map C71.7 Genus 71 Type {8,40} |Aut(M)| = 400 Chiral Map C71.7# Genus 71 Type {8,40} |Aut(M)| = 400 Chiral Map C71.8 Genus 71 Type {8,40} |Aut(M)| = 400 Chiral Map C71.8# Genus 71 Type {8,40} |Aut(M)| = 400 Chiral Maps of type {8,42} Total = 2 Map R60.5 Genus 60 Type {8,42} |Aut(M)| = 672 Reflexible Map R60.6 Genus 60 Type {8,42} |Aut(M)| = 672 Reflexible Maps of type {8,44} Total = 3 Map R32.5 Genus 32 Type {8,44} |Aut(M)| = 352 Reflexible Map R63.8 Genus 63 Type {8,44} |Aut(M)| = 704 Reflexible Map R63.9 Genus 63 Type {8,44} |Aut(M)| = 704 Reflexible Maps of type {8,46} Total = 1 Map R66.8 Genus 66 Type {8,46} |Aut(M)| = 736 Reflexible Maps of type {8,48} Total = 14 Map R35.7 Genus 35 Type {8,48} |Aut(M)| = 384 Reflexible Map R35.8 Genus 35 Type {8,48} |Aut(M)| = 384 Reflexible Map R69.17 Genus 69 Type {8,48} |Aut(M)| = 768 Reflexible Map R69.18 Genus 69 Type {8,48} |Aut(M)| = 768 Reflexible Map R69.19 Genus 69 Type {8,48} |Aut(M)| = 768 Reflexible Map R69.20 Genus 69 Type {8,48} |Aut(M)| = 768 Reflexible Map R69.21 Genus 69 Type {8,48} |Aut(M)| = 768 Reflexible Map R69.22 Genus 69 Type {8,48} |Aut(M)| = 768 Reflexible Map R69.23 Genus 69 Type {8,48} |Aut(M)| = 768 Reflexible Map R69.24 Genus 69 Type {8,48} |Aut(M)| = 768 Reflexible Map R69.25 Genus 69 Type {8,48} |Aut(M)| = 768 Reflexible Map R69.26 Genus 69 Type {8,48} |Aut(M)| = 768 Reflexible Map N70.6 Genus 70 Type {8,48} |Aut(M)| = 384 Non-orientable Map N70.7 Genus 70 Type {8,48} |Aut(M)| = 384 Non-orientable Maps of type {8,50} Total = 1 Map R72.5 Genus 72 Type {8,50} |Aut(M)| = 800 Reflexible Maps of type {8,52} Total = 3 Map R38.6 Genus 38 Type {8,52} |Aut(M)| = 416 Reflexible Map R75.8 Genus 75 Type {8,52} |Aut(M)| = 832 Reflexible Map R75.9 Genus 75 Type {8,52} |Aut(M)| = 832 Reflexible Maps of type {8,54} Total = 2 Map R78.8 Genus 78 Type {8,54} |Aut(M)| = 864 Reflexible Map R78.9 Genus 78 Type {8,54} |Aut(M)| = 864 Reflexible Maps of type {8,56} Total = 10 Map R21.28 Genus 21 Type {8,56} |Aut(M)| = 224 Reflexible Map R21.29 Genus 21 Type {8,56} |Aut(M)| = 224 Reflexible Map R41.50 Genus 41 Type {8,56} |Aut(M)| = 448 Reflexible Map R41.51 Genus 41 Type {8,56} |Aut(M)| = 448 Reflexible Map R81.117 Genus 81 Type {8,56} |Aut(M)| = 896 Reflexible Map R81.118 Genus 81 Type {8,56} |Aut(M)| = 896 Reflexible Map R81.119 Genus 81 Type {8,56} |Aut(M)| = 896 Reflexible Map R81.120 Genus 81 Type {8,56} |Aut(M)| = 896 Reflexible Map R81.121 Genus 81 Type {8,56} |Aut(M)| = 896 Reflexible Map R81.122 Genus 81 Type {8,56} |Aut(M)| = 896 Reflexible Maps of type {8,58} Total = 1 Map R84.5 Genus 84 Type {8,58} |Aut(M)| = 928 Reflexible Maps of type {8,60} Total = 7 Map R44.5 Genus 44 Type {8,60} |Aut(M)| = 480 Reflexible Map R87.5 Genus 87 Type {8,60} |Aut(M)| = 960 Reflexible Map R87.6 Genus 87 Type {8,60} |Aut(M)| = 960 Reflexible Map R87.7 Genus 87 Type {8,60} |Aut(M)| = 960 Reflexible Map R87.8 Genus 87 Type {8,60} |Aut(M)| = 960 Reflexible Map N88.3 Genus 88 Type {8,60} |Aut(M)| = 480 Non-orientable Map N88.4 Genus 88 Type {8,60} |Aut(M)| = 480 Non-orientable Maps of type {8,62} Total = 1 Map R90.5 Genus 90 Type {8,62} |Aut(M)| = 992 Reflexible Maps of type {8,64} Total = 10 Map R47.7 Genus 47 Type {8,64} |Aut(M)| = 512 Reflexible Map R47.8 Genus 47 Type {8,64} |Aut(M)| = 512 Reflexible Map R93.13 Genus 93 Type {8,64} |Aut(M)| = 1024 Reflexible Map R93.14 Genus 93 Type {8,64} |Aut(M)| = 1024 Reflexible Map R93.15 Genus 93 Type {8,64} |Aut(M)| = 1024 Reflexible Map R93.16 Genus 93 Type {8,64} |Aut(M)| = 1024 Reflexible Map R93.17 Genus 93 Type {8,64} |Aut(M)| = 1024 Reflexible Map R93.18 Genus 93 Type {8,64} |Aut(M)| = 1024 Reflexible Map C93.1 Genus 93 Type {8,64} |Aut(M)| = 512 Chiral Map C93.1# Genus 93 Type {8,64} |Aut(M)| = 512 Chiral Maps of type {8,66} Total = 2 Map R96.8 Genus 96 Type {8,66} |Aut(M)| = 1056 Reflexible Map R96.9 Genus 96 Type {8,66} |Aut(M)| = 1056 Reflexible Maps of type {8,68} Total = 3 Map R50.8 Genus 50 Type {8,68} |Aut(M)| = 544 Reflexible Map R99.19 Genus 99 Type {8,68} |Aut(M)| = 1088 Reflexible Map R99.20 Genus 99 Type {8,68} |Aut(M)| = 1088 Reflexible Maps of type {8,72} Total = 6 Map R27.8 Genus 27 Type {8,72} |Aut(M)| = 288 Reflexible Map R27.9 Genus 27 Type {8,72} |Aut(M)| = 288 Reflexible Map R53.13 Genus 53 Type {8,72} |Aut(M)| = 576 Reflexible Map R53.14 Genus 53 Type {8,72} |Aut(M)| = 576 Reflexible Map N106.17 Genus 106 Type {8,72} |Aut(M)| = 576 Non-orientable Map N106.18 Genus 106 Type {8,72} |Aut(M)| = 576 Non-orientable Maps of type {8,76} Total = 1 Map R56.11 Genus 56 Type {8,76} |Aut(M)| = 608 Reflexible Maps of type {8,80} Total = 2 Map R59.5 Genus 59 Type {8,80} |Aut(M)| = 640 Reflexible Map R59.6 Genus 59 Type {8,80} |Aut(M)| = 640 Reflexible Maps of type {8,84} Total = 3 Map R62.5 Genus 62 Type {8,84} |Aut(M)| = 672 Reflexible Map N124.3 Genus 124 Type {8,84} |Aut(M)| = 672 Non-orientable Map N124.4 Genus 124 Type {8,84} |Aut(M)| = 672 Non-orientable Maps of type {8,88} Total = 4 Map R33.64 Genus 33 Type {8,88} |Aut(M)| = 352 Reflexible Map R33.65 Genus 33 Type {8,88} |Aut(M)| = 352 Reflexible Map R65.110 Genus 65 Type {8,88} |Aut(M)| = 704 Reflexible Map R65.111 Genus 65 Type {8,88} |Aut(M)| = 704 Reflexible Maps of type {8,92} Total = 1 Map R68.5 Genus 68 Type {8,92} |Aut(M)| = 736 Reflexible Maps of type {8,96} Total = 4 Map R71.13 Genus 71 Type {8,96} |Aut(M)| = 768 Reflexible Map R71.14 Genus 71 Type {8,96} |Aut(M)| = 768 Reflexible Map N142.18 Genus 142 Type {8,96} |Aut(M)| = 768 Non-orientable Map N142.19 Genus 142 Type {8,96} |Aut(M)| = 768 Non-orientable Maps of type {8,100} Total = 1 Map R74.6 Genus 74 Type {8,100} |Aut(M)| = 800 Reflexible Maps of type {8,104} Total = 4 Map R39.8 Genus 39 Type {8,104} |Aut(M)| = 416 Reflexible Map R39.9 Genus 39 Type {8,104} |Aut(M)| = 416 Reflexible Map R77.12 Genus 77 Type {8,104} |Aut(M)| = 832 Reflexible Map R77.13 Genus 77 Type {8,104} |Aut(M)| = 832 Reflexible Maps of type {8,108} Total = 3 Map R80.5 Genus 80 Type {8,108} |Aut(M)| = 864 Reflexible Map N160.3 Genus 160 Type {8,108} |Aut(M)| = 864 Non-orientable Map N160.4 Genus 160 Type {8,108} |Aut(M)| = 864 Non-orientable Maps of type {8,112} Total = 2 Map R83.8 Genus 83 Type {8,112} |Aut(M)| = 896 Reflexible Map R83.9 Genus 83 Type {8,112} |Aut(M)| = 896 Reflexible Maps of type {8,116} Total = 1 Map R86.8 Genus 86 Type {8,116} |Aut(M)| = 928 Reflexible Maps of type {8,120} Total = 6 Map R45.23 Genus 45 Type {8,120} |Aut(M)| = 480 Reflexible Map R45.24 Genus 45 Type {8,120} |Aut(M)| = 480 Reflexible Map R89.43 Genus 89 Type {8,120} |Aut(M)| = 960 Reflexible Map R89.44 Genus 89 Type {8,120} |Aut(M)| = 960 Reflexible Map N178.8 Genus 178 Type {8,120} |Aut(M)| = 960 Non-orientable Map N178.9 Genus 178 Type {8,120} |Aut(M)| = 960 Non-orientable Maps of type {8,124} Total = 1 Map R92.12 Genus 92 Type {8,124} |Aut(M)| = 992 Reflexible Maps of type {8,128} Total = 2 Map R95.5 Genus 95 Type {8,128} |Aut(M)| = 1024 Reflexible Map R95.6 Genus 95 Type {8,128} |Aut(M)| = 1024 Reflexible Maps of type {8,132} Total = 3 Map R98.5 Genus 98 Type {8,132} |Aut(M)| = 1056 Reflexible Map N196.4 Genus 196 Type {8,132} |Aut(M)| = 1056 Non-orientable Map N196.5 Genus 196 Type {8,132} |Aut(M)| = 1056 Non-orientable Maps of type {8,136} Total = 2 Map R51.22 Genus 51 Type {8,136} |Aut(M)| = 544 Reflexible Map R51.23 Genus 51 Type {8,136} |Aut(M)| = 544 Reflexible Maps of type {8,152} Total = 2 Map R57.49 Genus 57 Type {8,152} |Aut(M)| = 608 Reflexible Map R57.50 Genus 57 Type {8,152} |Aut(M)| = 608 Reflexible Maps of type {8,168} Total = 2 Map R63.10 Genus 63 Type {8,168} |Aut(M)| = 672 Reflexible Map R63.11 Genus 63 Type {8,168} |Aut(M)| = 672 Reflexible Maps of type {8,184} Total = 2 Map R69.27 Genus 69 Type {8,184} |Aut(M)| = 736 Reflexible Map R69.28 Genus 69 Type {8,184} |Aut(M)| = 736 Reflexible Maps of type {8,200} Total = 2 Map R75.10 Genus 75 Type {8,200} |Aut(M)| = 800 Reflexible Map R75.11 Genus 75 Type {8,200} |Aut(M)| = 800 Reflexible Maps of type {8,216} Total = 2 Map R81.123 Genus 81 Type {8,216} |Aut(M)| = 864 Reflexible Map R81.124 Genus 81 Type {8,216} |Aut(M)| = 864 Reflexible Maps of type {8,232} Total = 2 Map R87.9 Genus 87 Type {8,232} |Aut(M)| = 928 Reflexible Map R87.10 Genus 87 Type {8,232} |Aut(M)| = 928 Reflexible Maps of type {8,248} Total = 2 Map R93.19 Genus 93 Type {8,248} |Aut(M)| = 992 Reflexible Map R93.20 Genus 93 Type {8,248} |Aut(M)| = 992 Reflexible Maps of type {8,264} Total = 2 Map R99.21 Genus 99 Type {8,264} |Aut(M)| = 1056 Reflexible Map R99.22 Genus 99 Type {8,264} |Aut(M)| = 1056 Reflexible Maps of type {9,9} Total = 8 Map R6.9 Genus 6 Type {9,9} |Aut(M)| = 72 Reflexible Self-dual Map R46.27 Genus 46 Type {9,9} |Aut(M)| = 648 Reflexible Self-dual Map R46.28 Genus 46 Type {9,9} |Aut(M)| = 648 Reflexible Self-dual Map R71.15 Genus 71 Type {9,9} |Aut(M)| = 1008 Reflexible Non-self-dual Map R71.15* Genus 71 Type {9,9} |Aut(M)| = 1008 Reflexible Non-self-dual Map R81.125 Genus 81 Type {9,9} |Aut(M)| = 1152 Reflexible Self-dual Map N72.9 Genus 72 Type {9,9} |Aut(M)| = 504 Non-orientable Non-self-dual Map N72.9* Genus 72 Type {9,9} |Aut(M)| = 504 Non-orientable Non-self-dual Maps of type {9,10} Total = 2 Map R66.9 Genus 66 Type {9,10} |Aut(M)| = 900 Reflexible Map N158.1 Genus 158 Type {9,10} |Aut(M)| = 1080 Non-orientable Maps of type {9,12} Total = 14 Map R34.12 Genus 34 Type {9,12} |Aut(M)| = 432 Reflexible Map R67.11 Genus 67 Type {9,12} |Aut(M)| = 864 Reflexible Map R100.28 Genus 100 Type {9,12} |Aut(M)| = 1296 Reflexible Map R100.29 Genus 100 Type {9,12} |Aut(M)| = 1296 Reflexible Map R100.30 Genus 100 Type {9,12} |Aut(M)| = 1296 Reflexible Map R100.31 Genus 100 Type {9,12} |Aut(M)| = 1296 Reflexible Map R100.32 Genus 100 Type {9,12} |Aut(M)| = 1296 Reflexible Map R100.33 Genus 100 Type {9,12} |Aut(M)| = 1296 Reflexible Map C34.2 Genus 34 Type {9,12} |Aut(M)| = 216 Chiral Map C34.2# Genus 34 Type {9,12} |Aut(M)| = 216 Chiral Map C67.1 Genus 67 Type {9,12} |Aut(M)| = 432 Chiral Map C67.1# Genus 67 Type {9,12} |Aut(M)| = 432 Chiral Map N101.10 Genus 101 Type {9,12} |Aut(M)| = 648 Non-orientable Map N101.11 Genus 101 Type {9,12} |Aut(M)| = 648 Non-orientable Maps of type {9,14} Total = 6 Map N162.12 Genus 162 Type {9,14} |Aut(M)| = 1008 Non-orientable Map N162.13 Genus 162 Type {9,14} |Aut(M)| = 1008 Non-orientable Map N162.14 Genus 162 Type {9,14} |Aut(M)| = 1008 Non-orientable Map N162.15 Genus 162 Type {9,14} |Aut(M)| = 1008 Non-orientable Map N162.16 Genus 162 Type {9,14} |Aut(M)| = 1008 Non-orientable Map N162.17 Genus 162 Type {9,14} |Aut(M)| = 1008 Non-orientable Maps of type {9,18} Total = 51 Map R4.10 Genus 4 Type {9,18} |Aut(M)| = 36 Reflexible Map R10.20 Genus 10 Type {9,18} |Aut(M)| = 108 Reflexible Map R13.14 Genus 13 Type {9,18} |Aut(M)| = 144 Reflexible Map R28.25 Genus 28 Type {9,18} |Aut(M)| = 324 Reflexible Map R28.26 Genus 28 Type {9,18} |Aut(M)| = 324 Reflexible Map R28.27 Genus 28 Type {9,18} |Aut(M)| = 324 Reflexible Map R37.37 Genus 37 Type {9,18} |Aut(M)| = 432 Reflexible Map R49.61 Genus 49 Type {9,18} |Aut(M)| = 576 Reflexible Map R76.18 Genus 76 Type {9,18} |Aut(M)| = 900 Reflexible Map R82.51 Genus 82 Type {9,18} |Aut(M)| = 972 Reflexible Map R82.52 Genus 82 Type {9,18} |Aut(M)| = 972 Reflexible Map R82.53 Genus 82 Type {9,18} |Aut(M)| = 972 Reflexible Map R82.54 Genus 82 Type {9,18} |Aut(M)| = 972 Reflexible Map R82.55 Genus 82 Type {9,18} |Aut(M)| = 972 Reflexible Map R82.56 Genus 82 Type {9,18} |Aut(M)| = 972 Reflexible Map R82.57 Genus 82 Type {9,18} |Aut(M)| = 972 Reflexible Map R82.58 Genus 82 Type {9,18} |Aut(M)| = 972 Reflexible Map R82.59 Genus 82 Type {9,18} |Aut(M)| = 972 Reflexible Map R82.60 Genus 82 Type {9,18} |Aut(M)| = 972 Reflexible Map R82.61 Genus 82 Type {9,18} |Aut(M)| = 972 Reflexible Map R82.62 Genus 82 Type {9,18} |Aut(M)| = 972 Reflexible Map C22.6 Genus 22 Type {9,18} |Aut(M)| = 126 Chiral Map C22.6# Genus 22 Type {9,18} |Aut(M)| = 126 Chiral Map C28.5 Genus 28 Type {9,18} |Aut(M)| = 162 Chiral Map C28.5# Genus 28 Type {9,18} |Aut(M)| = 162 Chiral Map C40.6 Genus 40 Type {9,18} |Aut(M)| = 234 Chiral Map C40.6# Genus 40 Type {9,18} |Aut(M)| = 234 Chiral Map C58.6 Genus 58 Type {9,18} |Aut(M)| = 342 Chiral Map C58.6# Genus 58 Type {9,18} |Aut(M)| = 342 Chiral Map C58.7 Genus 58 Type {9,18} |Aut(M)| = 342 Chiral Map C58.7# Genus 58 Type {9,18} |Aut(M)| = 342 Chiral Map C58.8 Genus 58 Type {9,18} |Aut(M)| = 342 Chiral Map C58.8# Genus 58 Type {9,18} |Aut(M)| = 342 Chiral Map C58.9 Genus 58 Type {9,18} |Aut(M)| = 342 Chiral Map C58.9# Genus 58 Type {9,18} |Aut(M)| = 342 Chiral Map C64.16 Genus 64 Type {9,18} |Aut(M)| = 378 Chiral Map C64.16# Genus 64 Type {9,18} |Aut(M)| = 378 Chiral Map C82.10 Genus 82 Type {9,18} |Aut(M)| = 486 Chiral Map C82.10# Genus 82 Type {9,18} |Aut(M)| = 486 Chiral Map C82.11 Genus 82 Type {9,18} |Aut(M)| = 486 Chiral Map C82.11# Genus 82 Type {9,18} |Aut(M)| = 486 Chiral Map C82.12 Genus 82 Type {9,18} |Aut(M)| = 486 Chiral Map C82.12# Genus 82 Type {9,18} |Aut(M)| = 486 Chiral Map C85.10 Genus 85 Type {9,18} |Aut(M)| = 504 Chiral Map C85.10# Genus 85 Type {9,18} |Aut(M)| = 504 Chiral Map C94.6 Genus 94 Type {9,18} |Aut(M)| = 558 Chiral Map C94.6# Genus 94 Type {9,18} |Aut(M)| = 558 Chiral Map N170.18 Genus 170 Type {9,18} |Aut(M)| = 1008 Non-orientable Map N170.19 Genus 170 Type {9,18} |Aut(M)| = 1008 Non-orientable Map N170.20 Genus 170 Type {9,18} |Aut(M)| = 1008 Non-orientable Map N170.21 Genus 170 Type {9,18} |Aut(M)| = 1008 Non-orientable Maps of type {9,24} Total = 3 Map R76.19 Genus 76 Type {9,24} |Aut(M)| = 864 Reflexible Map C76.1 Genus 76 Type {9,24} |Aut(M)| = 432 Chiral Map C76.1# Genus 76 Type {9,24} |Aut(M)| = 432 Chiral Maps of type {9,36} Total = 3 Map R27.10 Genus 27 Type {9,36} |Aut(M)| = 288 Reflexible Map R40.11 Genus 40 Type {9,36} |Aut(M)| = 432 Reflexible Map R79.10 Genus 79 Type {9,36} |Aut(M)| = 864 Reflexible Maps of type {9,45} Total = 1 Map R100.34 Genus 100 Type {9,45} |Aut(M)| = 1080 Reflexible Maps of type {9,72} Total = 1 Map R82.63 Genus 82 Type {9,72} |Aut(M)| = 864 Reflexible Maps of type {10,10} Total = 57 Map R4.11 Genus 4 Type {10,10} |Aut(M)| = 40 Reflexible Self-dual Map R16.11 Genus 16 Type {10,10} |Aut(M)| = 200 Reflexible Non-self-dual Map R16.11* Genus 16 Type {10,10} |Aut(M)| = 200 Reflexible Non-self-dual Map R16.12 Genus 16 Type {10,10} |Aut(M)| = 200 Reflexible Self-dual Map R19.26 Genus 19 Type {10,10} |Aut(M)| = 240 Reflexible Self-dual Map R25.26 Genus 25 Type {10,10} |Aut(M)| = 320 Reflexible Self-dual Map R25.27 Genus 25 Type {10,10} |Aut(M)| = 320 Reflexible Self-dual Map R37.38 Genus 37 Type {10,10} |Aut(M)| = 480 Reflexible Self-dual Map R49.62 Genus 49 Type {10,10} |Aut(M)| = 640 Reflexible Self-dual Map R49.63 Genus 49 Type {10,10} |Aut(M)| = 640 Reflexible Self-dual Map R49.64 Genus 49 Type {10,10} |Aut(M)| = 640 Reflexible Self-dual Map R49.65 Genus 49 Type {10,10} |Aut(M)| = 640 Reflexible Non-self-dual Map R49.65* Genus 49 Type {10,10} |Aut(M)| = 640 Reflexible Non-self-dual Map R73.78 Genus 73 Type {10,10} |Aut(M)| = 960 Reflexible Self-dual Map R76.20 Genus 76 Type {10,10} |Aut(M)| = 1000 Reflexible Self-dual Map R76.21 Genus 76 Type {10,10} |Aut(M)| = 1000 Reflexible Non-self-dual Map R76.21* Genus 76 Type {10,10} |Aut(M)| = 1000 Reflexible Non-self-dual Map R76.22 Genus 76 Type {10,10} |Aut(M)| = 1000 Reflexible Self-dual Map R91.42 Genus 91 Type {10,10} |Aut(M)| = 1200 Reflexible Self-dual Map R97.99 Genus 97 Type {10,10} |Aut(M)| = 1280 Reflexible Self-dual Map R97.100 Genus 97 Type {10,10} |Aut(M)| = 1280 Reflexible Self-dual Map R97.101 Genus 97 Type {10,10} |Aut(M)| = 1280 Reflexible Self-dual Map C34.3 Genus 34 Type {10,10} |Aut(M)| = 220 Chiral Non-SD Non-MSD Map C34.3# Genus 34 Type {10,10} |Aut(M)| = 220 Chiral Non-SD Non-MSD Map C34.3* Genus 34 Type {10,10} |Aut(M)| = 220 Chiral Non-SD Non-MSD Map C34.3*# Genus 34 Type {10,10} |Aut(M)| = 220 Chiral Non-SD Non-MSD Map C34.4 Genus 34 Type {10,10} |Aut(M)| = 220 Chiral Non-SD Non-MSD Map C34.4# Genus 34 Type {10,10} |Aut(M)| = 220 Chiral Non-SD Non-MSD Map C34.4* Genus 34 Type {10,10} |Aut(M)| = 220 Chiral Non-SD Non-MSD Map C34.4*# Genus 34 Type {10,10} |Aut(M)| = 220 Chiral Non-SD Non-MSD Map C94.7 Genus 94 Type {10,10} |Aut(M)| = 620 Chiral Non-SD Non-MSD Map C94.7# Genus 94 Type {10,10} |Aut(M)| = 620 Chiral Non-SD Non-MSD Map C94.7* Genus 94 Type {10,10} |Aut(M)| = 620 Chiral Non-SD Non-MSD Map C94.7*# Genus 94 Type {10,10} |Aut(M)| = 620 Chiral Non-SD Non-MSD Map C94.8 Genus 94 Type {10,10} |Aut(M)| = 620 Chiral Non-SD Non-MSD Map C94.8# Genus 94 Type {10,10} |Aut(M)| = 620 Chiral Non-SD Non-MSD Map C94.8* Genus 94 Type {10,10} |Aut(M)| = 620 Chiral Non-SD Non-MSD Map C94.8*# Genus 94 Type {10,10} |Aut(M)| = 620 Chiral Non-SD Non-MSD Map N17.4 Genus 17 Type {10,10} |Aut(M)| = 100 Non-orientable Self-dual Map N20.4 Genus 20 Type {10,10} |Aut(M)| = 120 Non-orientable Self-dual Map N20.5 Genus 20 Type {10,10} |Aut(M)| = 120 Non-orientable Self-dual Map N38.3 Genus 38 Type {10,10} |Aut(M)| = 240 Non-orientable Self-dual Map N38.4 Genus 38 Type {10,10} |Aut(M)| = 240 Non-orientable Self-dual Map N38.5 Genus 38 Type {10,10} |Aut(M)| = 240 Non-orientable Self-dual Map N77.4 Genus 77 Type {10,10} |Aut(M)| = 500 Non-orientable Self-dual Map N110.6 Genus 110 Type {10,10} |Aut(M)| = 720 Non-orientable Self-dual Map N110.7 Genus 110 Type {10,10} |Aut(M)| = 720 Non-orientable Self-dual Map N182.13 Genus 182 Type {10,10} |Aut(M)| = 1200 Non-orientable Non-self-dual Map N182.13* Genus 182 Type {10,10} |Aut(M)| = 1200 Non-orientable Non-self-dual Map N182.14 Genus 182 Type {10,10} |Aut(M)| = 1200 Non-orientable Non-self-dual Map N182.14* Genus 182 Type {10,10} |Aut(M)| = 1200 Non-orientable Non-self-dual Map N200.22 Genus 200 Type {10,10} |Aut(M)| = 1320 Non-orientable Non-self-dual Map N200.22* Genus 200 Type {10,10} |Aut(M)| = 1320 Non-orientable Non-self-dual Map N200.23 Genus 200 Type {10,10} |Aut(M)| = 1320 Non-orientable Self-dual Map N200.24 Genus 200 Type {10,10} |Aut(M)| = 1320 Non-orientable Self-dual Map N200.25 Genus 200 Type {10,10} |Aut(M)| = 1320 Non-orientable Self-dual Map N200.26 Genus 200 Type {10,10} |Aut(M)| = 1320 Non-orientable Self-dual Maps of type {10,12} Total = 16 Map R20.7 Genus 20 Type {10,12} |Aut(M)| = 240 Reflexible Map R39.10 Genus 39 Type {10,12} |Aut(M)| = 480 Reflexible Map R77.14 Genus 77 Type {10,12} |Aut(M)| = 960 Reflexible Map R77.15 Genus 77 Type {10,12} |Aut(M)| = 960 Reflexible Map R77.16 Genus 77 Type {10,12} |Aut(M)| = 960 Reflexible Map R77.17 Genus 77 Type {10,12} |Aut(M)| = 960 Reflexible Map R96.10 Genus 96 Type {10,12} |Aut(M)| = 1200 Reflexible Map R96.11 Genus 96 Type {10,12} |Aut(M)| = 1200 Reflexible Map R96.12 Genus 96 Type {10,12} |Aut(M)| = 1200 Reflexible Map N78.1 Genus 78 Type {10,12} |Aut(M)| = 480 Non-orientable Map N78.2 Genus 78 Type {10,12} |Aut(M)| = 480 Non-orientable Map N78.3 Genus 78 Type {10,12} |Aut(M)| = 480 Non-orientable Map N78.4 Genus 78 Type {10,12} |Aut(M)| = 480 Non-orientable Map N97.5 Genus 97 Type {10,12} |Aut(M)| = 600 Non-orientable Map N116.3 Genus 116 Type {10,12} |Aut(M)| = 720 Non-orientable Map N154.10 Genus 154 Type {10,12} |Aut(M)| = 960 Non-orientable Maps of type {10,14} Total = 2 Map R24.7 Genus 24 Type {10,14} |Aut(M)| = 280 Reflexible Map N25.3 Genus 25 Type {10,14} |Aut(M)| = 140 Non-orientable Maps of type {10,15} Total = 10 Map R6.10 Genus 6 Type {10,15} |Aut(M)| = 60 Reflexible Map R26.10 Genus 26 Type {10,15} |Aut(M)| = 300 Reflexible Map R61.22 Genus 61 Type {10,15} |Aut(M)| = 720 Reflexible Map R81.126 Genus 81 Type {10,15} |Aut(M)| = 960 Reflexible Map C56.3 Genus 56 Type {10,15} |Aut(M)| = 330 Chiral Map C56.3# Genus 56 Type {10,15} |Aut(M)| = 330 Chiral Map C56.4 Genus 56 Type {10,15} |Aut(M)| = 330 Chiral Map C56.4# Genus 56 Type {10,15} |Aut(M)| = 330 Chiral Map N62.7 Genus 62 Type {10,15} |Aut(M)| = 360 Non-orientable Map N102.1 Genus 102 Type {10,15} |Aut(M)| = 600 Non-orientable Maps of type {10,16} Total = 1 Map R28.28 Genus 28 Type {10,16} |Aut(M)| = 320 Reflexible Maps of type {10,18} Total = 3 Map R32.6 Genus 32 Type {10,18} |Aut(M)| = 360 Reflexible Map N33.2 Genus 33 Type {10,18} |Aut(M)| = 180 Non-orientable Map N157.3 Genus 157 Type {10,18} |Aut(M)| = 900 Non-orientable Maps of type {10,20} Total = 24 Map R8.8 Genus 8 Type {10,20} |Aut(M)| = 80 Reflexible Map R36.15 Genus 36 Type {10,20} |Aut(M)| = 400 Reflexible Map R36.16 Genus 36 Type {10,20} |Aut(M)| = 400 Reflexible Map R36.17 Genus 36 Type {10,20} |Aut(M)| = 400 Reflexible Map R43.18 Genus 43 Type {10,20} |Aut(M)| = 480 Reflexible Map R57.51 Genus 57 Type {10,20} |Aut(M)| = 640 Reflexible Map R57.52 Genus 57 Type {10,20} |Aut(M)| = 640 Reflexible Map R85.49 Genus 85 Type {10,20} |Aut(M)| = 960 Reflexible Map R85.50 Genus 85 Type {10,20} |Aut(M)| = 960 Reflexible Map C78.1 Genus 78 Type {10,20} |Aut(M)| = 440 Chiral Map C78.1# Genus 78 Type {10,20} |Aut(M)| = 440 Chiral Map C78.2 Genus 78 Type {10,20} |Aut(M)| = 440 Chiral Map C78.2# Genus 78 Type {10,20} |Aut(M)| = 440 Chiral Map C78.3 Genus 78 Type {10,20} |Aut(M)| = 440 Chiral Map C78.3# Genus 78 Type {10,20} |Aut(M)| = 440 Chiral Map C78.4 Genus 78 Type {10,20} |Aut(M)| = 440 Chiral Map C78.4# Genus 78 Type {10,20} |Aut(M)| = 440 Chiral Map N86.16 Genus 86 Type {10,20} |Aut(M)| = 480 Non-orientable Map N86.17 Genus 86 Type {10,20} |Aut(M)| = 480 Non-orientable Map N177.5 Genus 177 Type {10,20} |Aut(M)| = 1000 Non-orientable Map N177.6 Genus 177 Type {10,20} |Aut(M)| = 1000 Non-orientable Map N177.7 Genus 177 Type {10,20} |Aut(M)| = 1000 Non-orientable Map N177.8 Genus 177 Type {10,20} |Aut(M)| = 1000 Non-orientable Map N177.9 Genus 177 Type {10,20} |Aut(M)| = 1000 Non-orientable Maps of type {10,21} Total = 1 Map N150.6 Genus 150 Type {10,21} |Aut(M)| = 840 Non-orientable Maps of type {10,22} Total = 2 Map R40.12 Genus 40 Type {10,22} |Aut(M)| = 440 Reflexible Map N41.4 Genus 41 Type {10,22} |Aut(M)| = 220 Non-orientable Maps of type {10,24} Total = 5 Map R44.6 Genus 44 Type {10,24} |Aut(M)| = 480 Reflexible Map N174.1 Genus 174 Type {10,24} |Aut(M)| = 960 Non-orientable Map N174.2 Genus 174 Type {10,24} |Aut(M)| = 960 Non-orientable Map N174.3 Genus 174 Type {10,24} |Aut(M)| = 960 Non-orientable Map N174.4 Genus 174 Type {10,24} |Aut(M)| = 960 Non-orientable Maps of type {10,25} Total = 5 Map R46.29 Genus 46 Type {10,25} |Aut(M)| = 500 Reflexible Map C46.6 Genus 46 Type {10,25} |Aut(M)| = 250 Chiral Map C46.6# Genus 46 Type {10,25} |Aut(M)| = 250 Chiral Map C46.7 Genus 46 Type {10,25} |Aut(M)| = 250 Chiral Map C46.7# Genus 46 Type {10,25} |Aut(M)| = 250 Chiral Maps of type {10,26} Total = 2 Map R48.6 Genus 48 Type {10,26} |Aut(M)| = 520 Reflexible Map N49.3 Genus 49 Type {10,26} |Aut(M)| = 260 Non-orientable Maps of type {10,28} Total = 1 Map R52.9 Genus 52 Type {10,28} |Aut(M)| = 560 Reflexible Maps of type {10,30} Total = 7 Map R12.6 Genus 12 Type {10,30} |Aut(M)| = 120 Reflexible Map R56.12 Genus 56 Type {10,30} |Aut(M)| = 600 Reflexible Map R56.13 Genus 56 Type {10,30} |Aut(M)| = 600 Reflexible Map R56.14 Genus 56 Type {10,30} |Aut(M)| = 600 Reflexible Map N57.6 Genus 57 Type {10,30} |Aut(M)| = 300 Non-orientable Map N134.11 Genus 134 Type {10,30} |Aut(M)| = 720 Non-orientable Map N134.12 Genus 134 Type {10,30} |Aut(M)| = 720 Non-orientable Maps of type {10,32} Total = 1 Map R60.7 Genus 60 Type {10,32} |Aut(M)| = 640 Reflexible Maps of type {10,34} Total = 2 Map R64.25 Genus 64 Type {10,34} |Aut(M)| = 680 Reflexible Map N65.5 Genus 65 Type {10,34} |Aut(M)| = 340 Non-orientable Maps of type {10,35} Total = 3 Map R14.9 Genus 14 Type {10,35} |Aut(M)| = 140 Reflexible Map R66.10 Genus 66 Type {10,35} |Aut(M)| = 700 Reflexible Map N158.2 Genus 158 Type {10,35} |Aut(M)| = 840 Non-orientable Maps of type {10,36} Total = 1 Map R68.6 Genus 68 Type {10,36} |Aut(M)| = 720 Reflexible Maps of type {10,38} Total = 2 Map R72.6 Genus 72 Type {10,38} |Aut(M)| = 760 Reflexible Map N73.3 Genus 73 Type {10,38} |Aut(M)| = 380 Non-orientable Maps of type {10,40} Total = 6 Map R16.13 Genus 16 Type {10,40} |Aut(M)| = 160 Reflexible Map R76.23 Genus 76 Type {10,40} |Aut(M)| = 800 Reflexible Map R76.24 Genus 76 Type {10,40} |Aut(M)| = 800 Reflexible Map R76.25 Genus 76 Type {10,40} |Aut(M)| = 800 Reflexible Map N182.15 Genus 182 Type {10,40} |Aut(M)| = 960 Non-orientable Map N182.16 Genus 182 Type {10,40} |Aut(M)| = 960 Non-orientable Maps of type {10,42} Total = 2 Map R80.6 Genus 80 Type {10,42} |Aut(M)| = 840 Reflexible Map N81.2 Genus 81 Type {10,42} |Aut(M)| = 420 Non-orientable Maps of type {10,44} Total = 1 Map R84.6 Genus 84 Type {10,44} |Aut(M)| = 880 Reflexible Maps of type {10,45} Total = 2 Map R18.6 Genus 18 Type {10,45} |Aut(M)| = 180 Reflexible Map R86.9 Genus 86 Type {10,45} |Aut(M)| = 900 Reflexible Maps of type {10,46} Total = 2 Map R88.7 Genus 88 Type {10,46} |Aut(M)| = 920 Reflexible Map N89.2 Genus 89 Type {10,46} |Aut(M)| = 460 Non-orientable Maps of type {10,48} Total = 1 Map R92.13 Genus 92 Type {10,48} |Aut(M)| = 960 Reflexible Maps of type {10,50} Total = 7 Map R96.13 Genus 96 Type {10,50} |Aut(M)| = 1000 Reflexible Map R96.14 Genus 96 Type {10,50} |Aut(M)| = 1000 Reflexible Map C96.1 Genus 96 Type {10,50} |Aut(M)| = 500 Chiral Map C96.1# Genus 96 Type {10,50} |Aut(M)| = 500 Chiral Map C96.2 Genus 96 Type {10,50} |Aut(M)| = 500 Chiral Map C96.2# Genus 96 Type {10,50} |Aut(M)| = 500 Chiral Map N97.6 Genus 97 Type {10,50} |Aut(M)| = 500 Non-orientable Maps of type {10,52} Total = 1 Map R100.35 Genus 100 Type {10,52} |Aut(M)| = 1040 Reflexible Maps of type {10,54} Total = 1 Map N105.2 Genus 105 Type {10,54} |Aut(M)| = 540 Non-orientable Maps of type {10,55} Total = 1 Map R22.14 Genus 22 Type {10,55} |Aut(M)| = 220 Reflexible Maps of type {10,58} Total = 1 Map N113.2 Genus 113 Type {10,58} |Aut(M)| = 580 Non-orientable Maps of type {10,60} Total = 1 Map R24.8 Genus 24 Type {10,60} |Aut(M)| = 240 Reflexible Maps of type {10,62} Total = 1 Map N121.5 Genus 121 Type {10,62} |Aut(M)| = 620 Non-orientable Maps of type {10,65} Total = 1 Map R26.11 Genus 26 Type {10,65} |Aut(M)| = 260 Reflexible Maps of type {10,66} Total = 1 Map N129.2 Genus 129 Type {10,66} |Aut(M)| = 660 Non-orientable Maps of type {10,70} Total = 2 Map R28.29 Genus 28 Type {10,70} |Aut(M)| = 280 Reflexible Map N137.11 Genus 137 Type {10,70} |Aut(M)| = 700 Non-orientable Maps of type {10,74} Total = 1 Map N145.8 Genus 145 Type {10,74} |Aut(M)| = 740 Non-orientable Maps of type {10,78} Total = 1 Map N153.2 Genus 153 Type {10,78} |Aut(M)| = 780 Non-orientable Maps of type {10,80} Total = 1 Map R32.7 Genus 32 Type {10,80} |Aut(M)| = 320 Reflexible Maps of type {10,82} Total = 1 Map N161.2 Genus 161 Type {10,82} |Aut(M)| = 820 Non-orientable Maps of type {10,85} Total = 1 Map R34.13 Genus 34 Type {10,85} |Aut(M)| = 340 Reflexible Maps of type {10,86} Total = 1 Map N169.3 Genus 169 Type {10,86} |Aut(M)| = 860 Non-orientable Maps of type {10,90} Total = 2 Map R36.18 Genus 36 Type {10,90} |Aut(M)| = 360 Reflexible Map N177.10 Genus 177 Type {10,90} |Aut(M)| = 900 Non-orientable Maps of type {10,94} Total = 1 Map N185.2 Genus 185 Type {10,94} |Aut(M)| = 940 Non-orientable Maps of type {10,95} Total = 1 Map R38.7 Genus 38 Type {10,95} |Aut(M)| = 380 Reflexible Maps of type {10,98} Total = 1 Map N193.3 Genus 193 Type {10,98} |Aut(M)| = 980 Non-orientable Maps of type {10,102} Total = 1 Map N201.2 Genus 201 Type {10,102} |Aut(M)| = 1020 Non-orientable Maps of type {10,105} Total = 1 Map R42.7 Genus 42 Type {10,105} |Aut(M)| = 420 Reflexible Maps of type {10,110} Total = 1 Map R44.7 Genus 44 Type {10,110} |Aut(M)| = 440 Reflexible Maps of type {10,115} Total = 1 Map R46.30 Genus 46 Type {10,115} |Aut(M)| = 460 Reflexible Maps of type {10,120} Total = 1 Map R48.7 Genus 48 Type {10,120} |Aut(M)| = 480 Reflexible Maps of type {10,130} Total = 1 Map R52.10 Genus 52 Type {10,130} |Aut(M)| = 520 Reflexible Maps of type {10,135} Total = 1 Map R54.6 Genus 54 Type {10,135} |Aut(M)| = 540 Reflexible Maps of type {10,140} Total = 1 Map R56.15 Genus 56 Type {10,140} |Aut(M)| = 560 Reflexible Maps of type {10,145} Total = 1 Map R58.8 Genus 58 Type {10,145} |Aut(M)| = 580 Reflexible Maps of type {10,155} Total = 1 Map R62.6 Genus 62 Type {10,155} |Aut(M)| = 620 Reflexible Maps of type {10,160} Total = 1 Map R64.26 Genus 64 Type {10,160} |Aut(M)| = 640 Reflexible Maps of type {10,165} Total = 1 Map R66.11 Genus 66 Type {10,165} |Aut(M)| = 660 Reflexible Maps of type {10,170} Total = 1 Map R68.7 Genus 68 Type {10,170} |Aut(M)| = 680 Reflexible Maps of type {10,180} Total = 1 Map R72.7 Genus 72 Type {10,180} |Aut(M)| = 720 Reflexible Maps of type {10,185} Total = 1 Map R74.7 Genus 74 Type {10,185} |Aut(M)| = 740 Reflexible Maps of type {10,190} Total = 1 Map R76.26 Genus 76 Type {10,190} |Aut(M)| = 760 Reflexible Maps of type {10,195} Total = 1 Map R78.10 Genus 78 Type {10,195} |Aut(M)| = 780 Reflexible Maps of type {10,205} Total = 1 Map R82.64 Genus 82 Type {10,205} |Aut(M)| = 820 Reflexible Maps of type {10,210} Total = 1 Map R84.7 Genus 84 Type {10,210} |Aut(M)| = 840 Reflexible Maps of type {10,215} Total = 1 Map R86.10 Genus 86 Type {10,215} |Aut(M)| = 860 Reflexible Maps of type {10,220} Total = 1 Map R88.8 Genus 88 Type {10,220} |Aut(M)| = 880 Reflexible Maps of type {10,230} Total = 1 Map R92.14 Genus 92 Type {10,230} |Aut(M)| = 920 Reflexible Maps of type {10,235} Total = 1 Map R94.9 Genus 94 Type {10,235} |Aut(M)| = 940 Reflexible Maps of type {10,240} Total = 1 Map R96.15 Genus 96 Type {10,240} |Aut(M)| = 960 Reflexible Maps of type {10,245} Total = 1 Map R98.6 Genus 98 Type {10,245} |Aut(M)| = 980 Reflexible Maps of type {11,22} Total = 12 Map R5.14 Genus 5 Type {11,22} |Aut(M)| = 44 Reflexible Map R45.25 Genus 45 Type {11,22} |Aut(M)| = 484 Reflexible Map C93.2 Genus 93 Type {11,22} |Aut(M)| = 506 Chiral Map C93.2# Genus 93 Type {11,22} |Aut(M)| = 506 Chiral Map C93.3 Genus 93 Type {11,22} |Aut(M)| = 506 Chiral Map C93.3# Genus 93 Type {11,22} |Aut(M)| = 506 Chiral Map C93.4 Genus 93 Type {11,22} |Aut(M)| = 506 Chiral Map C93.4# Genus 93 Type {11,22} |Aut(M)| = 506 Chiral Map C93.5 Genus 93 Type {11,22} |Aut(M)| = 506 Chiral Map C93.5# Genus 93 Type {11,22} |Aut(M)| = 506 Chiral Map C93.6 Genus 93 Type {11,22} |Aut(M)| = 506 Chiral Map C93.6# Genus 93 Type {11,22} |Aut(M)| = 506 Chiral Maps of type {12,12} Total = 194 Map R3.12 Genus 3 Type {12,12} |Aut(M)| = 24 Reflexible Self-dual Map R5.15 Genus 5 Type {12,12} |Aut(M)| = 48 Reflexible Self-dual Map R9.26 Genus 9 Type {12,12} |Aut(M)| = 96 Reflexible Self-dual Map R9.27 Genus 9 Type {12,12} |Aut(M)| = 96 Reflexible Self-dual Map R9.28 Genus 9 Type {12,12} |Aut(M)| = 96 Reflexible Self-dual Map R13.15 Genus 13 Type {12,12} |Aut(M)| = 144 Reflexible Self-dual Map R13.16 Genus 13 Type {12,12} |Aut(M)| = 144 Reflexible Non-self-dual Map R13.16* Genus 13 Type {12,12} |Aut(M)| = 144 Reflexible Non-self-dual Map R17.34 Genus 17 Type {12,12} |Aut(M)| = 192 Reflexible Self-dual Map R17.35 Genus 17 Type {12,12} |Aut(M)| = 192 Reflexible Self-dual Map R17.36 Genus 17 Type {12,12} |Aut(M)| = 192 Reflexible Self-dual Map R19.27 Genus 19 Type {12,12} |Aut(M)| = 216 Reflexible Self-dual Map R19.28 Genus 19 Type {12,12} |Aut(M)| = 216 Reflexible Self-dual Map R25.28 Genus 25 Type {12,12} |Aut(M)| = 288 Reflexible Non-self-dual Map R25.28* Genus 25 Type {12,12} |Aut(M)| = 288 Reflexible Non-self-dual Map R25.29 Genus 25 Type {12,12} |Aut(M)| = 288 Reflexible Self-dual Map R33.66 Genus 33 Type {12,12} |Aut(M)| = 384 Reflexible Self-dual Map R33.67 Genus 33 Type {12,12} |Aut(M)| = 384 Reflexible Self-dual Map R33.68 Genus 33 Type {12,12} |Aut(M)| = 384 Reflexible Self-dual Map R33.69 Genus 33 Type {12,12} |Aut(M)| = 384 Reflexible Self-dual Map R33.70 Genus 33 Type {12,12} |Aut(M)| = 384 Reflexible Self-dual Map R33.71 Genus 33 Type {12,12} |Aut(M)| = 384 Reflexible Self-dual Map R33.72 Genus 33 Type {12,12} |Aut(M)| = 384 Reflexible Self-dual Map R33.73 Genus 33 Type {12,12} |Aut(M)| = 384 Reflexible Non-self-dual Map R33.73* Genus 33 Type {12,12} |Aut(M)| = 384 Reflexible Non-self-dual Map R33.74 Genus 33 Type {12,12} |Aut(M)| = 384 Reflexible Self-dual Map R37.39 Genus 37 Type {12,12} |Aut(M)| = 432 Reflexible Self-dual Map R37.40 Genus 37 Type {12,12} |Aut(M)| = 432 Reflexible Self-dual Map R37.41 Genus 37 Type {12,12} |Aut(M)| = 432 Reflexible Non-self-dual Map R37.41* Genus 37 Type {12,12} |Aut(M)| = 432 Reflexible Non-self-dual Map R37.42 Genus 37 Type {12,12} |Aut(M)| = 432 Reflexible Self-dual Map R37.43 Genus 37 Type {12,12} |Aut(M)| = 432 Reflexible Self-dual Map R41.52 Genus 41 Type {12,12} |Aut(M)| = 480 Reflexible Self-dual Map R41.53 Genus 41 Type {12,12} |Aut(M)| = 480 Reflexible Self-dual Map R49.66 Genus 49 Type {12,12} |Aut(M)| = 576 Reflexible Non-self-dual Map R49.66* Genus 49 Type {12,12} |Aut(M)| = 576 Reflexible Non-self-dual Map R49.67 Genus 49 Type {12,12} |Aut(M)| = 576 Reflexible Non-self-dual Map R49.67* Genus 49 Type {12,12} |Aut(M)| = 576 Reflexible Non-self-dual Map R49.68 Genus 49 Type {12,12} |Aut(M)| = 576 Reflexible Non-self-dual Map R49.68* Genus 49 Type {12,12} |Aut(M)| = 576 Reflexible Non-self-dual Map R49.69 Genus 49 Type {12,12} |Aut(M)| = 576 Reflexible Non-self-dual Map R49.69* Genus 49 Type {12,12} |Aut(M)| = 576 Reflexible Non-self-dual Map R49.70 Genus 49 Type {12,12} |Aut(M)| = 576 Reflexible Non-self-dual Map R49.70* Genus 49 Type {12,12} |Aut(M)| = 576 Reflexible Non-self-dual Map R49.71 Genus 49 Type {12,12} |Aut(M)| = 576 Reflexible Non-self-dual Map R49.71* Genus 49 Type {12,12} |Aut(M)| = 576 Reflexible Non-self-dual Map R49.72 Genus 49 Type {12,12} |Aut(M)| = 576 Reflexible Non-self-dual Map R49.72* Genus 49 Type {12,12} |Aut(M)| = 576 Reflexible Non-self-dual Map R49.73 Genus 49 Type {12,12} |Aut(M)| = 576 Reflexible Self-dual Map R51.24 Genus 51 Type {12,12} |Aut(M)| = 600 Reflexible Self-dual Map R55.33 Genus 55 Type {12,12} |Aut(M)| = 648 Reflexible Self-dual Map R65.112 Genus 65 Type {12,12} |Aut(M)| = 768 Reflexible Self-dual Map R65.113 Genus 65 Type {12,12} |Aut(M)| = 768 Reflexible Self-dual Map R65.114 Genus 65 Type {12,12} |Aut(M)| = 768 Reflexible Self-dual Map R65.115 Genus 65 Type {12,12} |Aut(M)| = 768 Reflexible Self-dual Map R65.116 Genus 65 Type {12,12} |Aut(M)| = 768 Reflexible Self-dual Map R65.117 Genus 65 Type {12,12} |Aut(M)| = 768 Reflexible Self-dual Map R65.118 Genus 65 Type {12,12} |Aut(M)| = 768 Reflexible Self-dual Map R65.119 Genus 65 Type {12,12} |Aut(M)| = 768 Reflexible Self-dual Map R65.120 Genus 65 Type {12,12} |Aut(M)| = 768 Reflexible Non-self-dual Map R65.120* Genus 65 Type {12,12} |Aut(M)| = 768 Reflexible Non-self-dual Map R65.121 Genus 65 Type {12,12} |Aut(M)| = 768 Reflexible Self-dual Map R65.122 Genus 65 Type {12,12} |Aut(M)| = 768 Reflexible Self-dual Map R65.123 Genus 65 Type {12,12} |Aut(M)| = 768 Reflexible Self-dual Map R65.124 Genus 65 Type {12,12} |Aut(M)| = 768 Reflexible Non-self-dual Map R65.124* Genus 65 Type {12,12} |Aut(M)| = 768 Reflexible Non-self-dual Map R65.125 Genus 65 Type {12,12} |Aut(M)| = 768 Reflexible Self-dual Map R73.79 Genus 73 Type {12,12} |Aut(M)| = 864 Reflexible Non-self-dual Map R73.79* Genus 73 Type {12,12} |Aut(M)| = 864 Reflexible Non-self-dual Map R73.80 Genus 73 Type {12,12} |Aut(M)| = 864 Reflexible Non-self-dual Map R73.80* Genus 73 Type {12,12} |Aut(M)| = 864 Reflexible Non-self-dual Map R73.81 Genus 73 Type {12,12} |Aut(M)| = 864 Reflexible Non-self-dual Map R73.81* Genus 73 Type {12,12} |Aut(M)| = 864 Reflexible Non-self-dual Map R73.82 Genus 73 Type {12,12} |Aut(M)| = 864 Reflexible Non-self-dual Map R73.82* Genus 73 Type {12,12} |Aut(M)| = 864 Reflexible Non-self-dual Map R73.83 Genus 73 Type {12,12} |Aut(M)| = 864 Reflexible Self-dual Map R73.84 Genus 73 Type {12,12} |Aut(M)| = 864 Reflexible Self-dual Map R73.85 Genus 73 Type {12,12} |Aut(M)| = 864 Reflexible Non-self-dual Map R73.85* Genus 73 Type {12,12} |Aut(M)| = 864 Reflexible Non-self-dual Map R73.86 Genus 73 Type {12,12} |Aut(M)| = 864 Reflexible Self-dual Map R73.87 Genus 73 Type {12,12} |Aut(M)| = 864 Reflexible Self-dual Map R73.88 Genus 73 Type {12,12} |Aut(M)| = 864 Reflexible Self-dual Map R81.127 Genus 81 Type {12,12} |Aut(M)| = 960 Reflexible Self-dual Map R81.128 Genus 81 Type {12,12} |Aut(M)| = 960 Reflexible Self-dual Map R97.102 Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.102* Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.103 Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.103* Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.104 Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.104* Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.105 Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.105* Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.106 Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.106* Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.107 Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.107* Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.108 Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.108* Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.109 Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.109* Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.110 Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Self-dual Map R97.111 Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.111* Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.112 Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.112* Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Non-self-dual Map R97.113 Genus 97 Type {12,12} |Aut(M)| = 1152 Reflexible Self-dual Map R99.23 Genus 99 Type {12,12} |Aut(M)| = 1176 Reflexible Self-dual Map C11.6 Genus 11 Type {12,12} |Aut(M)| = 60 Chiral Self-dual Map C11.6# Genus 11 Type {12,12} |Aut(M)| = 60 Chiral Self-dual Map C21.8 Genus 21 Type {12,12} |Aut(M)| = 120 Chiral Self-dual Map C21.8# Genus 21 Type {12,12} |Aut(M)| = 120 Chiral Self-dual Map C27.7 Genus 27 Type {12,12} |Aut(M)| = 156 Chiral Non-SD Non-MSD Map C27.7# Genus 27 Type {12,12} |Aut(M)| = 156 Chiral Non-SD Non-MSD Map C27.7* Genus 27 Type {12,12} |Aut(M)| = 156 Chiral Non-SD Non-MSD Map C27.7*# Genus 27 Type {12,12} |Aut(M)| = 156 Chiral Non-SD Non-MSD Map C27.8 Genus 27 Type {12,12} |Aut(M)| = 156 Chiral Self-dual Map C27.8# Genus 27 Type {12,12} |Aut(M)| = 156 Chiral Self-dual Map C29.3 Genus 29 Type {12,12} |Aut(M)| = 168 Chiral Non-SD Non-MSD Map C29.3# Genus 29 Type {12,12} |Aut(M)| = 168 Chiral Non-SD Non-MSD Map C29.3* Genus 29 Type {12,12} |Aut(M)| = 168 Chiral Non-SD Non-MSD Map C29.3*# Genus 29 Type {12,12} |Aut(M)| = 168 Chiral Non-SD Non-MSD Map C35.7 Genus 35 Type {12,12} |Aut(M)| = 204 Chiral Self-dual Map C35.7# Genus 35 Type {12,12} |Aut(M)| = 204 Chiral Self-dual Map C41.22 Genus 41 Type {12,12} |Aut(M)| = 240 Chiral Self-dual Map C41.22# Genus 41 Type {12,12} |Aut(M)| = 240 Chiral Self-dual Map C41.23 Genus 41 Type {12,12} |Aut(M)| = 240 Chiral Self-dual Map C41.23# Genus 41 Type {12,12} |Aut(M)| = 240 Chiral Self-dual Map C51.16 Genus 51 Type {12,12} |Aut(M)| = 300 Chiral Self-dual Map C51.16# Genus 51 Type {12,12} |Aut(M)| = 300 Chiral Self-dual Map C51.17 Genus 51 Type {12,12} |Aut(M)| = 300 Chiral Self-dual Map C51.17# Genus 51 Type {12,12} |Aut(M)| = 300 Chiral Self-dual Map C53.9 Genus 53 Type {12,12} |Aut(M)| = 312 Chiral Self-dual Map C53.9# Genus 53 Type {12,12} |Aut(M)| = 312 Chiral Self-dual Map C53.10 Genus 53 Type {12,12} |Aut(M)| = 312 Chiral Non-SD Non-MSD Map C53.10# Genus 53 Type {12,12} |Aut(M)| = 312 Chiral Non-SD Non-MSD Map C53.10* Genus 53 Type {12,12} |Aut(M)| = 312 Chiral Non-SD Non-MSD Map C53.10*# Genus 53 Type {12,12} |Aut(M)| = 312 Chiral Non-SD Non-MSD Map C53.11 Genus 53 Type {12,12} |Aut(M)| = 312 Chiral Non-SD Non-MSD Map C53.11# Genus 53 Type {12,12} |Aut(M)| = 312 Chiral Non-SD Non-MSD Map C53.11* Genus 53 Type {12,12} |Aut(M)| = 312 Chiral Non-SD Non-MSD Map C53.11*# Genus 53 Type {12,12} |Aut(M)| = 312 Chiral Non-SD Non-MSD Map C57.3 Genus 57 Type {12,12} |Aut(M)| = 336 Chiral Non-SD Non-MSD Map C57.3# Genus 57 Type {12,12} |Aut(M)| = 336 Chiral Non-SD Non-MSD Map C57.3* Genus 57 Type {12,12} |Aut(M)| = 336 Chiral Non-SD Non-MSD Map C57.3*# Genus 57 Type {12,12} |Aut(M)| = 336 Chiral Non-SD Non-MSD Map C59.9 Genus 59 Type {12,12} |Aut(M)| = 348 Chiral Self-dual Map C59.9# Genus 59 Type {12,12} |Aut(M)| = 348 Chiral Self-dual Map C61.10 Genus 61 Type {12,12} |Aut(M)| = 360 Chiral Self-dual Map C61.10# Genus 61 Type {12,12} |Aut(M)| = 360 Chiral Self-dual Map C61.11 Genus 61 Type {12,12} |Aut(M)| = 360 Chiral Non-SD Non-MSD Map C61.11# Genus 61 Type {12,12} |Aut(M)| = 360 Chiral Non-SD Non-MSD Map C61.11* Genus 61 Type {12,12} |Aut(M)| = 360 Chiral Non-SD Non-MSD Map C61.11*# Genus 61 Type {12,12} |Aut(M)| = 360 Chiral Non-SD Non-MSD Map C65.15 Genus 65 Type {12,12} |Aut(M)| = 384 Chiral Self-dual Map C65.15# Genus 65 Type {12,12} |Aut(M)| = 384 Chiral Self-dual Map C65.16 Genus 65 Type {12,12} |Aut(M)| = 384 Chiral Self-dual Map C65.16# Genus 65 Type {12,12} |Aut(M)| = 384 Chiral Self-dual Map C65.17 Genus 65 Type {12,12} |Aut(M)| = 384 Chiral Self-dual Map C65.17# Genus 65 Type {12,12} |Aut(M)| = 384 Chiral Self-dual Map C69.8 Genus 69 Type {12,12} |Aut(M)| = 408 Chiral Self-dual Map C69.8# Genus 69 Type {12,12} |Aut(M)| = 408 Chiral Self-dual Map C75.7 Genus 75 Type {12,12} |Aut(M)| = 444 Chiral Self-dual Map C75.7# Genus 75 Type {12,12} |Aut(M)| = 444 Chiral Self-dual Map C75.8 Genus 75 Type {12,12} |Aut(M)| = 444 Chiral Non-SD Non-MSD Map C75.8# Genus 75 Type {12,12} |Aut(M)| = 444 Chiral Non-SD Non-MSD Map C75.8* Genus 75 Type {12,12} |Aut(M)| = 444 Chiral Non-SD Non-MSD Map C75.8*# Genus 75 Type {12,12} |Aut(M)| = 444 Chiral Non-SD Non-MSD Map C77.3 Genus 77 Type {12,12} |Aut(M)| = 456 Chiral Non-SD Non-MSD Map C77.3# Genus 77 Type {12,12} |Aut(M)| = 456 Chiral Non-SD Non-MSD Map C77.3* Genus 77 Type {12,12} |Aut(M)| = 456 Chiral Non-SD Non-MSD Map C77.3*# Genus 77 Type {12,12} |Aut(M)| = 456 Chiral Non-SD Non-MSD Map C81.36 Genus 81 Type {12,12} |Aut(M)| = 480 Chiral Self-dual Map C81.36# Genus 81 Type {12,12} |Aut(M)| = 480 Chiral Self-dual Map C81.37 Genus 81 Type {12,12} |Aut(M)| = 480 Chiral Self-dual Map C81.37# Genus 81 Type {12,12} |Aut(M)| = 480 Chiral Self-dual Map C83.7 Genus 83 Type {12,12} |Aut(M)| = 492 Chiral Self-dual Map C83.7# Genus 83 Type {12,12} |Aut(M)| = 492 Chiral Self-dual Map C85.11 Genus 85 Type {12,12} |Aut(M)| = 504 Chiral Non-SD Non-MSD Map C85.11# Genus 85 Type {12,12} |Aut(M)| = 504 Chiral Non-SD Non-MSD Map C85.11* Genus 85 Type {12,12} |Aut(M)| = 504 Chiral Non-SD Non-MSD Map C85.11*# Genus 85 Type {12,12} |Aut(M)| = 504 Chiral Non-SD Non-MSD Map C85.12 Genus 85 Type {12,12} |Aut(M)| = 504 Chiral Non-SD Non-MSD Map C85.12# Genus 85 Type {12,12} |Aut(M)| = 504 Chiral Non-SD Non-MSD Map C85.12* Genus 85 Type {12,12} |Aut(M)| = 504 Chiral Non-SD Non-MSD Map C85.12*# Genus 85 Type {12,12} |Aut(M)| = 504 Chiral Non-SD Non-MSD Map C91.19 Genus 91 Type {12,12} |Aut(M)| = 540 Chiral Self-dual Map C91.19# Genus 91 Type {12,12} |Aut(M)| = 540 Chiral Self-dual Map C91.20 Genus 91 Type {12,12} |Aut(M)| = 540 Chiral Self-dual Map C91.20# Genus 91 Type {12,12} |Aut(M)| = 540 Chiral Self-dual Map C99.2 Genus 99 Type {12,12} |Aut(M)| = 588 Chiral Mirror-self-dual Map C99.2# Genus 99 Type {12,12} |Aut(M)| = 588 Chiral Mirror-self-dual Map N98.10 Genus 98 Type {12,12} |Aut(M)| = 576 Non-orientable Self-dual Map N146.14 Genus 146 Type {12,12} |Aut(M)| = 864 Non-orientable Non-self-dual Map N146.14* Genus 146 Type {12,12} |Aut(M)| = 864 Non-orientable Non-self-dual Maps of type {12,14} Total = 1 Map R30.6 Genus 30 Type {12,14} |Aut(M)| = 336 Reflexible Maps of type {12,15} Total = 4 Map R43.19 Genus 43 Type {12,15} |Aut(M)| = 480 Reflexible Map R64.27 Genus 64 Type {12,15} |Aut(M)| = 720 Reflexible Map R64.28 Genus 64 Type {12,15} |Aut(M)| = 720 Reflexible Map R85.51 Genus 85 Type {12,15} |Aut(M)| = 960 Reflexible Maps of type {12,16} Total = 10 Map R18.7 Genus 18 Type {12,16} |Aut(M)| = 192 Reflexible Map R35.9 Genus 35 Type {12,16} |Aut(M)| = 384 Reflexible Map R35.10 Genus 35 Type {12,16} |Aut(M)| = 384 Reflexible Map R52.11 Genus 52 Type {12,16} |Aut(M)| = 576 Reflexible Map R69.29 Genus 69 Type {12,16} |Aut(M)| = 768 Reflexible Map R69.30 Genus 69 Type {12,16} |Aut(M)| = 768 Reflexible Map R69.31 Genus 69 Type {12,16} |Aut(M)| = 768 Reflexible Map R69.32 Genus 69 Type {12,16} |Aut(M)| = 768 Reflexible Map R69.33 Genus 69 Type {12,16} |Aut(M)| = 768 Reflexible Map R69.34 Genus 69 Type {12,16} |Aut(M)| = 768 Reflexible Maps of type {12,18} Total = 12 Map R40.13 Genus 40 Type {12,18} |Aut(M)| = 432 Reflexible Map R40.14 Genus 40 Type {12,18} |Aut(M)| = 432 Reflexible Map R79.11 Genus 79 Type {12,18} |Aut(M)| = 864 Reflexible Map R79.12 Genus 79 Type {12,18} |Aut(M)| = 864 Reflexible Map R79.13 Genus 79 Type {12,18} |Aut(M)| = 864 Reflexible Map C40.7 Genus 40 Type {12,18} |Aut(M)| = 216 Chiral Map C40.7# Genus 40 Type {12,18} |Aut(M)| = 216 Chiral Map C79.11 Genus 79 Type {12,18} |Aut(M)| = 432 Chiral Map C79.11# Genus 79 Type {12,18} |Aut(M)| = 432 Chiral Map C79.12 Genus 79 Type {12,18} |Aut(M)| = 432 Chiral Map C79.12# Genus 79 Type {12,18} |Aut(M)| = 432 Chiral Map N80.1 Genus 80 Type {12,18} |Aut(M)| = 432 Non-orientable Maps of type {12,20} Total = 13 Map R23.7 Genus 23 Type {12,20} |Aut(M)| = 240 Reflexible Map R45.26 Genus 45 Type {12,20} |Aut(M)| = 480 Reflexible Map R45.27 Genus 45 Type {12,20} |Aut(M)| = 480 Reflexible Map R45.28 Genus 45 Type {12,20} |Aut(M)| = 480 Reflexible Map R89.45 Genus 89 Type {12,20} |Aut(M)| = 960 Reflexible Map R89.46 Genus 89 Type {12,20} |Aut(M)| = 960 Reflexible Map R89.47 Genus 89 Type {12,20} |Aut(M)| = 960 Reflexible Map R89.48 Genus 89 Type {12,20} |Aut(M)| = 960 Reflexible Map R89.49 Genus 89 Type {12,20} |Aut(M)| = 960 Reflexible Map R89.50 Genus 89 Type {12,20} |Aut(M)| = 960 Reflexible Map R89.51 Genus 89 Type {12,20} |Aut(M)| = 960 Reflexible Map N90.9 Genus 90 Type {12,20} |Aut(M)| = 480 Non-orientable Map N90.10 Genus 90 Type {12,20} |Aut(M)| = 480 Non-orientable Maps of type {12,21} Total = 3 Map R63.12 Genus 63 Type {12,21} |Aut(M)| = 672 Reflexible Map R94.10 Genus 94 Type {12,21} |Aut(M)| = 1008 Reflexible Map R94.11 Genus 94 Type {12,21} |Aut(M)| = 1008 Reflexible Maps of type {12,22} Total = 1 Map R50.9 Genus 50 Type {12,22} |Aut(M)| = 528 Reflexible Maps of type {12,24} Total = 55 Map R10.21 Genus 10 Type {12,24} |Aut(M)| = 96 Reflexible Map R19.29 Genus 19 Type {12,24} |Aut(M)| = 192 Reflexible Map R19.30 Genus 19 Type {12,24} |Aut(M)| = 192 Reflexible Map R28.30 Genus 28 Type {12,24} |Aut(M)| = 288 Reflexible Map R28.31 Genus 28 Type {12,24} |Aut(M)| = 288 Reflexible Map R28.32 Genus 28 Type {12,24} |Aut(M)| = 288 Reflexible Map R37.44 Genus 37 Type {12,24} |Aut(M)| = 384 Reflexible Map R37.45 Genus 37 Type {12,24} |Aut(M)| = 384 Reflexible Map R37.46 Genus 37 Type {12,24} |Aut(M)| = 384 Reflexible Map R37.47 Genus 37 Type {12,24} |Aut(M)| = 384 Reflexible Map R55.34 Genus 55 Type {12,24} |Aut(M)| = 576 Reflexible Map R55.35 Genus 55 Type {12,24} |Aut(M)| = 576 Reflexible Map R55.36 Genus 55 Type {12,24} |Aut(M)| = 576 Reflexible Map R55.37 Genus 55 Type {12,24} |Aut(M)| = 576 Reflexible Map R55.38 Genus 55 Type {12,24} |Aut(M)| = 576 Reflexible Map R55.39 Genus 55 Type {12,24} |Aut(M)| = 576 Reflexible Map R55.40 Genus 55 Type {12,24} |Aut(M)| = 576 Reflexible Map R55.41 Genus 55 Type {12,24} |Aut(M)| = 576 Reflexible Map R55.42 Genus 55 Type {12,24} |Aut(M)| = 576 Reflexible Map R55.43 Genus 55 Type {12,24} |Aut(M)| = 576 Reflexible Map R73.89 Genus 73 Type {12,24} |Aut(M)| = 768 Reflexible Map R73.90 Genus 73 Type {12,24} |Aut(M)| = 768 Reflexible Map R73.91 Genus 73 Type {12,24} |Aut(M)| = 768 Reflexible Map R73.92 Genus 73 Type {12,24} |Aut(M)| = 768 Reflexible Map R73.93 Genus 73 Type {12,24} |Aut(M)| = 768 Reflexible Map R73.94 Genus 73 Type {12,24} |Aut(M)| = 768 Reflexible Map R73.95 Genus 73 Type {12,24} |Aut(M)| = 768 Reflexible Map R73.96 Genus 73 Type {12,24} |Aut(M)| = 768 Reflexible Map R73.97 Genus 73 Type {12,24} |Aut(M)| = 768 Reflexible Map R73.98 Genus 73 Type {12,24} |Aut(M)| = 768 Reflexible Map R73.99 Genus 73 Type {12,24} |Aut(M)| = 768 Reflexible Map R73.100 Genus 73 Type {12,24} |Aut(M)| = 768 Reflexible Map R73.101 Genus 73 Type {12,24} |Aut(M)| = 768 Reflexible Map R82.65 Genus 82 Type {12,24} |Aut(M)| = 864 Reflexible Map R82.66 Genus 82 Type {12,24} |Aut(M)| = 864 Reflexible Map R82.67 Genus 82 Type {12,24} |Aut(M)| = 864 Reflexible Map R82.68 Genus 82 Type {12,24} |Aut(M)| = 864 Reflexible Map R82.69 Genus 82 Type {12,24} |Aut(M)| = 864 Reflexible Map R82.70 Genus 82 Type {12,24} |Aut(M)| = 864 Reflexible Map R82.71 Genus 82 Type {12,24} |Aut(M)| = 864 Reflexible Map R82.72 Genus 82 Type {12,24} |Aut(M)| = 864 Reflexible Map C64.17 Genus 64 Type {12,24} |Aut(M)| = 336 Chiral Map C64.17# Genus 64 Type {12,24} |Aut(M)| = 336 Chiral Map C64.18 Genus 64 Type {12,24} |Aut(M)| = 336 Chiral Map C64.18# Genus 64 Type {12,24} |Aut(M)| = 336 Chiral Map C82.13 Genus 82 Type {12,24} |Aut(M)| = 432 Chiral Map C82.13# Genus 82 Type {12,24} |Aut(M)| = 432 Chiral Map C91.21 Genus 91 Type {12,24} |Aut(M)| = 480 Chiral Map C91.21# Genus 91 Type {12,24} |Aut(M)| = 480 Chiral Map C91.22 Genus 91 Type {12,24} |Aut(M)| = 480 Chiral Map C91.22# Genus 91 Type {12,24} |Aut(M)| = 480 Chiral Map N56.6 Genus 56 Type {12,24} |Aut(M)| = 288 Non-orientable Map N56.7 Genus 56 Type {12,24} |Aut(M)| = 288 Non-orientable Map N164.8 Genus 164 Type {12,24} |Aut(M)| = 864 Non-orientable Map N164.9 Genus 164 Type {12,24} |Aut(M)| = 864 Non-orientable Maps of type {12,26} Total = 1 Map R60.8 Genus 60 Type {12,26} |Aut(M)| = 624 Reflexible Maps of type {12,28} Total = 2 Map R33.75 Genus 33 Type {12,28} |Aut(M)| = 336 Reflexible Map R65.126 Genus 65 Type {12,28} |Aut(M)| = 672 Reflexible Maps of type {12,30} Total = 8 Map R24.9 Genus 24 Type {12,30} |Aut(M)| = 240 Reflexible Map R47.9 Genus 47 Type {12,30} |Aut(M)| = 480 Reflexible Map R70.8 Genus 70 Type {12,30} |Aut(M)| = 720 Reflexible Map R70.9 Genus 70 Type {12,30} |Aut(M)| = 720 Reflexible Map R70.10 Genus 70 Type {12,30} |Aut(M)| = 720 Reflexible Map R93.21 Genus 93 Type {12,30} |Aut(M)| = 960 Reflexible Map R93.22 Genus 93 Type {12,30} |Aut(M)| = 960 Reflexible Map N140.1 Genus 140 Type {12,30} |Aut(M)| = 720 Non-orientable Maps of type {12,32} Total = 3 Map R38.8 Genus 38 Type {12,32} |Aut(M)| = 384 Reflexible Map R75.12 Genus 75 Type {12,32} |Aut(M)| = 768 Reflexible Map R75.13 Genus 75 Type {12,32} |Aut(M)| = 768 Reflexible Maps of type {12,34} Total = 1 Map R80.7 Genus 80 Type {12,34} |Aut(M)| = 816 Reflexible Maps of type {12,36} Total = 8 Map R43.20 Genus 43 Type {12,36} |Aut(M)| = 432 Reflexible Map R43.21 Genus 43 Type {12,36} |Aut(M)| = 432 Reflexible Map R85.52 Genus 85 Type {12,36} |Aut(M)| = 864 Reflexible Map R85.53 Genus 85 Type {12,36} |Aut(M)| = 864 Reflexible Map C43.9 Genus 43 Type {12,36} |Aut(M)| = 216 Chiral Map C43.9# Genus 43 Type {12,36} |Aut(M)| = 216 Chiral Map C85.13 Genus 85 Type {12,36} |Aut(M)| = 432 Chiral Map C85.13# Genus 85 Type {12,36} |Aut(M)| = 432 Chiral Maps of type {12,38} Total = 1 Map R90.6 Genus 90 Type {12,38} |Aut(M)| = 912 Reflexible Maps of type {12,40} Total = 9 Map R48.8 Genus 48 Type {12,40} |Aut(M)| = 480 Reflexible Map R95.7 Genus 95 Type {12,40} |Aut(M)| = 960 Reflexible Map R95.8 Genus 95 Type {12,40} |Aut(M)| = 960 Reflexible Map R95.9 Genus 95 Type {12,40} |Aut(M)| = 960 Reflexible Map R95.10 Genus 95 Type {12,40} |Aut(M)| = 960 Reflexible Map N96.1 Genus 96 Type {12,40} |Aut(M)| = 480 Non-orientable Map N96.2 Genus 96 Type {12,40} |Aut(M)| = 480 Non-orientable Map N190.3 Genus 190 Type {12,40} |Aut(M)| = 960 Non-orientable Map N190.4 Genus 190 Type {12,40} |Aut(M)| = 960 Non-orientable Maps of type {12,42} Total = 6 Map R34.14 Genus 34 Type {12,42} |Aut(M)| = 336 Reflexible Map R67.12 Genus 67 Type {12,42} |Aut(M)| = 672 Reflexible Map R100.36 Genus 100 Type {12,42} |Aut(M)| = 1008 Reflexible Map R100.37 Genus 100 Type {12,42} |Aut(M)| = 1008 Reflexible Map R100.38 Genus 100 Type {12,42} |Aut(M)| = 1008 Reflexible Map N200.27 Genus 200 Type {12,42} |Aut(M)| = 1008 Non-orientable Maps of type {12,44} Total = 1 Map R53.15 Genus 53 Type {12,44} |Aut(M)| = 528 Reflexible Maps of type {12,48} Total = 10 Map R20.8 Genus 20 Type {12,48} |Aut(M)| = 192 Reflexible Map R39.11 Genus 39 Type {12,48} |Aut(M)| = 384 Reflexible Map R39.12 Genus 39 Type {12,48} |Aut(M)| = 384 Reflexible Map R58.9 Genus 58 Type {12,48} |Aut(M)| = 576 Reflexible Map R58.10 Genus 58 Type {12,48} |Aut(M)| = 576 Reflexible Map R58.11 Genus 58 Type {12,48} |Aut(M)| = 576 Reflexible Map R77.18 Genus 77 Type {12,48} |Aut(M)| = 768 Reflexible Map R77.19 Genus 77 Type {12,48} |Aut(M)| = 768 Reflexible Map R77.20 Genus 77 Type {12,48} |Aut(M)| = 768 Reflexible Map R77.21 Genus 77 Type {12,48} |Aut(M)| = 768 Reflexible Maps of type {12,52} Total = 1 Map R63.13 Genus 63 Type {12,52} |Aut(M)| = 624 Reflexible Maps of type {12,56} Total = 3 Map R68.8 Genus 68 Type {12,56} |Aut(M)| = 672 Reflexible Map N136.3 Genus 136 Type {12,56} |Aut(M)| = 672 Non-orientable Map N136.4 Genus 136 Type {12,56} |Aut(M)| = 672 Non-orientable Maps of type {12,60} Total = 8 Map R25.30 Genus 25 Type {12,60} |Aut(M)| = 240 Reflexible Map R49.74 Genus 49 Type {12,60} |Aut(M)| = 480 Reflexible Map R73.102 Genus 73 Type {12,60} |Aut(M)| = 720 Reflexible Map R73.103 Genus 73 Type {12,60} |Aut(M)| = 720 Reflexible Map R73.104 Genus 73 Type {12,60} |Aut(M)| = 720 Reflexible Map R97.114 Genus 97 Type {12,60} |Aut(M)| = 960 Reflexible Map R97.115 Genus 97 Type {12,60} |Aut(M)| = 960 Reflexible Map R97.116 Genus 97 Type {12,60} |Aut(M)| = 960 Reflexible Maps of type {12,64} Total = 1 Map R78.11 Genus 78 Type {12,64} |Aut(M)| = 768 Reflexible Maps of type {12,66} Total = 1 Map R54.7 Genus 54 Type {12,66} |Aut(M)| = 528 Reflexible Maps of type {12,68} Total = 1 Map R83.10 Genus 83 Type {12,68} |Aut(M)| = 816 Reflexible Maps of type {12,72} Total = 6 Map R88.9 Genus 88 Type {12,72} |Aut(M)| = 864 Reflexible Map R88.10 Genus 88 Type {12,72} |Aut(M)| = 864 Reflexible Map C88.2 Genus 88 Type {12,72} |Aut(M)| = 432 Chiral Map C88.2# Genus 88 Type {12,72} |Aut(M)| = 432 Chiral Map N176.1 Genus 176 Type {12,72} |Aut(M)| = 864 Non-orientable Map N176.2 Genus 176 Type {12,72} |Aut(M)| = 864 Non-orientable Maps of type {12,76} Total = 1 Map R93.23 Genus 93 Type {12,76} |Aut(M)| = 912 Reflexible Maps of type {12,78} Total = 1 Map R64.29 Genus 64 Type {12,78} |Aut(M)| = 624 Reflexible Maps of type {12,80} Total = 1 Map R98.7 Genus 98 Type {12,80} |Aut(M)| = 960 Reflexible Maps of type {12,84} Total = 2 Map R35.11 Genus 35 Type {12,84} |Aut(M)| = 336 Reflexible Map R69.35 Genus 69 Type {12,84} |Aut(M)| = 672 Reflexible Maps of type {12,96} Total = 3 Map R40.15 Genus 40 Type {12,96} |Aut(M)| = 384 Reflexible Map R79.14 Genus 79 Type {12,96} |Aut(M)| = 768 Reflexible Map R79.15 Genus 79 Type {12,96} |Aut(M)| = 768 Reflexible Maps of type {12,102} Total = 1 Map R84.8 Genus 84 Type {12,102} |Aut(M)| = 816 Reflexible Maps of type {12,114} Total = 1 Map R94.12 Genus 94 Type {12,114} |Aut(M)| = 912 Reflexible Maps of type {12,120} Total = 3 Map R50.10 Genus 50 Type {12,120} |Aut(M)| = 480 Reflexible Map R99.24 Genus 99 Type {12,120} |Aut(M)| = 960 Reflexible Map R99.25 Genus 99 Type {12,120} |Aut(M)| = 960 Reflexible Maps of type {12,132} Total = 1 Map R55.44 Genus 55 Type {12,132} |Aut(M)| = 528 Reflexible Maps of type {12,156} Total = 1 Map R65.127 Genus 65 Type {12,156} |Aut(M)| = 624 Reflexible Maps of type {12,168} Total = 1 Map R70.11 Genus 70 Type {12,168} |Aut(M)| = 672 Reflexible Maps of type {12,192} Total = 1 Map R80.8 Genus 80 Type {12,192} |Aut(M)| = 768 Reflexible Maps of type {12,204} Total = 1 Map R85.54 Genus 85 Type {12,204} |Aut(M)| = 816 Reflexible Maps of type {12,228} Total = 1 Map R95.11 Genus 95 Type {12,228} |Aut(M)| = 912 Reflexible Maps of type {12,240} Total = 1 Map R100.39 Genus 100 Type {12,240} |Aut(M)| = 960 Reflexible Maps of type {13,13} Total = 1 Map N191.9 Genus 191 Type {13,13} |Aut(M)| = 1092 Non-orientable Self-dual Maps of type {13,26} Total = 2 Map R6.11 Genus 6 Type {13,26} |Aut(M)| = 52 Reflexible Map R66.12 Genus 66 Type {13,26} |Aut(M)| = 676 Reflexible Maps of type {14,14} Total = 14 Map R6.12 Genus 6 Type {14,14} |Aut(M)| = 56 Reflexible Self-dual Map R36.19 Genus 36 Type {14,14} |Aut(M)| = 392 Reflexible Self-dual Map R36.20 Genus 36 Type {14,14} |Aut(M)| = 392 Reflexible Non-self-dual Map R36.20* Genus 36 Type {14,14} |Aut(M)| = 392 Reflexible Non-self-dual Map R61.23 Genus 61 Type {14,14} |Aut(M)| = 672 Reflexible Self-dual Map C21.9 Genus 21 Type {14,14} |Aut(M)| = 112 Chiral Mirror-self-dual Map C21.9# Genus 21 Type {14,14} |Aut(M)| = 112 Chiral Mirror-self-dual Map C41.24 Genus 41 Type {14,14} |Aut(M)| = 224 Chiral Mirror-self-dual Map C41.24# Genus 41 Type {14,14} |Aut(M)| = 224 Chiral Mirror-self-dual Map N37.7 Genus 37 Type {14,14} |Aut(M)| = 196 Non-orientable Self-dual Map N182.17 Genus 182 Type {14,14} |Aut(M)| = 1008 Non-orientable Non-self-dual Map N182.17* Genus 182 Type {14,14} |Aut(M)| = 1008 Non-orientable Non-self-dual Map N182.18 Genus 182 Type {14,14} |Aut(M)| = 1008 Non-orientable Non-self-dual Map N182.18* Genus 182 Type {14,14} |Aut(M)| = 1008 Non-orientable Non-self-dual Maps of type {14,16} Total = 1 Map R42.8 Genus 42 Type {14,16} |Aut(M)| = 448 Reflexible Maps of type {14,18} Total = 8 Map R48.9 Genus 48 Type {14,18} |Aut(M)| = 504 Reflexible Map N49.4 Genus 49 Type {14,18} |Aut(M)| = 252 Non-orientable Map N190.5 Genus 190 Type {14,18} |Aut(M)| = 1008 Non-orientable Map N190.6 Genus 190 Type {14,18} |Aut(M)| = 1008 Non-orientable Map N190.7 Genus 190 Type {14,18} |Aut(M)| = 1008 Non-orientable Map N190.8 Genus 190 Type {14,18} |Aut(M)| = 1008 Non-orientable Map N190.9 Genus 190 Type {14,18} |Aut(M)| = 1008 Non-orientable Map N190.10 Genus 190 Type {14,18} |Aut(M)| = 1008 Non-orientable Maps of type {14,20} Total = 1 Map R54.8 Genus 54 Type {14,20} |Aut(M)| = 560 Reflexible Maps of type {14,21} Total = 4 Map R9.29 Genus 9 Type {14,21} |Aut(M)| = 84 Reflexible Map R57.53 Genus 57 Type {14,21} |Aut(M)| = 588 Reflexible Map C65.18 Genus 65 Type {14,21} |Aut(M)| = 336 Chiral Map C65.18# Genus 65 Type {14,21} |Aut(M)| = 336 Chiral Maps of type {14,22} Total = 2 Map R60.9 Genus 60 Type {14,22} |Aut(M)| = 616 Reflexible Map N61.3 Genus 61 Type {14,22} |Aut(M)| = 308 Non-orientable Maps of type {14,24} Total = 1 Map R66.13 Genus 66 Type {14,24} |Aut(M)| = 672 Reflexible Maps of type {14,26} Total = 2 Map R72.8 Genus 72 Type {14,26} |Aut(M)| = 728 Reflexible Map N73.4 Genus 73 Type {14,26} |Aut(M)| = 364 Non-orientable Maps of type {14,28} Total = 6 Map R12.7 Genus 12 Type {14,28} |Aut(M)| = 112 Reflexible Map R78.12 Genus 78 Type {14,28} |Aut(M)| = 784 Reflexible Map R78.13 Genus 78 Type {14,28} |Aut(M)| = 784 Reflexible Map R78.14 Genus 78 Type {14,28} |Aut(M)| = 784 Reflexible Map C89.2 Genus 89 Type {14,28} |Aut(M)| = 448 Chiral Map C89.2# Genus 89 Type {14,28} |Aut(M)| = 448 Chiral Maps of type {14,30} Total = 2 Map R84.9 Genus 84 Type {14,30} |Aut(M)| = 840 Reflexible Map N85.3 Genus 85 Type {14,30} |Aut(M)| = 420 Non-orientable Maps of type {14,32} Total = 1 Map R90.7 Genus 90 Type {14,32} |Aut(M)| = 896 Reflexible Maps of type {14,34} Total = 2 Map R96.16 Genus 96 Type {14,34} |Aut(M)| = 952 Reflexible Map N97.7 Genus 97 Type {14,34} |Aut(M)| = 476 Non-orientable Maps of type {14,35} Total = 2 Map R15.17 Genus 15 Type {14,35} |Aut(M)| = 140 Reflexible Map R99.26 Genus 99 Type {14,35} |Aut(M)| = 980 Reflexible Maps of type {14,38} Total = 1 Map N109.3 Genus 109 Type {14,38} |Aut(M)| = 532 Non-orientable Maps of type {14,42} Total = 2 Map R18.8 Genus 18 Type {14,42} |Aut(M)| = 168 Reflexible Map N121.6 Genus 121 Type {14,42} |Aut(M)| = 588 Non-orientable Maps of type {14,46} Total = 1 Map N133.3 Genus 133 Type {14,46} |Aut(M)| = 644 Non-orientable Maps of type {14,50} Total = 1 Map N145.9 Genus 145 Type {14,50} |Aut(M)| = 700 Non-orientable Maps of type {14,54} Total = 1 Map N157.4 Genus 157 Type {14,54} |Aut(M)| = 756 Non-orientable Maps of type {14,56} Total = 1 Map R24.10 Genus 24 Type {14,56} |Aut(M)| = 224 Reflexible Maps of type {14,58} Total = 1 Map N169.4 Genus 169 Type {14,58} |Aut(M)| = 812 Non-orientable Maps of type {14,62} Total = 1 Map N181.3 Genus 181 Type {14,62} |Aut(M)| = 868 Non-orientable Maps of type {14,63} Total = 1 Map R27.11 Genus 27 Type {14,63} |Aut(M)| = 252 Reflexible Maps of type {14,66} Total = 1 Map N193.4 Genus 193 Type {14,66} |Aut(M)| = 924 Non-orientable Maps of type {14,70} Total = 1 Map R30.7 Genus 30 Type {14,70} |Aut(M)| = 280 Reflexible Maps of type {14,77} Total = 1 Map R33.76 Genus 33 Type {14,77} |Aut(M)| = 308 Reflexible Maps of type {14,84} Total = 1 Map R36.21 Genus 36 Type {14,84} |Aut(M)| = 336 Reflexible Maps of type {14,91} Total = 1 Map R39.13 Genus 39 Type {14,91} |Aut(M)| = 364 Reflexible Maps of type {14,105} Total = 1 Map R45.29 Genus 45 Type {14,105} |Aut(M)| = 420 Reflexible Maps of type {14,112} Total = 1 Map R48.10 Genus 48 Type {14,112} |Aut(M)| = 448 Reflexible Maps of type {14,119} Total = 1 Map R51.25 Genus 51 Type {14,119} |Aut(M)| = 476 Reflexible Maps of type {14,126} Total = 1 Map R54.9 Genus 54 Type {14,126} |Aut(M)| = 504 Reflexible Maps of type {14,133} Total = 1 Map R57.54 Genus 57 Type {14,133} |Aut(M)| = 532 Reflexible Maps of type {14,140} Total = 1 Map R60.10 Genus 60 Type {14,140} |Aut(M)| = 560 Reflexible Maps of type {14,154} Total = 1 Map R66.14 Genus 66 Type {14,154} |Aut(M)| = 616 Reflexible Maps of type {14,161} Total = 1 Map R69.36 Genus 69 Type {14,161} |Aut(M)| = 644 Reflexible Maps of type {14,168} Total = 1 Map R72.9 Genus 72 Type {14,168} |Aut(M)| = 672 Reflexible Maps of type {14,175} Total = 1 Map R75.14 Genus 75 Type {14,175} |Aut(M)| = 700 Reflexible Maps of type {14,182} Total = 1 Map R78.15 Genus 78 Type {14,182} |Aut(M)| = 728 Reflexible Maps of type {14,189} Total = 1 Map R81.129 Genus 81 Type {14,189} |Aut(M)| = 756 Reflexible Maps of type {14,203} Total = 1 Map R87.11 Genus 87 Type {14,203} |Aut(M)| = 812 Reflexible Maps of type {14,210} Total = 1 Map R90.8 Genus 90 Type {14,210} |Aut(M)| = 840 Reflexible Maps of type {14,217} Total = 1 Map R93.24 Genus 93 Type {14,217} |Aut(M)| = 868 Reflexible Maps of type {14,224} Total = 1 Map R96.17 Genus 96 Type {14,224} |Aut(M)| = 896 Reflexible Maps of type {14,231} Total = 1 Map R99.27 Genus 99 Type {14,231} |Aut(M)| = 924 Reflexible Maps of type {15,15} Total = 6 Map R12.8 Genus 12 Type {15,15} |Aut(M)| = 120 Reflexible Self-dual Map R34.15 Genus 34 Type {15,15} |Aut(M)| = 360 Reflexible Self-dual Map R45.30 Genus 45 Type {15,15} |Aut(M)| = 480 Reflexible Self-dual Map R89.52 Genus 89 Type {15,15} |Aut(M)| = 960 Reflexible Self-dual Map C45.2 Genus 45 Type {15,15} |Aut(M)| = 240 Chiral Mirror-self-dual Map C45.2# Genus 45 Type {15,15} |Aut(M)| = 240 Chiral Mirror-self-dual Maps of type {15,20} Total = 1 Map R24.11 Genus 24 Type {15,20} |Aut(M)| = 240 Reflexible Maps of type {15,30} Total = 21 Map R7.9 Genus 7 Type {15,30} |Aut(M)| = 60 Reflexible Map R19.31 Genus 19 Type {15,30} |Aut(M)| = 180 Reflexible Map R25.31 Genus 25 Type {15,30} |Aut(M)| = 240 Reflexible Map R31.15 Genus 31 Type {15,30} |Aut(M)| = 300 Reflexible Map R55.45 Genus 55 Type {15,30} |Aut(M)| = 540 Reflexible Map R73.105 Genus 73 Type {15,30} |Aut(M)| = 720 Reflexible Map R73.106 Genus 73 Type {15,30} |Aut(M)| = 720 Reflexible Map R91.43 Genus 91 Type {15,30} |Aut(M)| = 900 Reflexible Map R97.117 Genus 97 Type {15,30} |Aut(M)| = 960 Reflexible Map R97.118 Genus 97 Type {15,30} |Aut(M)| = 960 Reflexible Map R97.119 Genus 97 Type {15,30} |Aut(M)| = 960 Reflexible Map C43.10 Genus 43 Type {15,30} |Aut(M)| = 210 Chiral Map C43.10# Genus 43 Type {15,30} |Aut(M)| = 210 Chiral Map C67.2 Genus 67 Type {15,30} |Aut(M)| = 330 Chiral Map C67.2# Genus 67 Type {15,30} |Aut(M)| = 330 Chiral Map C67.3 Genus 67 Type {15,30} |Aut(M)| = 330 Chiral Map C67.3# Genus 67 Type {15,30} |Aut(M)| = 330 Chiral Map C79.13 Genus 79 Type {15,30} |Aut(M)| = 390 Chiral Map C79.13# Genus 79 Type {15,30} |Aut(M)| = 390 Chiral Map C97.17 Genus 97 Type {15,30} |Aut(M)| = 480 Chiral Map C97.17# Genus 97 Type {15,30} |Aut(M)| = 480 Chiral Maps of type {15,40} Total = 2 Map R50.11 Genus 50 Type {15,40} |Aut(M)| = 480 Reflexible Map R99.28 Genus 99 Type {15,40} |Aut(M)| = 960 Reflexible Maps of type {15,60} Total = 2 Map R51.26 Genus 51 Type {15,60} |Aut(M)| = 480 Reflexible Map R76.27 Genus 76 Type {15,60} |Aut(M)| = 720 Reflexible Maps of type {16,16} Total = 153 Map R4.12 Genus 4 Type {16,16} |Aut(M)| = 32 Reflexible Self-dual Map R7.10 Genus 7 Type {16,16} |Aut(M)| = 64 Reflexible Self-dual Map R7.11 Genus 7 Type {16,16} |Aut(M)| = 64 Reflexible Self-dual Map R13.17 Genus 13 Type {16,16} |Aut(M)| = 128 Reflexible Non-self-dual Map R13.17* Genus 13 Type {16,16} |Aut(M)| = 128 Reflexible Non-self-dual Map R13.18 Genus 13 Type {16,16} |Aut(M)| = 128 Reflexible Self-dual Map R13.19 Genus 13 Type {16,16} |Aut(M)| = 128 Reflexible Self-dual Map R25.32 Genus 25 Type {16,16} |Aut(M)| = 256 Reflexible Non-self-dual Map R25.32* Genus 25 Type {16,16} |Aut(M)| = 256 Reflexible Non-self-dual Map R25.33 Genus 25 Type {16,16} |Aut(M)| = 256 Reflexible Non-self-dual Map R25.33* Genus 25 Type {16,16} |Aut(M)| = 256 Reflexible Non-self-dual Map R25.34 Genus 25 Type {16,16} |Aut(M)| = 256 Reflexible Self-dual Map R25.35 Genus 25 Type {16,16} |Aut(M)| = 256 Reflexible Self-dual Map R25.36 Genus 25 Type {16,16} |Aut(M)| = 256 Reflexible Self-dual Map R25.37 Genus 25 Type {16,16} |Aut(M)| = 256 Reflexible Self-dual Map R25.38 Genus 25 Type {16,16} |Aut(M)| = 256 Reflexible Self-dual Map R25.39 Genus 25 Type {16,16} |Aut(M)| = 256 Reflexible Self-dual Map R49.75 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Self-dual Map R49.76 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Non-self-dual Map R49.76* Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Non-self-dual Map R49.77 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Non-self-dual Map R49.77* Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Non-self-dual Map R49.78 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Non-self-dual Map R49.78* Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Non-self-dual Map R49.79 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Non-self-dual Map R49.79* Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Non-self-dual Map R49.80 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Non-self-dual Map R49.80* Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Non-self-dual Map R49.81 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Self-dual Map R49.82 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Self-dual Map R49.83 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Self-dual Map R49.84 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Self-dual Map R49.85 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Self-dual Map R49.86 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Non-self-dual Map R49.86* Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Non-self-dual Map R49.87 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Non-self-dual Map R49.87* Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Non-self-dual Map R49.88 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Self-dual Map R49.89 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Self-dual Map R49.90 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Self-dual Map R49.91 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Self-dual Map R49.92 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Self-dual Map R49.93 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Self-dual Map R49.94 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Self-dual Map R49.95 Genus 49 Type {16,16} |Aut(M)| = 512 Reflexible Self-dual Map R55.46 Genus 55 Type {16,16} |Aut(M)| = 576 Reflexible Self-dual Map R55.47 Genus 55 Type {16,16} |Aut(M)| = 576 Reflexible Self-dual Map R97.120 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.121 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.121* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.122 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.122* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.123 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.123* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.124 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.124* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.125 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.126 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.126* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.127 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.128 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.129 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.130 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.131 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.131* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.132 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.133 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.134 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.135 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.135* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.136 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.137 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.138 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.139 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.139* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.140 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.140* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.141 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.141* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.142 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.143 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.143* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.144 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.144* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.145 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.145* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.146 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.146* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.147 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.147* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.148 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.148* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.149 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.149* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.150 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.151 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.151* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.152 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.152* Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Non-self-dual Map R97.153 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.154 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.155 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.156 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.157 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.158 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.159 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.160 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.161 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.162 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.163 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.164 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.165 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map R97.166 Genus 97 Type {16,16} |Aut(M)| = 1024 Reflexible Self-dual Map C25.4 Genus 25 Type {16,16} |Aut(M)| = 128 Chiral Self-dual Map C25.4# Genus 25 Type {16,16} |Aut(M)| = 128 Chiral Self-dual Map C31.4 Genus 31 Type {16,16} |Aut(M)| = 160 Chiral Self-dual Map C31.4# Genus 31 Type {16,16} |Aut(M)| = 160 Chiral Self-dual Map C31.5 Genus 31 Type {16,16} |Aut(M)| = 160 Chiral Self-dual Map C31.5# Genus 31 Type {16,16} |Aut(M)| = 160 Chiral Self-dual Map C52.2 Genus 52 Type {16,16} |Aut(M)| = 272 Chiral Non-SD Non-MSD Map C52.2# Genus 52 Type {16,16} |Aut(M)| = 272 Chiral Non-SD Non-MSD Map C52.2* Genus 52 Type {16,16} |Aut(M)| = 272 Chiral Non-SD Non-MSD Map C52.2*# Genus 52 Type {16,16} |Aut(M)| = 272 Chiral Non-SD Non-MSD Map C52.3 Genus 52 Type {16,16} |Aut(M)| = 272 Chiral Non-SD Non-MSD Map C52.3# Genus 52 Type {16,16} |Aut(M)| = 272 Chiral Non-SD Non-MSD Map C52.3* Genus 52 Type {16,16} |Aut(M)| = 272 Chiral Non-SD Non-MSD Map C52.3*# Genus 52 Type {16,16} |Aut(M)| = 272 Chiral Non-SD Non-MSD Map C55.8 Genus 55 Type {16,16} |Aut(M)| = 288 Chiral Self-dual Map C55.8# Genus 55 Type {16,16} |Aut(M)| = 288 Chiral Self-dual Map C55.9 Genus 55 Type {16,16} |Aut(M)| = 288 Chiral Self-dual Map C55.9# Genus 55 Type {16,16} |Aut(M)| = 288 Chiral Self-dual Map C61.12 Genus 61 Type {16,16} |Aut(M)| = 320 Chiral Non-SD Non-MSD Map C61.12# Genus 61 Type {16,16} |Aut(M)| = 320 Chiral Non-SD Non-MSD Map C61.12* Genus 61 Type {16,16} |Aut(M)| = 320 Chiral Non-SD Non-MSD Map C61.12*# Genus 61 Type {16,16} |Aut(M)| = 320 Chiral Non-SD Non-MSD Map C61.13 Genus 61 Type {16,16} |Aut(M)| = 320 Chiral Self-dual Map C61.13# Genus 61 Type {16,16} |Aut(M)| = 320 Chiral Self-dual Map C61.14 Genus 61 Type {16,16} |Aut(M)| = 320 Chiral Self-dual Map C61.14# Genus 61 Type {16,16} |Aut(M)| = 320 Chiral Self-dual Map C79.14 Genus 79 Type {16,16} |Aut(M)| = 416 Chiral Self-dual Map C79.14# Genus 79 Type {16,16} |Aut(M)| = 416 Chiral Self-dual Map C79.15 Genus 79 Type {16,16} |Aut(M)| = 416 Chiral Self-dual Map C79.15# Genus 79 Type {16,16} |Aut(M)| = 416 Chiral Self-dual Map C97.18 Genus 97 Type {16,16} |Aut(M)| = 512 Chiral Self-dual Map C97.18# Genus 97 Type {16,16} |Aut(M)| = 512 Chiral Self-dual Map C97.19 Genus 97 Type {16,16} |Aut(M)| = 512 Chiral Self-dual Map C97.19# Genus 97 Type {16,16} |Aut(M)| = 512 Chiral Self-dual Map C97.20 Genus 97 Type {16,16} |Aut(M)| = 512 Chiral Mirror-self-dual Map C97.20# Genus 97 Type {16,16} |Aut(M)| = 512 Chiral Mirror-self-dual Map C97.21 Genus 97 Type {16,16} |Aut(M)| = 512 Chiral Non-SD Non-MSD Map C97.21# Genus 97 Type {16,16} |Aut(M)| = 512 Chiral Non-SD Non-MSD Map C97.21* Genus 97 Type {16,16} |Aut(M)| = 512 Chiral Non-SD Non-MSD Map C97.21*# Genus 97 Type {16,16} |Aut(M)| = 512 Chiral Non-SD Non-MSD Maps of type {16,18} Total = 1 Map R56.16 Genus 56 Type {16,18} |Aut(M)| = 576 Reflexible Maps of type {16,20} Total = 3 Map R32.8 Genus 32 Type {16,20} |Aut(M)| = 320 Reflexible Map R63.14 Genus 63 Type {16,20} |Aut(M)| = 640 Reflexible Map R63.15 Genus 63 Type {16,20} |Aut(M)| = 640 Reflexible Maps of type {16,22} Total = 1 Map R70.12 Genus 70 Type {16,22} |Aut(M)| = 704 Reflexible Maps of type {16,24} Total = 14 Map R39.14 Genus 39 Type {16,24} |Aut(M)| = 384 Reflexible Map R39.15 Genus 39 Type {16,24} |Aut(M)| = 384 Reflexible Map R77.22 Genus 77 Type {16,24} |Aut(M)| = 768 Reflexible Map R77.23 Genus 77 Type {16,24} |Aut(M)| = 768 Reflexible Map R77.24 Genus 77 Type {16,24} |Aut(M)| = 768 Reflexible Map R77.25 Genus 77 Type {16,24} |Aut(M)| = 768 Reflexible Map R77.26 Genus 77 Type {16,24} |Aut(M)| = 768 Reflexible Map R77.27 Genus 77 Type {16,24} |Aut(M)| = 768 Reflexible Map R77.28 Genus 77 Type {16,24} |Aut(M)| = 768 Reflexible Map R77.29 Genus 77 Type {16,24} |Aut(M)| = 768 Reflexible Map N154.11 Genus 154 Type {16,24} |Aut(M)| = 768 Non-orientable Map N154.12 Genus 154 Type {16,24} |Aut(M)| = 768 Non-orientable Map N154.13 Genus 154 Type {16,24} |Aut(M)| = 768 Non-orientable Map N154.14 Genus 154 Type {16,24} |Aut(M)| = 768 Non-orientable Maps of type {16,26} Total = 1 Map R84.10 Genus 84 Type {16,26} |Aut(M)| = 832 Reflexible Maps of type {16,28} Total = 3 Map R46.31 Genus 46 Type {16,28} |Aut(M)| = 448 Reflexible Map R91.44 Genus 91 Type {16,28} |Aut(M)| = 896 Reflexible Map R91.45 Genus 91 Type {16,28} |Aut(M)| = 896 Reflexible Maps of type {16,30} Total = 1 Map R98.8 Genus 98 Type {16,30} |Aut(M)| = 960 Reflexible Maps of type {16,32} Total = 6 Map R53.16 Genus 53 Type {16,32} |Aut(M)| = 512 Reflexible Map R53.17 Genus 53 Type {16,32} |Aut(M)| = 512 Reflexible Map R53.18 Genus 53 Type {16,32} |Aut(M)| = 512 Reflexible Map R53.19 Genus 53 Type {16,32} |Aut(M)| = 512 Reflexible Map C53.12 Genus 53 Type {16,32} |Aut(M)| = 256 Chiral Map C53.12# Genus 53 Type {16,32} |Aut(M)| = 256 Chiral Maps of type {16,36} Total = 1 Map R60.11 Genus 60 Type {16,36} |Aut(M)| = 576 Reflexible Maps of type {16,40} Total = 2 Map R67.13 Genus 67 Type {16,40} |Aut(M)| = 640 Reflexible Map R67.14 Genus 67 Type {16,40} |Aut(M)| = 640 Reflexible Maps of type {16,44} Total = 1 Map R74.8 Genus 74 Type {16,44} |Aut(M)| = 704 Reflexible Maps of type {16,48} Total = 22 Map R21.30 Genus 21 Type {16,48} |Aut(M)| = 192 Reflexible Map R21.31 Genus 21 Type {16,48} |Aut(M)| = 192 Reflexible Map R41.54 Genus 41 Type {16,48} |Aut(M)| = 384 Reflexible Map R41.55 Genus 41 Type {16,48} |Aut(M)| = 384 Reflexible Map R41.56 Genus 41 Type {16,48} |Aut(M)| = 384 Reflexible Map R41.57 Genus 41 Type {16,48} |Aut(M)| = 384 Reflexible Map R81.130 Genus 81 Type {16,48} |Aut(M)| = 768 Reflexible Map R81.131 Genus 81 Type {16,48} |Aut(M)| = 768 Reflexible Map R81.132 Genus 81 Type {16,48} |Aut(M)| = 768 Reflexible Map R81.133 Genus 81 Type {16,48} |Aut(M)| = 768 Reflexible Map R81.134 Genus 81 Type {16,48} |Aut(M)| = 768 Reflexible Map R81.135 Genus 81 Type {16,48} |Aut(M)| = 768 Reflexible Map R81.136 Genus 81 Type {16,48} |Aut(M)| = 768 Reflexible Map R81.137 Genus 81 Type {16,48} |Aut(M)| = 768 Reflexible Map R81.138 Genus 81 Type {16,48} |Aut(M)| = 768 Reflexible Map R81.139 Genus 81 Type {16,48} |Aut(M)| = 768 Reflexible Map R81.140 Genus 81 Type {16,48} |Aut(M)| = 768 Reflexible Map R81.141 Genus 81 Type {16,48} |Aut(M)| = 768 Reflexible Map R81.142 Genus 81 Type {16,48} |Aut(M)| = 768 Reflexible Map R81.143 Genus 81 Type {16,48} |Aut(M)| = 768 Reflexible Map C81.38 Genus 81 Type {16,48} |Aut(M)| = 384 Chiral Map C81.38# Genus 81 Type {16,48} |Aut(M)| = 384 Chiral Maps of type {16,52} Total = 1 Map R88.11 Genus 88 Type {16,52} |Aut(M)| = 832 Reflexible Maps of type {16,56} Total = 2 Map R95.12 Genus 95 Type {16,56} |Aut(M)| = 896 Reflexible Map R95.13 Genus 95 Type {16,56} |Aut(M)| = 896 Reflexible Maps of type {16,80} Total = 6 Map R35.12 Genus 35 Type {16,80} |Aut(M)| = 320 Reflexible Map R35.13 Genus 35 Type {16,80} |Aut(M)| = 320 Reflexible Map R69.37 Genus 69 Type {16,80} |Aut(M)| = 640 Reflexible Map R69.38 Genus 69 Type {16,80} |Aut(M)| = 640 Reflexible Map R69.39 Genus 69 Type {16,80} |Aut(M)| = 640 Reflexible Map R69.40 Genus 69 Type {16,80} |Aut(M)| = 640 Reflexible Maps of type {16,112} Total = 6 Map R49.96 Genus 49 Type {16,112} |Aut(M)| = 448 Reflexible Map R49.97 Genus 49 Type {16,112} |Aut(M)| = 448 Reflexible Map R97.167 Genus 97 Type {16,112} |Aut(M)| = 896 Reflexible Map R97.168 Genus 97 Type {16,112} |Aut(M)| = 896 Reflexible Map R97.169 Genus 97 Type {16,112} |Aut(M)| = 896 Reflexible Map R97.170 Genus 97 Type {16,112} |Aut(M)| = 896 Reflexible Maps of type {16,144} Total = 2 Map R63.16 Genus 63 Type {16,144} |Aut(M)| = 576 Reflexible Map R63.17 Genus 63 Type {16,144} |Aut(M)| = 576 Reflexible Maps of type {16,176} Total = 2 Map R77.30 Genus 77 Type {16,176} |Aut(M)| = 704 Reflexible Map R77.31 Genus 77 Type {16,176} |Aut(M)| = 704 Reflexible Maps of type {16,208} Total = 2 Map R91.46 Genus 91 Type {16,208} |Aut(M)| = 832 Reflexible Map R91.47 Genus 91 Type {16,208} |Aut(M)| = 832 Reflexible Maps of type {17,34} Total = 1 Map R8.9 Genus 8 Type {17,34} |Aut(M)| = 68 Reflexible Maps of type {18,18} Total = 43 Map R8.10 Genus 8 Type {18,18} |Aut(M)| = 72 Reflexible Self-dual Map R15.18 Genus 15 Type {18,18} |Aut(M)| = 144 Reflexible Self-dual Map R22.15 Genus 22 Type {18,18} |Aut(M)| = 216 Reflexible Non-self-dual Map R22.15* Genus 22 Type {18,18} |Aut(M)| = 216 Reflexible Non-self-dual Map R29.26 Genus 29 Type {18,18} |Aut(M)| = 288 Reflexible Self-dual Map R57.55 Genus 57 Type {18,18} |Aut(M)| = 576 Reflexible Self-dual Map R57.56 Genus 57 Type {18,18} |Aut(M)| = 576 Reflexible Self-dual Map R64.30 Genus 64 Type {18,18} |Aut(M)| = 648 Reflexible Non-self-dual Map R64.30* Genus 64 Type {18,18} |Aut(M)| = 648 Reflexible Non-self-dual Map R64.31 Genus 64 Type {18,18} |Aut(M)| = 648 Reflexible Self-dual Map R64.32 Genus 64 Type {18,18} |Aut(M)| = 648 Reflexible Non-self-dual Map R64.32* Genus 64 Type {18,18} |Aut(M)| = 648 Reflexible Non-self-dual Map R64.33 Genus 64 Type {18,18} |Aut(M)| = 648 Reflexible Non-self-dual Map R64.33* Genus 64 Type {18,18} |Aut(M)| = 648 Reflexible Non-self-dual Map R64.34 Genus 64 Type {18,18} |Aut(M)| = 648 Reflexible Self-dual Map R85.55 Genus 85 Type {18,18} |Aut(M)| = 864 Reflexible Non-self-dual Map R85.55* Genus 85 Type {18,18} |Aut(M)| = 864 Reflexible Non-self-dual Map C50.7 Genus 50 Type {18,18} |Aut(M)| = 252 Chiral Non-SD Non-MSD Map C50.7# Genus 50 Type {18,18} |Aut(M)| = 252 Chiral Non-SD Non-MSD Map C50.7* Genus 50 Type {18,18} |Aut(M)| = 252 Chiral Non-SD Non-MSD Map C50.7*# Genus 50 Type {18,18} |Aut(M)| = 252 Chiral Non-SD Non-MSD Map C64.19 Genus 64 Type {18,18} |Aut(M)| = 324 Chiral Non-SD Non-MSD Map C64.19# Genus 64 Type {18,18} |Aut(M)| = 324 Chiral Non-SD Non-MSD Map C64.19* Genus 64 Type {18,18} |Aut(M)| = 324 Chiral Non-SD Non-MSD Map C64.19*# Genus 64 Type {18,18} |Aut(M)| = 324 Chiral Non-SD Non-MSD Map C92.9 Genus 92 Type {18,18} |Aut(M)| = 468 Chiral Non-SD Non-MSD Map C92.9# Genus 92 Type {18,18} |Aut(M)| = 468 Chiral Non-SD Non-MSD Map C92.9* Genus 92 Type {18,18} |Aut(M)| = 468 Chiral Non-SD Non-MSD Map C92.9*# Genus 92 Type {18,18} |Aut(M)| = 468 Chiral Non-SD Non-MSD Map N65.6 Genus 65 Type {18,18} |Aut(M)| = 324 Non-orientable Self-dual Map N191.10 Genus 191 Type {18,18} |Aut(M)| = 972 Non-orientable Self-dual Map N191.11 Genus 191 Type {18,18} |Aut(M)| = 972 Non-orientable Non-self-dual Map N191.11* Genus 191 Type {18,18} |Aut(M)| = 972 Non-orientable Non-self-dual Map N191.12 Genus 191 Type {18,18} |Aut(M)| = 972 Non-orientable Non-self-dual Map N191.12* Genus 191 Type {18,18} |Aut(M)| = 972 Non-orientable Non-self-dual Map N191.13 Genus 191 Type {18,18} |Aut(M)| = 972 Non-orientable Non-self-dual Map N191.13* Genus 191 Type {18,18} |Aut(M)| = 972 Non-orientable Non-self-dual Map N191.14 Genus 191 Type {18,18} |Aut(M)| = 972 Non-orientable Self-dual Map N191.15 Genus 191 Type {18,18} |Aut(M)| = 972 Non-orientable Self-dual Map N198.5 Genus 198 Type {18,18} |Aut(M)| = 1008 Non-orientable Non-self-dual Map N198.5* Genus 198 Type {18,18} |Aut(M)| = 1008 Non-orientable Non-self-dual Map N198.6 Genus 198 Type {18,18} |Aut(M)| = 1008 Non-orientable Non-self-dual Map N198.6* Genus 198 Type {18,18} |Aut(M)| = 1008 Non-orientable Non-self-dual Maps of type {18,20} Total = 2 Map R72.10 Genus 72 Type {18,20} |Aut(M)| = 720 Reflexible Map N144.1 Genus 144 Type {18,20} |Aut(M)| = 720 Non-orientable Maps of type {18,22} Total = 2 Map R80.9 Genus 80 Type {18,22} |Aut(M)| = 792 Reflexible Map N81.3 Genus 81 Type {18,22} |Aut(M)| = 396 Non-orientable Maps of type {18,24} Total = 7 Map R88.12 Genus 88 Type {18,24} |Aut(M)| = 864 Reflexible Map R88.13 Genus 88 Type {18,24} |Aut(M)| = 864 Reflexible Map R88.14 Genus 88 Type {18,24} |Aut(M)| = 864 Reflexible Map C88.3 Genus 88 Type {18,24} |Aut(M)| = 432 Chiral Map C88.3# Genus 88 Type {18,24} |Aut(M)| = 432 Chiral Map C88.4 Genus 88 Type {18,24} |Aut(M)| = 432 Chiral Map C88.4# Genus 88 Type {18,24} |Aut(M)| = 432 Chiral Maps of type {18,26} Total = 2 Map R96.18 Genus 96 Type {18,26} |Aut(M)| = 936 Reflexible Map N97.8 Genus 97 Type {18,26} |Aut(M)| = 468 Non-orientable Maps of type {18,27} Total = 9 Map R100.40 Genus 100 Type {18,27} |Aut(M)| = 972 Reflexible Map C100.2 Genus 100 Type {18,27} |Aut(M)| = 486 Chiral Map C100.2# Genus 100 Type {18,27} |Aut(M)| = 486 Chiral Map C100.3 Genus 100 Type {18,27} |Aut(M)| = 486 Chiral Map C100.3# Genus 100 Type {18,27} |Aut(M)| = 486 Chiral Map C100.4 Genus 100 Type {18,27} |Aut(M)| = 486 Chiral Map C100.4# Genus 100 Type {18,27} |Aut(M)| = 486 Chiral Map C100.5 Genus 100 Type {18,27} |Aut(M)| = 486 Chiral Map C100.5# Genus 100 Type {18,27} |Aut(M)| = 486 Chiral Maps of type {18,30} Total = 1 Map N113.3 Genus 113 Type {18,30} |Aut(M)| = 540 Non-orientable Maps of type {18,34} Total = 1 Map N129.3 Genus 129 Type {18,34} |Aut(M)| = 612 Non-orientable Maps of type {18,36} Total = 8 Map R16.14 Genus 16 Type {18,36} |Aut(M)| = 144 Reflexible Map R31.16 Genus 31 Type {18,36} |Aut(M)| = 288 Reflexible Map R46.32 Genus 46 Type {18,36} |Aut(M)| = 432 Reflexible Map R46.33 Genus 46 Type {18,36} |Aut(M)| = 432 Reflexible Map R61.24 Genus 61 Type {18,36} |Aut(M)| = 576 Reflexible Map R61.25 Genus 61 Type {18,36} |Aut(M)| = 576 Reflexible Map R91.48 Genus 91 Type {18,36} |Aut(M)| = 864 Reflexible Map R91.49 Genus 91 Type {18,36} |Aut(M)| = 864 Reflexible Maps of type {18,38} Total = 1 Map N145.10 Genus 145 Type {18,38} |Aut(M)| = 684 Non-orientable Maps of type {18,42} Total = 1 Map N161.3 Genus 161 Type {18,42} |Aut(M)| = 756 Non-orientable Maps of type {18,45} Total = 3 Map R20.9 Genus 20 Type {18,45} |Aut(M)| = 180 Reflexible Map R58.12 Genus 58 Type {18,45} |Aut(M)| = 540 Reflexible Map R77.32 Genus 77 Type {18,45} |Aut(M)| = 720 Reflexible Maps of type {18,46} Total = 1 Map N177.11 Genus 177 Type {18,46} |Aut(M)| = 828 Non-orientable Maps of type {18,50} Total = 1 Map N193.5 Genus 193 Type {18,50} |Aut(M)| = 900 Non-orientable Maps of type {18,63} Total = 2 Map R28.33 Genus 28 Type {18,63} |Aut(M)| = 252 Reflexible Map R82.73 Genus 82 Type {18,63} |Aut(M)| = 756 Reflexible Maps of type {18,72} Total = 4 Map R32.9 Genus 32 Type {18,72} |Aut(M)| = 288 Reflexible Map R94.13 Genus 94 Type {18,72} |Aut(M)| = 864 Reflexible Map R94.14 Genus 94 Type {18,72} |Aut(M)| = 864 Reflexible Map R94.15 Genus 94 Type {18,72} |Aut(M)| = 864 Reflexible Maps of type {18,90} Total = 1 Map R40.16 Genus 40 Type {18,90} |Aut(M)| = 360 Reflexible Maps of type {18,99} Total = 1 Map R44.8 Genus 44 Type {18,99} |Aut(M)| = 396 Reflexible Maps of type {18,117} Total = 1 Map R52.12 Genus 52 Type {18,117} |Aut(M)| = 468 Reflexible Maps of type {18,126} Total = 1 Map R56.17 Genus 56 Type {18,126} |Aut(M)| = 504 Reflexible Maps of type {18,144} Total = 1 Map R64.35 Genus 64 Type {18,144} |Aut(M)| = 576 Reflexible Maps of type {18,153} Total = 1 Map R68.9 Genus 68 Type {18,153} |Aut(M)| = 612 Reflexible Maps of type {18,171} Total = 1 Map R76.28 Genus 76 Type {18,171} |Aut(M)| = 684 Reflexible Maps of type {18,180} Total = 1 Map R80.10 Genus 80 Type {18,180} |Aut(M)| = 720 Reflexible Maps of type {18,198} Total = 1 Map R88.15 Genus 88 Type {18,198} |Aut(M)| = 792 Reflexible Maps of type {18,207} Total = 1 Map R92.15 Genus 92 Type {18,207} |Aut(M)| = 828 Reflexible Maps of type {18,225} Total = 1 Map R100.41 Genus 100 Type {18,225} |Aut(M)| = 900 Reflexible Maps of type {19,38} Total = 1 Map R9.30 Genus 9 Type {19,38} |Aut(M)| = 76 Reflexible Maps of type {20,20} Total = 41 Map R5.16 Genus 5 Type {20,20} |Aut(M)| = 40 Reflexible Self-dual Map R9.31 Genus 9 Type {20,20} |Aut(M)| = 80 Reflexible Self-dual Map R17.37 Genus 17 Type {20,20} |Aut(M)| = 160 Reflexible Self-dual Map R33.77 Genus 33 Type {20,20} |Aut(M)| = 320 Reflexible Self-dual Map R37.48 Genus 37 Type {20,20} |Aut(M)| = 360 Reflexible Self-dual Map R41.58 Genus 41 Type {20,20} |Aut(M)| = 400 Reflexible Non-self-dual Map R41.58* Genus 41 Type {20,20} |Aut(M)| = 400 Reflexible Non-self-dual Map R41.59 Genus 41 Type {20,20} |Aut(M)| = 400 Reflexible Self-dual Map R49.98 Genus 49 Type {20,20} |Aut(M)| = 480 Reflexible Self-dual Map R49.99 Genus 49 Type {20,20} |Aut(M)| = 480 Reflexible Self-dual Map R65.128 Genus 65 Type {20,20} |Aut(M)| = 640 Reflexible Self-dual Map R65.129 Genus 65 Type {20,20} |Aut(M)| = 640 Reflexible Self-dual Map R65.130 Genus 65 Type {20,20} |Aut(M)| = 640 Reflexible Self-dual Map R65.131 Genus 65 Type {20,20} |Aut(M)| = 640 Reflexible Self-dual Map R65.132 Genus 65 Type {20,20} |Aut(M)| = 640 Reflexible Self-dual Map R73.107 Genus 73 Type {20,20} |Aut(M)| = 720 Reflexible Self-dual Map R81.144 Genus 81 Type {20,20} |Aut(M)| = 800 Reflexible Non-self-dual Map R81.144* Genus 81 Type {20,20} |Aut(M)| = 800 Reflexible Non-self-dual Map R81.145 Genus 81 Type {20,20} |Aut(M)| = 800 Reflexible Self-dual Map R97.171 Genus 97 Type {20,20} |Aut(M)| = 960 Reflexible Self-dual Map R97.172 Genus 97 Type {20,20} |Aut(M)| = 960 Reflexible Self-dual Map C21.10 Genus 21 Type {20,20} |Aut(M)| = 100 Chiral Self-dual Map C21.10# Genus 21 Type {20,20} |Aut(M)| = 100 Chiral Self-dual Map C41.25 Genus 41 Type {20,20} |Aut(M)| = 200 Chiral Self-dual Map C41.25# Genus 41 Type {20,20} |Aut(M)| = 200 Chiral Self-dual Map C53.13 Genus 53 Type {20,20} |Aut(M)| = 260 Chiral Self-dual Map C53.13# Genus 53 Type {20,20} |Aut(M)| = 260 Chiral Self-dual Map C69.9 Genus 69 Type {20,20} |Aut(M)| = 340 Chiral Self-dual Map C69.9# Genus 69 Type {20,20} |Aut(M)| = 340 Chiral Self-dual Map C81.39 Genus 81 Type {20,20} |Aut(M)| = 400 Chiral Self-dual Map C81.39# Genus 81 Type {20,20} |Aut(M)| = 400 Chiral Self-dual Map C89.3 Genus 89 Type {20,20} |Aut(M)| = 440 Chiral Non-SD Non-MSD Map C89.3# Genus 89 Type {20,20} |Aut(M)| = 440 Chiral Non-SD Non-MSD Map C89.3* Genus 89 Type {20,20} |Aut(M)| = 440 Chiral Non-SD Non-MSD Map C89.3*# Genus 89 Type {20,20} |Aut(M)| = 440 Chiral Non-SD Non-MSD Map C89.4 Genus 89 Type {20,20} |Aut(M)| = 440 Chiral Non-SD Non-MSD Map C89.4# Genus 89 Type {20,20} |Aut(M)| = 440 Chiral Non-SD Non-MSD Map C89.4* Genus 89 Type {20,20} |Aut(M)| = 440 Chiral Non-SD Non-MSD Map C89.4*# Genus 89 Type {20,20} |Aut(M)| = 440 Chiral Non-SD Non-MSD Map N98.11 Genus 98 Type {20,20} |Aut(M)| = 480 Non-orientable Self-dual Map N98.12 Genus 98 Type {20,20} |Aut(M)| = 480 Non-orientable Self-dual Maps of type {20,22} Total = 1 Map R90.9 Genus 90 Type {20,22} |Aut(M)| = 880 Reflexible Maps of type {20,24} Total = 7 Map R50.12 Genus 50 Type {20,24} |Aut(M)| = 480 Reflexible Map R99.29 Genus 99 Type {20,24} |Aut(M)| = 960 Reflexible Map R99.30 Genus 99 Type {20,24} |Aut(M)| = 960 Reflexible Map N198.7 Genus 198 Type {20,24} |Aut(M)| = 960 Non-orientable Map N198.8 Genus 198 Type {20,24} |Aut(M)| = 960 Non-orientable Map N198.9 Genus 198 Type {20,24} |Aut(M)| = 960 Non-orientable Map N198.10 Genus 198 Type {20,24} |Aut(M)| = 960 Non-orientable Maps of type {20,28} Total = 1 Map R59.7 Genus 59 Type {20,28} |Aut(M)| = 560 Reflexible Maps of type {20,30} Total = 3 Map R26.12 Genus 26 Type {20,30} |Aut(M)| = 240 Reflexible Map R51.27 Genus 51 Type {20,30} |Aut(M)| = 480 Reflexible Map R76.29 Genus 76 Type {20,30} |Aut(M)| = 720 Reflexible Maps of type {20,32} Total = 1 Map R68.10 Genus 68 Type {20,32} |Aut(M)| = 640 Reflexible Maps of type {20,36} Total = 1 Map R77.33 Genus 77 Type {20,36} |Aut(M)| = 720 Reflexible Maps of type {20,40} Total = 8 Map R18.9 Genus 18 Type {20,40} |Aut(M)| = 160 Reflexible Map R35.14 Genus 35 Type {20,40} |Aut(M)| = 320 Reflexible Map R35.15 Genus 35 Type {20,40} |Aut(M)| = 320 Reflexible Map R69.41 Genus 69 Type {20,40} |Aut(M)| = 640 Reflexible Map R69.42 Genus 69 Type {20,40} |Aut(M)| = 640 Reflexible Map R86.11 Genus 86 Type {20,40} |Aut(M)| = 800 Reflexible Map R86.12 Genus 86 Type {20,40} |Aut(M)| = 800 Reflexible Map R86.13 Genus 86 Type {20,40} |Aut(M)| = 800 Reflexible Maps of type {20,44} Total = 1 Map R95.14 Genus 95 Type {20,44} |Aut(M)| = 880 Reflexible Maps of type {20,45} Total = 1 Map R78.16 Genus 78 Type {20,45} |Aut(M)| = 720 Reflexible Maps of type {20,60} Total = 2 Map R27.12 Genus 27 Type {20,60} |Aut(M)| = 240 Reflexible Map R53.20 Genus 53 Type {20,60} |Aut(M)| = 480 Reflexible Maps of type {20,70} Total = 1 Map R62.7 Genus 62 Type {20,70} |Aut(M)| = 560 Reflexible Maps of type {20,80} Total = 3 Map R36.22 Genus 36 Type {20,80} |Aut(M)| = 320 Reflexible Map R71.16 Genus 71 Type {20,80} |Aut(M)| = 640 Reflexible Map R71.17 Genus 71 Type {20,80} |Aut(M)| = 640 Reflexible Maps of type {20,90} Total = 1 Map R80.11 Genus 80 Type {20,90} |Aut(M)| = 720 Reflexible Maps of type {20,110} Total = 1 Map R98.9 Genus 98 Type {20,110} |Aut(M)| = 880 Reflexible Maps of type {20,120} Total = 1 Map R54.10 Genus 54 Type {20,120} |Aut(M)| = 480 Reflexible Maps of type {20,140} Total = 1 Map R63.18 Genus 63 Type {20,140} |Aut(M)| = 560 Reflexible Maps of type {20,160} Total = 1 Map R72.11 Genus 72 Type {20,160} |Aut(M)| = 640 Reflexible Maps of type {20,180} Total = 1 Map R81.146 Genus 81 Type {20,180} |Aut(M)| = 720 Reflexible Maps of type {20,220} Total = 1 Map R99.31 Genus 99 Type {20,220} |Aut(M)| = 880 Reflexible Maps of type {21,21} Total = 3 Map R18.10 Genus 18 Type {21,21} |Aut(M)| = 168 Reflexible Self-dual Map C35.8 Genus 35 Type {21,21} |Aut(M)| = 168 Chiral Mirror-self-dual Map C35.8# Genus 35 Type {21,21} |Aut(M)| = 168 Chiral Mirror-self-dual Maps of type {21,28} Total = 1 Map R36.23 Genus 36 Type {21,28} |Aut(M)| = 336 Reflexible Maps of type {21,35} Total = 1 Map R90.10 Genus 90 Type {21,35} |Aut(M)| = 840 Reflexible Maps of type {21,42} Total = 9 Map R10.22 Genus 10 Type {21,42} |Aut(M)| = 84 Reflexible Map R28.34 Genus 28 Type {21,42} |Aut(M)| = 252 Reflexible Map R37.49 Genus 37 Type {21,42} |Aut(M)| = 336 Reflexible Map R64.36 Genus 64 Type {21,42} |Aut(M)| = 588 Reflexible Map R82.74 Genus 82 Type {21,42} |Aut(M)| = 756 Reflexible Map C64.20 Genus 64 Type {21,42} |Aut(M)| = 294 Chiral Map C64.20# Genus 64 Type {21,42} |Aut(M)| = 294 Chiral Map C73.10 Genus 73 Type {21,42} |Aut(M)| = 336 Chiral Map C73.10# Genus 73 Type {21,42} |Aut(M)| = 336 Chiral Maps of type {21,56} Total = 1 Map R74.9 Genus 74 Type {21,56} |Aut(M)| = 672 Reflexible Maps of type {21,84} Total = 1 Map R75.15 Genus 75 Type {21,84} |Aut(M)| = 672 Reflexible Maps of type {22,22} Total = 5 Map R10.23 Genus 10 Type {22,22} |Aut(M)| = 88 Reflexible Self-dual Map R100.42 Genus 100 Type {22,22} |Aut(M)| = 968 Reflexible Self-dual Map R100.43 Genus 100 Type {22,22} |Aut(M)| = 968 Reflexible Non-self-dual Map R100.43* Genus 100 Type {22,22} |Aut(M)| = 968 Reflexible Non-self-dual Map N101.12 Genus 101 Type {22,22} |Aut(M)| = 484 Non-orientable Self-dual Maps of type {22,26} Total = 1 Map N121.7 Genus 121 Type {22,26} |Aut(M)| = 572 Non-orientable Maps of type {22,30} Total = 1 Map N141.2 Genus 141 Type {22,30} |Aut(M)| = 660 Non-orientable Maps of type {22,33} Total = 1 Map R15.19 Genus 15 Type {22,33} |Aut(M)| = 132 Reflexible Maps of type {22,34} Total = 1 Map N161.4 Genus 161 Type {22,34} |Aut(M)| = 748 Non-orientable Maps of type {22,38} Total = 1 Map N181.4 Genus 181 Type {22,38} |Aut(M)| = 836 Non-orientable Maps of type {22,42} Total = 1 Map N201.3 Genus 201 Type {22,42} |Aut(M)| = 924 Non-orientable Maps of type {22,44} Total = 1 Map R20.10 Genus 20 Type {22,44} |Aut(M)| = 176 Reflexible Maps of type {22,55} Total = 1 Map R25.40 Genus 25 Type {22,55} |Aut(M)| = 220 Reflexible Maps of type {22,66} Total = 1 Map R30.8 Genus 30 Type {22,66} |Aut(M)| = 264 Reflexible Maps of type {22,77} Total = 1 Map R35.16 Genus 35 Type {22,77} |Aut(M)| = 308 Reflexible Maps of type {22,88} Total = 1 Map R40.17 Genus 40 Type {22,88} |Aut(M)| = 352 Reflexible Maps of type {22,99} Total = 1 Map R45.31 Genus 45 Type {22,99} |Aut(M)| = 396 Reflexible Maps of type {22,110} Total = 1 Map R50.13 Genus 50 Type {22,110} |Aut(M)| = 440 Reflexible Maps of type {22,132} Total = 1 Map R60.12 Genus 60 Type {22,132} |Aut(M)| = 528 Reflexible Maps of type {22,143} Total = 1 Map R65.133 Genus 65 Type {22,143} |Aut(M)| = 572 Reflexible Maps of type {22,154} Total = 1 Map R70.13 Genus 70 Type {22,154} |Aut(M)| = 616 Reflexible Maps of type {22,165} Total = 1 Map R75.16 Genus 75 Type {22,165} |Aut(M)| = 660 Reflexible Maps of type {22,176} Total = 1 Map R80.12 Genus 80 Type {22,176} |Aut(M)| = 704 Reflexible Maps of type {22,187} Total = 1 Map R85.56 Genus 85 Type {22,187} |Aut(M)| = 748 Reflexible Maps of type {22,198} Total = 1 Map R90.11 Genus 90 Type {22,198} |Aut(M)| = 792 Reflexible Maps of type {22,209} Total = 1 Map R95.15 Genus 95 Type {22,209} |Aut(M)| = 836 Reflexible Maps of type {22,220} Total = 1 Map R100.44 Genus 100 Type {22,220} |Aut(M)| = 880 Reflexible Maps of type {23,46} Total = 1 Map R11.11 Genus 11 Type {23,46} |Aut(M)| = 92 Reflexible Maps of type {24,24} Total = 89 Map R6.13 Genus 6 Type {24,24} |Aut(M)| = 48 Reflexible Self-dual Map R11.12 Genus 11 Type {24,24} |Aut(M)| = 96 Reflexible Self-dual Map R11.13 Genus 11 Type {24,24} |Aut(M)| = 96 Reflexible Self-dual Map R21.32 Genus 21 Type {24,24} |Aut(M)| = 192 Reflexible Self-dual Map R21.33 Genus 21 Type {24,24} |Aut(M)| = 192 Reflexible Self-dual Map R21.34 Genus 21 Type {24,24} |Aut(M)| = 192 Reflexible Self-dual Map R21.35 Genus 21 Type {24,24} |Aut(M)| = 192 Reflexible Self-dual Map R21.36 Genus 21 Type {24,24} |Aut(M)| = 192 Reflexible Self-dual Map R21.37 Genus 21 Type {24,24} |Aut(M)| = 192 Reflexible Self-dual Map R31.17 Genus 31 Type {24,24} |Aut(M)| = 288 Reflexible Non-self-dual Map R31.17* Genus 31 Type {24,24} |Aut(M)| = 288 Reflexible Non-self-dual Map R31.18 Genus 31 Type {24,24} |Aut(M)| = 288 Reflexible Self-dual Map R31.19 Genus 31 Type {24,24} |Aut(M)| = 288 Reflexible Self-dual Map R31.20 Genus 31 Type {24,24} |Aut(M)| = 288 Reflexible Non-self-dual Map R31.20* Genus 31 Type {24,24} |Aut(M)| = 288 Reflexible Non-self-dual Map R41.60 Genus 41 Type {24,24} |Aut(M)| = 384 Reflexible Self-dual Map R41.61 Genus 41 Type {24,24} |Aut(M)| = 384 Reflexible Self-dual Map R41.62 Genus 41 Type {24,24} |Aut(M)| = 384 Reflexible Self-dual Map R41.63 Genus 41 Type {24,24} |Aut(M)| = 384 Reflexible Self-dual Map R41.64 Genus 41 Type {24,24} |Aut(M)| = 384 Reflexible Self-dual Map R41.65 Genus 41 Type {24,24} |Aut(M)| = 384 Reflexible Non-self-dual Map R41.65* Genus 41 Type {24,24} |Aut(M)| = 384 Reflexible Non-self-dual Map R41.66 Genus 41 Type {24,24} |Aut(M)| = 384 Reflexible Self-dual Map R41.67 Genus 41 Type {24,24} |Aut(M)| = 384 Reflexible Self-dual Map R41.68 Genus 41 Type {24,24} |Aut(M)| = 384 Reflexible Self-dual Map R61.26 Genus 61 Type {24,24} |Aut(M)| = 576 Reflexible Non-self-dual Map R61.26* Genus 61 Type {24,24} |Aut(M)| = 576 Reflexible Non-self-dual Map R61.27 Genus 61 Type {24,24} |Aut(M)| = 576 Reflexible Non-self-dual Map R61.27* Genus 61 Type {24,24} |Aut(M)| = 576 Reflexible Non-self-dual Map R61.28 Genus 61 Type {24,24} |Aut(M)| = 576 Reflexible Self-dual Map R61.29 Genus 61 Type {24,24} |Aut(M)| = 576 Reflexible Self-dual Map R81.147 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.148 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.149 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.150 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.151 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.152 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.153 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.154 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.155 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.156 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.157 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.158 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.159 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.160 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.161 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.162 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.163 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.164 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Non-self-dual Map R81.164* Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Non-self-dual Map R81.165 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.166 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R81.167 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Non-self-dual Map R81.167* Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Non-self-dual Map R81.168 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Non-self-dual Map R81.168* Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Non-self-dual Map R81.169 Genus 81 Type {24,24} |Aut(M)| = 768 Reflexible Self-dual Map R91.50 Genus 91 Type {24,24} |Aut(M)| = 864 Reflexible Self-dual Map R91.51 Genus 91 Type {24,24} |Aut(M)| = 864 Reflexible Self-dual Map R91.52 Genus 91 Type {24,24} |Aut(M)| = 864 Reflexible Non-self-dual Map R91.52* Genus 91 Type {24,24} |Aut(M)| = 864 Reflexible Non-self-dual Map R91.53 Genus 91 Type {24,24} |Aut(M)| = 864 Reflexible Self-dual Map R91.54 Genus 91 Type {24,24} |Aut(M)| = 864 Reflexible Self-dual Map R91.55 Genus 91 Type {24,24} |Aut(M)| = 864 Reflexible Self-dual Map R91.56 Genus 91 Type {24,24} |Aut(M)| = 864 Reflexible Self-dual Map R91.57 Genus 91 Type {24,24} |Aut(M)| = 864 Reflexible Self-dual Map R91.58 Genus 91 Type {24,24} |Aut(M)| = 864 Reflexible Self-dual Map R91.59 Genus 91 Type {24,24} |Aut(M)| = 864 Reflexible Non-self-dual Map R91.59* Genus 91 Type {24,24} |Aut(M)| = 864 Reflexible Non-self-dual Map C46.8 Genus 46 Type {24,24} |Aut(M)| = 216 Chiral Self-dual Map C46.8# Genus 46 Type {24,24} |Aut(M)| = 216 Chiral Self-dual Map C51.18 Genus 51 Type {24,24} |Aut(M)| = 240 Chiral Self-dual Map C51.18# Genus 51 Type {24,24} |Aut(M)| = 240 Chiral Self-dual Map C51.19 Genus 51 Type {24,24} |Aut(M)| = 240 Chiral Self-dual Map C51.19# Genus 51 Type {24,24} |Aut(M)| = 240 Chiral Self-dual Map C71.9 Genus 71 Type {24,24} |Aut(M)| = 336 Chiral Non-SD Non-MSD Map C71.9# Genus 71 Type {24,24} |Aut(M)| = 336 Chiral Non-SD Non-MSD Map C71.9* Genus 71 Type {24,24} |Aut(M)| = 336 Chiral Non-SD Non-MSD Map C71.9*# Genus 71 Type {24,24} |Aut(M)| = 336 Chiral Non-SD Non-MSD Map C71.10 Genus 71 Type {24,24} |Aut(M)| = 336 Chiral Non-SD Non-MSD Map C71.10# Genus 71 Type {24,24} |Aut(M)| = 336 Chiral Non-SD Non-MSD Map C71.10* Genus 71 Type {24,24} |Aut(M)| = 336 Chiral Non-SD Non-MSD Map C71.10*# Genus 71 Type {24,24} |Aut(M)| = 336 Chiral Non-SD Non-MSD Map C86.1 Genus 86 Type {24,24} |Aut(M)| = 408 Chiral Non-SD Non-MSD Map C86.1# Genus 86 Type {24,24} |Aut(M)| = 408 Chiral Non-SD Non-MSD Map C86.1* Genus 86 Type {24,24} |Aut(M)| = 408 Chiral Non-SD Non-MSD Map C86.1*# Genus 86 Type {24,24} |Aut(M)| = 408 Chiral Non-SD Non-MSD Map C91.23 Genus 91 Type {24,24} |Aut(M)| = 432 Chiral Self-dual Map C91.23# Genus 91 Type {24,24} |Aut(M)| = 432 Chiral Self-dual Maps of type {24,28} Total = 1 Map R72.12 Genus 72 Type {24,28} |Aut(M)| = 672 Reflexible Maps of type {24,30} Total = 1 Map R52.13 Genus 52 Type {24,30} |Aut(M)| = 480 Reflexible Maps of type {24,32} Total = 2 Map R83.11 Genus 83 Type {24,32} |Aut(M)| = 768 Reflexible Map R83.12 Genus 83 Type {24,32} |Aut(M)| = 768 Reflexible Maps of type {24,36} Total = 6 Map R94.16 Genus 94 Type {24,36} |Aut(M)| = 864 Reflexible Map R94.17 Genus 94 Type {24,36} |Aut(M)| = 864 Reflexible Map C94.9 Genus 94 Type {24,36} |Aut(M)| = 432 Chiral Map C94.9# Genus 94 Type {24,36} |Aut(M)| = 432 Chiral Map N188.1 Genus 188 Type {24,36} |Aut(M)| = 864 Non-orientable Map N188.2 Genus 188 Type {24,36} |Aut(M)| = 864 Non-orientable Maps of type {24,40} Total = 2 Map R53.21 Genus 53 Type {24,40} |Aut(M)| = 480 Reflexible Map R53.22 Genus 53 Type {24,40} |Aut(M)| = 480 Reflexible Maps of type {24,42} Total = 1 Map R74.10 Genus 74 Type {24,42} |Aut(M)| = 672 Reflexible Maps of type {24,48} Total = 10 Map R43.22 Genus 43 Type {24,48} |Aut(M)| = 384 Reflexible Map R43.23 Genus 43 Type {24,48} |Aut(M)| = 384 Reflexible Map R85.57 Genus 85 Type {24,48} |Aut(M)| = 768 Reflexible Map R85.58 Genus 85 Type {24,48} |Aut(M)| = 768 Reflexible Map R85.59 Genus 85 Type {24,48} |Aut(M)| = 768 Reflexible Map R85.60 Genus 85 Type {24,48} |Aut(M)| = 768 Reflexible Map R85.61 Genus 85 Type {24,48} |Aut(M)| = 768 Reflexible Map R85.62 Genus 85 Type {24,48} |Aut(M)| = 768 Reflexible Map R85.63 Genus 85 Type {24,48} |Aut(M)| = 768 Reflexible Map R85.64 Genus 85 Type {24,48} |Aut(M)| = 768 Reflexible Maps of type {24,56} Total = 2 Map R75.17 Genus 75 Type {24,56} |Aut(M)| = 672 Reflexible Map R75.18 Genus 75 Type {24,56} |Aut(M)| = 672 Reflexible Maps of type {24,60} Total = 1 Map R54.11 Genus 54 Type {24,60} |Aut(M)| = 480 Reflexible Maps of type {24,72} Total = 8 Map R97.173 Genus 97 Type {24,72} |Aut(M)| = 864 Reflexible Map R97.174 Genus 97 Type {24,72} |Aut(M)| = 864 Reflexible Map R97.175 Genus 97 Type {24,72} |Aut(M)| = 864 Reflexible Map R97.176 Genus 97 Type {24,72} |Aut(M)| = 864 Reflexible Map C97.22 Genus 97 Type {24,72} |Aut(M)| = 432 Chiral Map C97.22# Genus 97 Type {24,72} |Aut(M)| = 432 Chiral Map C97.23 Genus 97 Type {24,72} |Aut(M)| = 432 Chiral Map C97.23# Genus 97 Type {24,72} |Aut(M)| = 432 Chiral Maps of type {24,84} Total = 1 Map R76.30 Genus 76 Type {24,84} |Aut(M)| = 672 Reflexible Maps of type {24,96} Total = 2 Map R87.12 Genus 87 Type {24,96} |Aut(M)| = 768 Reflexible Map R87.13 Genus 87 Type {24,96} |Aut(M)| = 768 Reflexible Maps of type {24,120} Total = 2 Map R55.48 Genus 55 Type {24,120} |Aut(M)| = 480 Reflexible Map R55.49 Genus 55 Type {24,120} |Aut(M)| = 480 Reflexible Maps of type {24,168} Total = 2 Map R77.34 Genus 77 Type {24,168} |Aut(M)| = 672 Reflexible Map R77.35 Genus 77 Type {24,168} |Aut(M)| = 672 Reflexible Maps of type {25,25} Total = 1 Map R85.65 Genus 85 Type {25,25} |Aut(M)| = 800 Reflexible Self-dual Maps of type {25,50} Total = 2 Map R12.9 Genus 12 Type {25,50} |Aut(M)| = 100 Reflexible Map R56.18 Genus 56 Type {25,50} |Aut(M)| = 500 Reflexible Maps of type {26,26} Total = 2 Map R12.10 Genus 12 Type {26,26} |Aut(M)| = 104 Reflexible Self-dual Map N145.11 Genus 145 Type {26,26} |Aut(M)| = 676 Non-orientable Self-dual Maps of type {26,30} Total = 1 Map N169.5 Genus 169 Type {26,30} |Aut(M)| = 780 Non-orientable Maps of type {26,34} Total = 1 Map N193.6 Genus 193 Type {26,34} |Aut(M)| = 884 Non-orientable Maps of type {26,39} Total = 1 Map R18.11 Genus 18 Type {26,39} |Aut(M)| = 156 Reflexible Maps of type {26,52} Total = 1 Map R24.12 Genus 24 Type {26,52} |Aut(M)| = 208 Reflexible Maps of type {26,65} Total = 1 Map R30.9 Genus 30 Type {26,65} |Aut(M)| = 260 Reflexible Maps of type {26,78} Total = 1 Map R36.24 Genus 36 Type {26,78} |Aut(M)| = 312 Reflexible Maps of type {26,91} Total = 1 Map R42.9 Genus 42 Type {26,91} |Aut(M)| = 364 Reflexible Maps of type {26,104} Total = 1 Map R48.11 Genus 48 Type {26,104} |Aut(M)| = 416 Reflexible Maps of type {26,117} Total = 1 Map R54.12 Genus 54 Type {26,117} |Aut(M)| = 468 Reflexible Maps of type {26,130} Total = 1 Map R60.13 Genus 60 Type {26,130} |Aut(M)| = 520 Reflexible Maps of type {26,143} Total = 1 Map R66.15 Genus 66 Type {26,143} |Aut(M)| = 572 Reflexible Maps of type {26,156} Total = 1 Map R72.13 Genus 72 Type {26,156} |Aut(M)| = 624 Reflexible Maps of type {26,182} Total = 1 Map R84.11 Genus 84 Type {26,182} |Aut(M)| = 728 Reflexible Maps of type {26,195} Total = 1 Map R90.12 Genus 90 Type {26,195} |Aut(M)| = 780 Reflexible Maps of type {26,208} Total = 1 Map R96.19 Genus 96 Type {26,208} |Aut(M)| = 832 Reflexible Maps of type {27,27} Total = 1 Map R24.13 Genus 24 Type {27,27} |Aut(M)| = 216 Reflexible Self-dual Maps of type {27,54} Total = 5 Map R13.20 Genus 13 Type {27,54} |Aut(M)| = 108 Reflexible Map R37.50 Genus 37 Type {27,54} |Aut(M)| = 324 Reflexible Map R49.100 Genus 49 Type {27,54} |Aut(M)| = 432 Reflexible Map C85.14 Genus 85 Type {27,54} |Aut(M)| = 378 Chiral Map C85.14# Genus 85 Type {27,54} |Aut(M)| = 378 Chiral Maps of type {27,108} Total = 1 Map R99.32 Genus 99 Type {27,108} |Aut(M)| = 864 Reflexible Maps of type {28,28} Total = 21 Map R7.12 Genus 7 Type {28,28} |Aut(M)| = 56 Reflexible Self-dual Map R13.21 Genus 13 Type {28,28} |Aut(M)| = 112 Reflexible Self-dual Map R25.41 Genus 25 Type {28,28} |Aut(M)| = 224 Reflexible Self-dual Map R49.101 Genus 49 Type {28,28} |Aut(M)| = 448 Reflexible Self-dual Map R55.50 Genus 55 Type {28,28} |Aut(M)| = 504 Reflexible Self-dual Map R85.66 Genus 85 Type {28,28} |Aut(M)| = 784 Reflexible Non-self-dual Map R85.66* Genus 85 Type {28,28} |Aut(M)| = 784 Reflexible Non-self-dual Map R85.67 Genus 85 Type {28,28} |Aut(M)| = 784 Reflexible Self-dual Map R97.177 Genus 97 Type {28,28} |Aut(M)| = 896 Reflexible Self-dual Map C31.6 Genus 31 Type {28,28} |Aut(M)| = 140 Chiral Self-dual Map C31.6# Genus 31 Type {28,28} |Aut(M)| = 140 Chiral Self-dual Map C49.8 Genus 49 Type {28,28} |Aut(M)| = 224 Chiral Mirror-self-dual Map C49.8# Genus 49 Type {28,28} |Aut(M)| = 224 Chiral Mirror-self-dual Map C49.9 Genus 49 Type {28,28} |Aut(M)| = 224 Chiral Mirror-self-dual Map C49.9# Genus 49 Type {28,28} |Aut(M)| = 224 Chiral Mirror-self-dual Map C61.15 Genus 61 Type {28,28} |Aut(M)| = 280 Chiral Self-dual Map C61.15# Genus 61 Type {28,28} |Aut(M)| = 280 Chiral Self-dual Map C79.16 Genus 79 Type {28,28} |Aut(M)| = 364 Chiral Self-dual Map C79.16# Genus 79 Type {28,28} |Aut(M)| = 364 Chiral Self-dual Map C97.24 Genus 97 Type {28,28} |Aut(M)| = 448 Chiral Mirror-self-dual Map C97.24# Genus 97 Type {28,28} |Aut(M)| = 448 Chiral Mirror-self-dual Maps of type {28,32} Total = 1 Map R98.10 Genus 98 Type {28,32} |Aut(M)| = 896 Reflexible Maps of type {28,42} Total = 2 Map R38.9 Genus 38 Type {28,42} |Aut(M)| = 336 Reflexible Map R75.19 Genus 75 Type {28,42} |Aut(M)| = 672 Reflexible Maps of type {28,56} Total = 3 Map R26.13 Genus 26 Type {28,56} |Aut(M)| = 224 Reflexible Map R51.28 Genus 51 Type {28,56} |Aut(M)| = 448 Reflexible Map R51.29 Genus 51 Type {28,56} |Aut(M)| = 448 Reflexible Maps of type {28,70} Total = 1 Map R64.37 Genus 64 Type {28,70} |Aut(M)| = 560 Reflexible Maps of type {28,84} Total = 2 Map R39.16 Genus 39 Type {28,84} |Aut(M)| = 336 Reflexible Map R77.36 Genus 77 Type {28,84} |Aut(M)| = 672 Reflexible Maps of type {28,112} Total = 1 Map R52.14 Genus 52 Type {28,112} |Aut(M)| = 448 Reflexible Maps of type {28,140} Total = 1 Map R65.134 Genus 65 Type {28,140} |Aut(M)| = 560 Reflexible Maps of type {28,168} Total = 1 Map R78.17 Genus 78 Type {28,168} |Aut(M)| = 672 Reflexible Maps of type {29,58} Total = 1 Map R14.10 Genus 14 Type {29,58} |Aut(M)| = 116 Reflexible Maps of type {30,30} Total = 15 Map R14.11 Genus 14 Type {30,30} |Aut(M)| = 120 Reflexible Self-dual Map R27.13 Genus 27 Type {30,30} |Aut(M)| = 240 Reflexible Self-dual Map R40.18 Genus 40 Type {30,30} |Aut(M)| = 360 Reflexible Self-dual Map R40.19 Genus 40 Type {30,30} |Aut(M)| = 360 Reflexible Non-self-dual Map R40.19* Genus 40 Type {30,30} |Aut(M)| = 360 Reflexible Non-self-dual Map R53.23 Genus 53 Type {30,30} |Aut(M)| = 480 Reflexible Self-dual Map R66.16 Genus 66 Type {30,30} |Aut(M)| = 600 Reflexible Self-dual Map R66.17 Genus 66 Type {30,30} |Aut(M)| = 600 Reflexible Non-self-dual Map R66.17* Genus 66 Type {30,30} |Aut(M)| = 600 Reflexible Non-self-dual Map R79.16 Genus 79 Type {30,30} |Aut(M)| = 720 Reflexible Self-dual Map C92.10 Genus 92 Type {30,30} |Aut(M)| = 420 Chiral Non-SD Non-MSD Map C92.10# Genus 92 Type {30,30} |Aut(M)| = 420 Chiral Non-SD Non-MSD Map C92.10* Genus 92 Type {30,30} |Aut(M)| = 420 Chiral Non-SD Non-MSD Map C92.10*# Genus 92 Type {30,30} |Aut(M)| = 420 Chiral Non-SD Non-MSD Map N197.7 Genus 197 Type {30,30} |Aut(M)| = 900 Non-orientable Self-dual Maps of type {30,40} Total = 2 Map R54.13 Genus 54 Type {30,40} |Aut(M)| = 480 Reflexible Map R54.14 Genus 54 Type {30,40} |Aut(M)| = 480 Reflexible Maps of type {30,42} Total = 1 Map R94.18 Genus 94 Type {30,42} |Aut(M)| = 840 Reflexible Maps of type {30,45} Total = 3 Map R61.30 Genus 61 Type {30,45} |Aut(M)| = 540 Reflexible Map C61.16 Genus 61 Type {30,45} |Aut(M)| = 270 Chiral Map C61.16# Genus 61 Type {30,45} |Aut(M)| = 270 Chiral Maps of type {30,60} Total = 5 Map R28.35 Genus 28 Type {30,60} |Aut(M)| = 240 Reflexible Map R55.51 Genus 55 Type {30,60} |Aut(M)| = 480 Reflexible Map R82.75 Genus 82 Type {30,60} |Aut(M)| = 720 Reflexible Map R82.76 Genus 82 Type {30,60} |Aut(M)| = 720 Reflexible Map R82.77 Genus 82 Type {30,60} |Aut(M)| = 720 Reflexible Maps of type {30,70} Total = 1 Map R96.20 Genus 96 Type {30,70} |Aut(M)| = 840 Reflexible Maps of type {30,105} Total = 1 Map R49.102 Genus 49 Type {30,105} |Aut(M)| = 420 Reflexible Maps of type {30,120} Total = 1 Map R56.19 Genus 56 Type {30,120} |Aut(M)| = 480 Reflexible Maps of type {30,165} Total = 1 Map R77.37 Genus 77 Type {30,165} |Aut(M)| = 660 Reflexible Maps of type {30,195} Total = 1 Map R91.60 Genus 91 Type {30,195} |Aut(M)| = 780 Reflexible Maps of type {30,210} Total = 1 Map R98.11 Genus 98 Type {30,210} |Aut(M)| = 840 Reflexible Maps of type {31,62} Total = 1 Map R15.20 Genus 15 Type {31,62} |Aut(M)| = 124 Reflexible Maps of type {32,32} Total = 23 Map R8.11 Genus 8 Type {32,32} |Aut(M)| = 64 Reflexible Self-dual Map R15.21 Genus 15 Type {32,32} |Aut(M)| = 128 Reflexible Self-dual Map R15.22 Genus 15 Type {32,32} |Aut(M)| = 128 Reflexible Self-dual Map R29.27 Genus 29 Type {32,32} |Aut(M)| = 256 Reflexible Self-dual Map R29.28 Genus 29 Type {32,32} |Aut(M)| = 256 Reflexible Non-self-dual Map R29.28* Genus 29 Type {32,32} |Aut(M)| = 256 Reflexible Non-self-dual Map R29.29 Genus 29 Type {32,32} |Aut(M)| = 256 Reflexible Self-dual Map R57.57 Genus 57 Type {32,32} |Aut(M)| = 512 Reflexible Non-self-dual Map R57.57* Genus 57 Type {32,32} |Aut(M)| = 512 Reflexible Non-self-dual Map R57.58 Genus 57 Type {32,32} |Aut(M)| = 512 Reflexible Non-self-dual Map R57.58* Genus 57 Type {32,32} |Aut(M)| = 512 Reflexible Non-self-dual Map R57.59 Genus 57 Type {32,32} |Aut(M)| = 512 Reflexible Non-self-dual Map R57.59* Genus 57 Type {32,32} |Aut(M)| = 512 Reflexible Non-self-dual Map R57.60 Genus 57 Type {32,32} |Aut(M)| = 512 Reflexible Non-self-dual Map R57.60* Genus 57 Type {32,32} |Aut(M)| = 512 Reflexible Non-self-dual Map R57.61 Genus 57 Type {32,32} |Aut(M)| = 512 Reflexible Self-dual Map R57.62 Genus 57 Type {32,32} |Aut(M)| = 512 Reflexible Self-dual Map R57.63 Genus 57 Type {32,32} |Aut(M)| = 512 Reflexible Self-dual Map R57.64 Genus 57 Type {32,32} |Aut(M)| = 512 Reflexible Self-dual Map C71.11 Genus 71 Type {32,32} |Aut(M)| = 320 Chiral Self-dual Map C71.11# Genus 71 Type {32,32} |Aut(M)| = 320 Chiral Self-dual Map C71.12 Genus 71 Type {32,32} |Aut(M)| = 320 Chiral Self-dual Map C71.12# Genus 71 Type {32,32} |Aut(M)| = 320 Chiral Self-dual Maps of type {32,96} Total = 6 Map R45.32 Genus 45 Type {32,96} |Aut(M)| = 384 Reflexible Map R45.33 Genus 45 Type {32,96} |Aut(M)| = 384 Reflexible Map R89.53 Genus 89 Type {32,96} |Aut(M)| = 768 Reflexible Map R89.54 Genus 89 Type {32,96} |Aut(M)| = 768 Reflexible Map R89.55 Genus 89 Type {32,96} |Aut(M)| = 768 Reflexible Map R89.56 Genus 89 Type {32,96} |Aut(M)| = 768 Reflexible Maps of type {32,160} Total = 2 Map R75.20 Genus 75 Type {32,160} |Aut(M)| = 640 Reflexible Map R75.21 Genus 75 Type {32,160} |Aut(M)| = 640 Reflexible Maps of type {33,33} Total = 1 Map R30.10 Genus 30 Type {33,33} |Aut(M)| = 264 Reflexible Self-dual Maps of type {33,44} Total = 1 Map R60.14 Genus 60 Type {33,44} |Aut(M)| = 528 Reflexible Maps of type {33,66} Total = 3 Map R16.15 Genus 16 Type {33,66} |Aut(M)| = 132 Reflexible Map R46.34 Genus 46 Type {33,66} |Aut(M)| = 396 Reflexible Map R61.31 Genus 61 Type {33,66} |Aut(M)| = 528 Reflexible Maps of type {34,34} Total = 1 Map R16.16 Genus 16 Type {34,34} |Aut(M)| = 136 Reflexible Self-dual Maps of type {34,51} Total = 1 Map R24.14 Genus 24 Type {34,51} |Aut(M)| = 204 Reflexible Maps of type {34,68} Total = 1 Map R32.10 Genus 32 Type {34,68} |Aut(M)| = 272 Reflexible Maps of type {34,85} Total = 1 Map R40.20 Genus 40 Type {34,85} |Aut(M)| = 340 Reflexible Maps of type {34,102} Total = 1 Map R48.12 Genus 48 Type {34,102} |Aut(M)| = 408 Reflexible Maps of type {34,119} Total = 1 Map R56.20 Genus 56 Type {34,119} |Aut(M)| = 476 Reflexible Maps of type {34,136} Total = 1 Map R64.38 Genus 64 Type {34,136} |Aut(M)| = 544 Reflexible Maps of type {34,153} Total = 1 Map R72.14 Genus 72 Type {34,153} |Aut(M)| = 612 Reflexible Maps of type {34,170} Total = 1 Map R80.13 Genus 80 Type {34,170} |Aut(M)| = 680 Reflexible Maps of type {34,187} Total = 1 Map R88.16 Genus 88 Type {34,187} |Aut(M)| = 748 Reflexible Maps of type {34,204} Total = 1 Map R96.21 Genus 96 Type {34,204} |Aut(M)| = 816 Reflexible Maps of type {35,35} Total = 3 Map R94.19 Genus 94 Type {35,35} |Aut(M)| = 840 Reflexible Self-dual Map C63.2 Genus 63 Type {35,35} |Aut(M)| = 280 Chiral Mirror-self-dual Map C63.2# Genus 63 Type {35,35} |Aut(M)| = 280 Chiral Mirror-self-dual Maps of type {35,70} Total = 2 Map R17.38 Genus 17 Type {35,70} |Aut(M)| = 140 Reflexible Map R81.170 Genus 81 Type {35,70} |Aut(M)| = 700 Reflexible Maps of type {36,36} Total = 19 Map R9.32 Genus 9 Type {36,36} |Aut(M)| = 72 Reflexible Self-dual Map R17.39 Genus 17 Type {36,36} |Aut(M)| = 144 Reflexible Self-dual Map R33.78 Genus 33 Type {36,36} |Aut(M)| = 288 Reflexible Self-dual Map R33.79 Genus 33 Type {36,36} |Aut(M)| = 288 Reflexible Self-dual Map R33.80 Genus 33 Type {36,36} |Aut(M)| = 288 Reflexible Self-dual Map R49.103 Genus 49 Type {36,36} |Aut(M)| = 432 Reflexible Non-self-dual Map R49.103* Genus 49 Type {36,36} |Aut(M)| = 432 Reflexible Non-self-dual Map R65.135 Genus 65 Type {36,36} |Aut(M)| = 576 Reflexible Self-dual Map R65.136 Genus 65 Type {36,36} |Aut(M)| = 576 Reflexible Self-dual Map R65.137 Genus 65 Type {36,36} |Aut(M)| = 576 Reflexible Self-dual Map R73.108 Genus 73 Type {36,36} |Aut(M)| = 648 Reflexible Non-self-dual Map R73.108* Genus 73 Type {36,36} |Aut(M)| = 648 Reflexible Non-self-dual Map R73.109 Genus 73 Type {36,36} |Aut(M)| = 648 Reflexible Self-dual Map R97.178 Genus 97 Type {36,36} |Aut(M)| = 864 Reflexible Non-self-dual Map R97.178* Genus 97 Type {36,36} |Aut(M)| = 864 Reflexible Non-self-dual Map C41.26 Genus 41 Type {36,36} |Aut(M)| = 180 Chiral Self-dual Map C41.26# Genus 41 Type {36,36} |Aut(M)| = 180 Chiral Self-dual Map C81.40 Genus 81 Type {36,36} |Aut(M)| = 360 Chiral Self-dual Map C81.40# Genus 81 Type {36,36} |Aut(M)| = 360 Chiral Self-dual Maps of type {36,72} Total = 5 Map R34.16 Genus 34 Type {36,72} |Aut(M)| = 288 Reflexible Map R67.15 Genus 67 Type {36,72} |Aut(M)| = 576 Reflexible Map R67.16 Genus 67 Type {36,72} |Aut(M)| = 576 Reflexible Map R100.45 Genus 100 Type {36,72} |Aut(M)| = 864 Reflexible Map R100.46 Genus 100 Type {36,72} |Aut(M)| = 864 Reflexible Maps of type {36,90} Total = 1 Map R84.12 Genus 84 Type {36,90} |Aut(M)| = 720 Reflexible Maps of type {36,144} Total = 1 Map R68.11 Genus 68 Type {36,144} |Aut(M)| = 576 Reflexible Maps of type {36,180} Total = 1 Map R85.68 Genus 85 Type {36,180} |Aut(M)| = 720 Reflexible Maps of type {37,74} Total = 1 Map R18.12 Genus 18 Type {37,74} |Aut(M)| = 148 Reflexible Maps of type {38,38} Total = 1 Map R18.13 Genus 18 Type {38,38} |Aut(M)| = 152 Reflexible Self-dual Maps of type {38,57} Total = 1 Map R27.14 Genus 27 Type {38,57} |Aut(M)| = 228 Reflexible Maps of type {38,76} Total = 1 Map R36.25 Genus 36 Type {38,76} |Aut(M)| = 304 Reflexible Maps of type {38,95} Total = 1 Map R45.34 Genus 45 Type {38,95} |Aut(M)| = 380 Reflexible Maps of type {38,114} Total = 1 Map R54.15 Genus 54 Type {38,114} |Aut(M)| = 456 Reflexible Maps of type {38,133} Total = 1 Map R63.19 Genus 63 Type {38,133} |Aut(M)| = 532 Reflexible Maps of type {38,152} Total = 1 Map R72.15 Genus 72 Type {38,152} |Aut(M)| = 608 Reflexible Maps of type {38,171} Total = 1 Map R81.171 Genus 81 Type {38,171} |Aut(M)| = 684 Reflexible Maps of type {38,190} Total = 1 Map R90.13 Genus 90 Type {38,190} |Aut(M)| = 760 Reflexible Maps of type {38,209} Total = 1 Map R99.33 Genus 99 Type {38,209} |Aut(M)| = 836 Reflexible Maps of type {39,39} Total = 1 Map R36.26 Genus 36 Type {39,39} |Aut(M)| = 312 Reflexible Self-dual Maps of type {39,52} Total = 1 Map R72.16 Genus 72 Type {39,52} |Aut(M)| = 624 Reflexible Maps of type {39,78} Total = 3 Map R19.32 Genus 19 Type {39,78} |Aut(M)| = 156 Reflexible Map R55.52 Genus 55 Type {39,78} |Aut(M)| = 468 Reflexible Map R73.110 Genus 73 Type {39,78} |Aut(M)| = 624 Reflexible Maps of type {40,40} Total = 23 Map R10.24 Genus 10 Type {40,40} |Aut(M)| = 80 Reflexible Self-dual Map R19.33 Genus 19 Type {40,40} |Aut(M)| = 160 Reflexible Self-dual Map R19.34 Genus 19 Type {40,40} |Aut(M)| = 160 Reflexible Self-dual Map R37.51 Genus 37 Type {40,40} |Aut(M)| = 320 Reflexible Self-dual Map R37.52 Genus 37 Type {40,40} |Aut(M)| = 320 Reflexible Self-dual Map R73.111 Genus 73 Type {40,40} |Aut(M)| = 640 Reflexible Self-dual Map R73.112 Genus 73 Type {40,40} |Aut(M)| = 640 Reflexible Non-self-dual Map R73.112* Genus 73 Type {40,40} |Aut(M)| = 640 Reflexible Non-self-dual Map R73.113 Genus 73 Type {40,40} |Aut(M)| = 640 Reflexible Self-dual Map R73.114 Genus 73 Type {40,40} |Aut(M)| = 640 Reflexible Self-dual Map R73.115 Genus 73 Type {40,40} |Aut(M)| = 640 Reflexible Self-dual Map R91.61 Genus 91 Type {40,40} |Aut(M)| = 800 Reflexible Self-dual Map R91.62 Genus 91 Type {40,40} |Aut(M)| = 800 Reflexible Non-self-dual Map R91.62* Genus 91 Type {40,40} |Aut(M)| = 800 Reflexible Non-self-dual Map R91.63 Genus 91 Type {40,40} |Aut(M)| = 800 Reflexible Self-dual Map R91.64 Genus 91 Type {40,40} |Aut(M)| = 800 Reflexible Non-self-dual Map R91.64* Genus 91 Type {40,40} |Aut(M)| = 800 Reflexible Non-self-dual Map C82.14 Genus 82 Type {40,40} |Aut(M)| = 360 Chiral Self-dual Map C82.14# Genus 82 Type {40,40} |Aut(M)| = 360 Chiral Self-dual Map C91.24 Genus 91 Type {40,40} |Aut(M)| = 400 Chiral Self-dual Map C91.24# Genus 91 Type {40,40} |Aut(M)| = 400 Chiral Self-dual Map C91.25 Genus 91 Type {40,40} |Aut(M)| = 400 Chiral Self-dual Map C91.25# Genus 91 Type {40,40} |Aut(M)| = 400 Chiral Self-dual Maps of type {40,60} Total = 1 Map R56.21 Genus 56 Type {40,60} |Aut(M)| = 480 Reflexible Maps of type {40,80} Total = 2 Map R75.22 Genus 75 Type {40,80} |Aut(M)| = 640 Reflexible Map R75.23 Genus 75 Type {40,80} |Aut(M)| = 640 Reflexible Maps of type {40,120} Total = 2 Map R57.65 Genus 57 Type {40,120} |Aut(M)| = 480 Reflexible Map R57.66 Genus 57 Type {40,120} |Aut(M)| = 480 Reflexible Maps of type {41,82} Total = 1 Map R20.11 Genus 20 Type {41,82} |Aut(M)| = 164 Reflexible Maps of type {42,42} Total = 8 Map R20.12 Genus 20 Type {42,42} |Aut(M)| = 168 Reflexible Self-dual Map R39.17 Genus 39 Type {42,42} |Aut(M)| = 336 Reflexible Self-dual Map R58.13 Genus 58 Type {42,42} |Aut(M)| = 504 Reflexible Self-dual Map R58.14 Genus 58 Type {42,42} |Aut(M)| = 504 Reflexible Non-self-dual Map R58.14* Genus 58 Type {42,42} |Aut(M)| = 504 Reflexible Non-self-dual Map R77.38 Genus 77 Type {42,42} |Aut(M)| = 672 Reflexible Self-dual Map C77.4 Genus 77 Type {42,42} |Aut(M)| = 336 Chiral Mirror-self-dual Map C77.4# Genus 77 Type {42,42} |Aut(M)| = 336 Chiral Mirror-self-dual Maps of type {42,56} Total = 2 Map R78.18 Genus 78 Type {42,56} |Aut(M)| = 672 Reflexible Map R78.19 Genus 78 Type {42,56} |Aut(M)| = 672 Reflexible Maps of type {42,63} Total = 3 Map R88.17 Genus 88 Type {42,63} |Aut(M)| = 756 Reflexible Map C88.5 Genus 88 Type {42,63} |Aut(M)| = 378 Chiral Map C88.5# Genus 88 Type {42,63} |Aut(M)| = 378 Chiral Maps of type {42,70} Total = 1 Map R98.12 Genus 98 Type {42,70} |Aut(M)| = 840 Reflexible Maps of type {42,84} Total = 2 Map R40.21 Genus 40 Type {42,84} |Aut(M)| = 336 Reflexible Map R79.17 Genus 79 Type {42,84} |Aut(M)| = 672 Reflexible Maps of type {42,105} Total = 1 Map R50.14 Genus 50 Type {42,105} |Aut(M)| = 420 Reflexible Maps of type {42,168} Total = 1 Map R80.14 Genus 80 Type {42,168} |Aut(M)| = 672 Reflexible Maps of type {42,210} Total = 1 Map R100.47 Genus 100 Type {42,210} |Aut(M)| = 840 Reflexible Maps of type {43,86} Total = 1 Map R21.38 Genus 21 Type {43,86} |Aut(M)| = 172 Reflexible Maps of type {44,44} Total = 7 Map R11.14 Genus 11 Type {44,44} |Aut(M)| = 88 Reflexible Self-dual Map R21.39 Genus 21 Type {44,44} |Aut(M)| = 176 Reflexible Self-dual Map R41.69 Genus 41 Type {44,44} |Aut(M)| = 352 Reflexible Self-dual Map R81.172 Genus 81 Type {44,44} |Aut(M)| = 704 Reflexible Self-dual Map R91.65 Genus 91 Type {44,44} |Aut(M)| = 792 Reflexible Self-dual Map C51.20 Genus 51 Type {44,44} |Aut(M)| = 220 Chiral Self-dual Map C51.20# Genus 51 Type {44,44} |Aut(M)| = 220 Chiral Self-dual Maps of type {44,66} Total = 1 Map R62.8 Genus 62 Type {44,66} |Aut(M)| = 528 Reflexible Maps of type {44,88} Total = 3 Map R42.10 Genus 42 Type {44,88} |Aut(M)| = 352 Reflexible Map R83.13 Genus 83 Type {44,88} |Aut(M)| = 704 Reflexible Map R83.14 Genus 83 Type {44,88} |Aut(M)| = 704 Reflexible Maps of type {44,132} Total = 1 Map R63.20 Genus 63 Type {44,132} |Aut(M)| = 528 Reflexible Maps of type {44,176} Total = 1 Map R84.13 Genus 84 Type {44,176} |Aut(M)| = 704 Reflexible Maps of type {45,45} Total = 1 Map R42.11 Genus 42 Type {45,45} |Aut(M)| = 360 Reflexible Self-dual Maps of type {45,90} Total = 3 Map R22.16 Genus 22 Type {45,90} |Aut(M)| = 180 Reflexible Map R64.39 Genus 64 Type {45,90} |Aut(M)| = 540 Reflexible Map R85.69 Genus 85 Type {45,90} |Aut(M)| = 720 Reflexible Maps of type {46,46} Total = 1 Map R22.17 Genus 22 Type {46,46} |Aut(M)| = 184 Reflexible Self-dual Maps of type {46,69} Total = 1 Map R33.81 Genus 33 Type {46,69} |Aut(M)| = 276 Reflexible Maps of type {46,92} Total = 1 Map R44.9 Genus 44 Type {46,92} |Aut(M)| = 368 Reflexible Maps of type {46,115} Total = 1 Map R55.53 Genus 55 Type {46,115} |Aut(M)| = 460 Reflexible Maps of type {46,138} Total = 1 Map R66.18 Genus 66 Type {46,138} |Aut(M)| = 552 Reflexible Maps of type {46,161} Total = 1 Map R77.39 Genus 77 Type {46,161} |Aut(M)| = 644 Reflexible Maps of type {46,184} Total = 1 Map R88.18 Genus 88 Type {46,184} |Aut(M)| = 736 Reflexible Maps of type {46,207} Total = 1 Map R99.34 Genus 99 Type {46,207} |Aut(M)| = 828 Reflexible Maps of type {47,94} Total = 1 Map R23.8 Genus 23 Type {47,94} |Aut(M)| = 188 Reflexible Maps of type {48,48} Total = 33 Map R12.11 Genus 12 Type {48,48} |Aut(M)| = 96 Reflexible Self-dual Map R23.9 Genus 23 Type {48,48} |Aut(M)| = 192 Reflexible Self-dual Map R23.10 Genus 23 Type {48,48} |Aut(M)| = 192 Reflexible Self-dual Map R45.35 Genus 45 Type {48,48} |Aut(M)| = 384 Reflexible Non-self-dual Map R45.35* Genus 45 Type {48,48} |Aut(M)| = 384 Reflexible Non-self-dual Map R45.36 Genus 45 Type {48,48} |Aut(M)| = 384 Reflexible Self-dual Map R45.37 Genus 45 Type {48,48} |Aut(M)| = 384 Reflexible Self-dual Map R45.38 Genus 45 Type {48,48} |Aut(M)| = 384 Reflexible Self-dual Map R45.39 Genus 45 Type {48,48} |Aut(M)| = 384 Reflexible Non-self-dual Map R45.39* Genus 45 Type {48,48} |Aut(M)| = 384 Reflexible Non-self-dual Map R45.40 Genus 45 Type {48,48} |Aut(M)| = 384 Reflexible Self-dual Map R67.17 Genus 67 Type {48,48} |Aut(M)| = 576 Reflexible Non-self-dual Map R67.17* Genus 67 Type {48,48} |Aut(M)| = 576 Reflexible Non-self-dual Map R67.18 Genus 67 Type {48,48} |Aut(M)| = 576 Reflexible Non-self-dual Map R67.18* Genus 67 Type {48,48} |Aut(M)| = 576 Reflexible Non-self-dual Map R67.19 Genus 67 Type {48,48} |Aut(M)| = 576 Reflexible Self-dual Map R67.20 Genus 67 Type {48,48} |Aut(M)| = 576 Reflexible Self-dual Map R89.57 Genus 89 Type {48,48} |Aut(M)| = 768 Reflexible Self-dual Map R89.58 Genus 89 Type {48,48} |Aut(M)| = 768 Reflexible Self-dual Map R89.59 Genus 89 Type {48,48} |Aut(M)| = 768 Reflexible Self-dual Map R89.60 Genus 89 Type {48,48} |Aut(M)| = 768 Reflexible Self-dual Map R89.61 Genus 89 Type {48,48} |Aut(M)| = 768 Reflexible Non-self-dual Map R89.61* Genus 89 Type {48,48} |Aut(M)| = 768 Reflexible Non-self-dual Map R89.62 Genus 89 Type {48,48} |Aut(M)| = 768 Reflexible Non-self-dual Map R89.62* Genus 89 Type {48,48} |Aut(M)| = 768 Reflexible Non-self-dual Map R89.63 Genus 89 Type {48,48} |Aut(M)| = 768 Reflexible Self-dual Map R89.64 Genus 89 Type {48,48} |Aut(M)| = 768 Reflexible Self-dual Map R89.65 Genus 89 Type {48,48} |Aut(M)| = 768 Reflexible Self-dual Map R89.66 Genus 89 Type {48,48} |Aut(M)| = 768 Reflexible Self-dual Map R89.67 Genus 89 Type {48,48} |Aut(M)| = 768 Reflexible Self-dual Map R89.68 Genus 89 Type {48,48} |Aut(M)| = 768 Reflexible Self-dual Map C89.5 Genus 89 Type {48,48} |Aut(M)| = 384 Chiral Self-dual Map C89.5# Genus 89 Type {48,48} |Aut(M)| = 384 Chiral Self-dual Maps of type {49,49} Total = 2 Map C91.26 Genus 91 Type {49,49} |Aut(M)| = 392 Chiral Mirror-self-dual Map C91.26# Genus 91 Type {49,49} |Aut(M)| = 392 Chiral Mirror-self-dual Maps of type {49,98} Total = 1 Map R24.15 Genus 24 Type {49,98} |Aut(M)| = 196 Reflexible Maps of type {50,50} Total = 1 Map R24.16 Genus 24 Type {50,50} |Aut(M)| = 200 Reflexible Self-dual Maps of type {50,75} Total = 1 Map R36.27 Genus 36 Type {50,75} |Aut(M)| = 300 Reflexible Maps of type {50,100} Total = 1 Map R48.13 Genus 48 Type {50,100} |Aut(M)| = 400 Reflexible Maps of type {50,150} Total = 1 Map R72.17 Genus 72 Type {50,150} |Aut(M)| = 600 Reflexible Maps of type {50,175} Total = 1 Map R84.14 Genus 84 Type {50,175} |Aut(M)| = 700 Reflexible Maps of type {50,200} Total = 1 Map R96.22 Genus 96 Type {50,200} |Aut(M)| = 800 Reflexible Maps of type {51,51} Total = 1 Map R48.14 Genus 48 Type {51,51} |Aut(M)| = 408 Reflexible Self-dual Maps of type {51,68} Total = 1 Map R96.23 Genus 96 Type {51,68} |Aut(M)| = 816 Reflexible Maps of type {51,102} Total = 3 Map R25.42 Genus 25 Type {51,102} |Aut(M)| = 204 Reflexible Map R73.116 Genus 73 Type {51,102} |Aut(M)| = 612 Reflexible Map R97.179 Genus 97 Type {51,102} |Aut(M)| = 816 Reflexible Maps of type {52,52} Total = 6 Map R13.22 Genus 13 Type {52,52} |Aut(M)| = 104 Reflexible Self-dual Map R25.43 Genus 25 Type {52,52} |Aut(M)| = 208 Reflexible Self-dual Map R49.104 Genus 49 Type {52,52} |Aut(M)| = 416 Reflexible Self-dual Map R97.180 Genus 97 Type {52,52} |Aut(M)| = 832 Reflexible Self-dual Map C61.17 Genus 61 Type {52,52} |Aut(M)| = 260 Chiral Self-dual Map C61.17# Genus 61 Type {52,52} |Aut(M)| = 260 Chiral Self-dual Maps of type {52,78} Total = 1 Map R74.11 Genus 74 Type {52,78} |Aut(M)| = 624 Reflexible Maps of type {52,104} Total = 3 Map R50.15 Genus 50 Type {52,104} |Aut(M)| = 416 Reflexible Map R99.35 Genus 99 Type {52,104} |Aut(M)| = 832 Reflexible Map R99.36 Genus 99 Type {52,104} |Aut(M)| = 832 Reflexible Maps of type {52,156} Total = 1 Map R75.24 Genus 75 Type {52,156} |Aut(M)| = 624 Reflexible Maps of type {52,208} Total = 1 Map R100.48 Genus 100 Type {52,208} |Aut(M)| = 832 Reflexible Maps of type {53,106} Total = 1 Map R26.14 Genus 26 Type {53,106} |Aut(M)| = 212 Reflexible Maps of type {54,54} Total = 4 Map R26.15 Genus 26 Type {54,54} |Aut(M)| = 216 Reflexible Self-dual Map R51.30 Genus 51 Type {54,54} |Aut(M)| = 432 Reflexible Self-dual Map R76.31 Genus 76 Type {54,54} |Aut(M)| = 648 Reflexible Non-self-dual Map R76.31* Genus 76 Type {54,54} |Aut(M)| = 648 Reflexible Non-self-dual Maps of type {54,108} Total = 1 Map R52.15 Genus 52 Type {54,108} |Aut(M)| = 432 Reflexible Maps of type {54,135} Total = 1 Map R65.138 Genus 65 Type {54,135} |Aut(M)| = 540 Reflexible Maps of type {54,189} Total = 1 Map R91.66 Genus 91 Type {54,189} |Aut(M)| = 756 Reflexible Maps of type {55,110} Total = 1 Map R27.15 Genus 27 Type {55,110} |Aut(M)| = 220 Reflexible Maps of type {56,56} Total = 5 Map R14.12 Genus 14 Type {56,56} |Aut(M)| = 112 Reflexible Self-dual Map R27.16 Genus 27 Type {56,56} |Aut(M)| = 224 Reflexible Self-dual Map R27.17 Genus 27 Type {56,56} |Aut(M)| = 224 Reflexible Self-dual Map R53.24 Genus 53 Type {56,56} |Aut(M)| = 448 Reflexible Self-dual Map R53.25 Genus 53 Type {56,56} |Aut(M)| = 448 Reflexible Self-dual Maps of type {56,84} Total = 1 Map R80.15 Genus 80 Type {56,84} |Aut(M)| = 672 Reflexible Maps of type {56,168} Total = 2 Map R81.173 Genus 81 Type {56,168} |Aut(M)| = 672 Reflexible Map R81.174 Genus 81 Type {56,168} |Aut(M)| = 672 Reflexible Maps of type {57,57} Total = 1 Map R54.16 Genus 54 Type {57,57} |Aut(M)| = 456 Reflexible Self-dual Maps of type {57,114} Total = 2 Map R28.36 Genus 28 Type {57,114} |Aut(M)| = 228 Reflexible Map R82.78 Genus 82 Type {57,114} |Aut(M)| = 684 Reflexible Maps of type {58,58} Total = 1 Map R28.37 Genus 28 Type {58,58} |Aut(M)| = 232 Reflexible Self-dual Maps of type {58,87} Total = 1 Map R42.12 Genus 42 Type {58,87} |Aut(M)| = 348 Reflexible Maps of type {58,116} Total = 1 Map R56.22 Genus 56 Type {58,116} |Aut(M)| = 464 Reflexible Maps of type {58,145} Total = 1 Map R70.14 Genus 70 Type {58,145} |Aut(M)| = 580 Reflexible Maps of type {58,174} Total = 1 Map R84.15 Genus 84 Type {58,174} |Aut(M)| = 696 Reflexible Maps of type {58,203} Total = 1 Map R98.13 Genus 98 Type {58,203} |Aut(M)| = 812 Reflexible Maps of type {59,118} Total = 1 Map R29.30 Genus 29 Type {59,118} |Aut(M)| = 236 Reflexible Maps of type {60,60} Total = 10 Map R15.23 Genus 15 Type {60,60} |Aut(M)| = 120 Reflexible Self-dual Map R29.31 Genus 29 Type {60,60} |Aut(M)| = 240 Reflexible Self-dual Map R57.67 Genus 57 Type {60,60} |Aut(M)| = 480 Reflexible Self-dual Map R57.68 Genus 57 Type {60,60} |Aut(M)| = 480 Reflexible Self-dual Map R57.69 Genus 57 Type {60,60} |Aut(M)| = 480 Reflexible Self-dual Map R85.70 Genus 85 Type {60,60} |Aut(M)| = 720 Reflexible Non-self-dual Map R85.70* Genus 85 Type {60,60} |Aut(M)| = 720 Reflexible Non-self-dual Map R85.71 Genus 85 Type {60,60} |Aut(M)| = 720 Reflexible Self-dual Map C71.13 Genus 71 Type {60,60} |Aut(M)| = 300 Chiral Self-dual Map C71.13# Genus 71 Type {60,60} |Aut(M)| = 300 Chiral Self-dual Maps of type {60,120} Total = 1 Map R58.15 Genus 58 Type {60,120} |Aut(M)| = 480 Reflexible Maps of type {61,122} Total = 1 Map R30.11 Genus 30 Type {61,122} |Aut(M)| = 244 Reflexible Maps of type {62,62} Total = 1 Map R30.12 Genus 30 Type {62,62} |Aut(M)| = 248 Reflexible Self-dual Maps of type {62,93} Total = 1 Map R45.41 Genus 45 Type {62,93} |Aut(M)| = 372 Reflexible Maps of type {62,124} Total = 1 Map R60.15 Genus 60 Type {62,124} |Aut(M)| = 496 Reflexible Maps of type {62,155} Total = 1 Map R75.25 Genus 75 Type {62,155} |Aut(M)| = 620 Reflexible Maps of type {62,186} Total = 1 Map R90.14 Genus 90 Type {62,186} |Aut(M)| = 744 Reflexible Maps of type {63,63} Total = 1 Map R60.16 Genus 60 Type {63,63} |Aut(M)| = 504 Reflexible Self-dual Maps of type {63,126} Total = 2 Map R31.21 Genus 31 Type {63,126} |Aut(M)| = 252 Reflexible Map R91.67 Genus 91 Type {63,126} |Aut(M)| = 756 Reflexible Maps of type {64,64} Total = 7 Map R16.17 Genus 16 Type {64,64} |Aut(M)| = 128 Reflexible Self-dual Map R31.22 Genus 31 Type {64,64} |Aut(M)| = 256 Reflexible Self-dual Map R31.23 Genus 31 Type {64,64} |Aut(M)| = 256 Reflexible Self-dual Map R61.32 Genus 61 Type {64,64} |Aut(M)| = 512 Reflexible Self-dual Map R61.33 Genus 61 Type {64,64} |Aut(M)| = 512 Reflexible Non-self-dual Map R61.33* Genus 61 Type {64,64} |Aut(M)| = 512 Reflexible Non-self-dual Map R61.34 Genus 61 Type {64,64} |Aut(M)| = 512 Reflexible Self-dual Maps of type {64,192} Total = 2 Map R93.25 Genus 93 Type {64,192} |Aut(M)| = 768 Reflexible Map R93.26 Genus 93 Type {64,192} |Aut(M)| = 768 Reflexible Maps of type {65,130} Total = 1 Map R32.11 Genus 32 Type {65,130} |Aut(M)| = 260 Reflexible Maps of type {66,66} Total = 5 Map R32.12 Genus 32 Type {66,66} |Aut(M)| = 264 Reflexible Self-dual Map R63.21 Genus 63 Type {66,66} |Aut(M)| = 528 Reflexible Self-dual Map R94.20 Genus 94 Type {66,66} |Aut(M)| = 792 Reflexible Self-dual Map R94.21 Genus 94 Type {66,66} |Aut(M)| = 792 Reflexible Non-self-dual Map R94.21* Genus 94 Type {66,66} |Aut(M)| = 792 Reflexible Non-self-dual Maps of type {66,132} Total = 1 Map R64.40 Genus 64 Type {66,132} |Aut(M)| = 528 Reflexible Maps of type {66,165} Total = 1 Map R80.16 Genus 80 Type {66,165} |Aut(M)| = 660 Reflexible Maps of type {67,134} Total = 1 Map R33.82 Genus 33 Type {67,134} |Aut(M)| = 268 Reflexible Maps of type {68,68} Total = 5 Map R17.40 Genus 17 Type {68,68} |Aut(M)| = 136 Reflexible Self-dual Map R33.83 Genus 33 Type {68,68} |Aut(M)| = 272 Reflexible Self-dual Map R65.139 Genus 65 Type {68,68} |Aut(M)| = 544 Reflexible Self-dual Map C81.41 Genus 81 Type {68,68} |Aut(M)| = 340 Chiral Self-dual Map C81.41# Genus 81 Type {68,68} |Aut(M)| = 340 Chiral Self-dual Maps of type {68,102} Total = 1 Map R98.14 Genus 98 Type {68,102} |Aut(M)| = 816 Reflexible Maps of type {68,136} Total = 1 Map R66.19 Genus 66 Type {68,136} |Aut(M)| = 544 Reflexible Maps of type {68,204} Total = 1 Map R99.37 Genus 99 Type {68,204} |Aut(M)| = 816 Reflexible Maps of type {69,69} Total = 1 Map R66.20 Genus 66 Type {69,69} |Aut(M)| = 552 Reflexible Self-dual Maps of type {69,138} Total = 2 Map R34.17 Genus 34 Type {69,138} |Aut(M)| = 276 Reflexible Map R100.49 Genus 100 Type {69,138} |Aut(M)| = 828 Reflexible Maps of type {70,70} Total = 1 Map R34.18 Genus 34 Type {70,70} |Aut(M)| = 280 Reflexible Self-dual Maps of type {70,105} Total = 1 Map R51.31 Genus 51 Type {70,105} |Aut(M)| = 420 Reflexible Maps of type {70,140} Total = 1 Map R68.12 Genus 68 Type {70,140} |Aut(M)| = 560 Reflexible Maps of type {71,142} Total = 1 Map R35.17 Genus 35 Type {71,142} |Aut(M)| = 284 Reflexible Maps of type {72,72} Total = 9 Map R18.14 Genus 18 Type {72,72} |Aut(M)| = 144 Reflexible Self-dual Map R35.18 Genus 35 Type {72,72} |Aut(M)| = 288 Reflexible Self-dual Map R35.19 Genus 35 Type {72,72} |Aut(M)| = 288 Reflexible Self-dual Map R69.43 Genus 69 Type {72,72} |Aut(M)| = 576 Reflexible Self-dual Map R69.44 Genus 69 Type {72,72} |Aut(M)| = 576 Reflexible Self-dual Map R69.45 Genus 69 Type {72,72} |Aut(M)| = 576 Reflexible Self-dual Map R69.46 Genus 69 Type {72,72} |Aut(M)| = 576 Reflexible Self-dual Map R69.47 Genus 69 Type {72,72} |Aut(M)| = 576 Reflexible Self-dual Map R69.48 Genus 69 Type {72,72} |Aut(M)| = 576 Reflexible Self-dual Maps of type {73,146} Total = 1 Map R36.28 Genus 36 Type {73,146} |Aut(M)| = 292 Reflexible Maps of type {74,74} Total = 1 Map R36.29 Genus 36 Type {74,74} |Aut(M)| = 296 Reflexible Self-dual Maps of type {74,111} Total = 1 Map R54.17 Genus 54 Type {74,111} |Aut(M)| = 444 Reflexible Maps of type {74,148} Total = 1 Map R72.18 Genus 72 Type {74,148} |Aut(M)| = 592 Reflexible Maps of type {74,185} Total = 1 Map R90.15 Genus 90 Type {74,185} |Aut(M)| = 740 Reflexible Maps of type {75,75} Total = 1 Map R72.19 Genus 72 Type {75,75} |Aut(M)| = 600 Reflexible Self-dual Maps of type {75,150} Total = 1 Map R37.53 Genus 37 Type {75,150} |Aut(M)| = 300 Reflexible Maps of type {76,76} Total = 5 Map R19.35 Genus 19 Type {76,76} |Aut(M)| = 152 Reflexible Self-dual Map R37.54 Genus 37 Type {76,76} |Aut(M)| = 304 Reflexible Self-dual Map R73.117 Genus 73 Type {76,76} |Aut(M)| = 608 Reflexible Self-dual Map C91.27 Genus 91 Type {76,76} |Aut(M)| = 380 Chiral Self-dual Map C91.27# Genus 91 Type {76,76} |Aut(M)| = 380 Chiral Self-dual Maps of type {76,152} Total = 1 Map R74.12 Genus 74 Type {76,152} |Aut(M)| = 608 Reflexible Maps of type {77,154} Total = 1 Map R38.10 Genus 38 Type {77,154} |Aut(M)| = 308 Reflexible Maps of type {78,78} Total = 2 Map R38.11 Genus 38 Type {78,78} |Aut(M)| = 312 Reflexible Self-dual Map R75.26 Genus 75 Type {78,78} |Aut(M)| = 624 Reflexible Self-dual Maps of type {78,156} Total = 1 Map R76.32 Genus 76 Type {78,156} |Aut(M)| = 624 Reflexible Maps of type {78,195} Total = 1 Map R95.16 Genus 95 Type {78,195} |Aut(M)| = 780 Reflexible Maps of type {79,158} Total = 1 Map R39.18 Genus 39 Type {79,158} |Aut(M)| = 316 Reflexible Maps of type {80,80} Total = 7 Map R20.13 Genus 20 Type {80,80} |Aut(M)| = 160 Reflexible Self-dual Map R39.19 Genus 39 Type {80,80} |Aut(M)| = 320 Reflexible Self-dual Map R39.20 Genus 39 Type {80,80} |Aut(M)| = 320 Reflexible Self-dual Map R77.40 Genus 77 Type {80,80} |Aut(M)| = 640 Reflexible Self-dual Map R77.41 Genus 77 Type {80,80} |Aut(M)| = 640 Reflexible Non-self-dual Map R77.41* Genus 77 Type {80,80} |Aut(M)| = 640 Reflexible Non-self-dual Map R77.42 Genus 77 Type {80,80} |Aut(M)| = 640 Reflexible Self-dual Maps of type {81,81} Total = 1 Map R78.20 Genus 78 Type {81,81} |Aut(M)| = 648 Reflexible Self-dual Maps of type {81,162} Total = 1 Map R40.22 Genus 40 Type {81,162} |Aut(M)| = 324 Reflexible Maps of type {82,82} Total = 1 Map R40.23 Genus 40 Type {82,82} |Aut(M)| = 328 Reflexible Self-dual Maps of type {82,123} Total = 1 Map R60.17 Genus 60 Type {82,123} |Aut(M)| = 492 Reflexible Maps of type {82,164} Total = 1 Map R80.17 Genus 80 Type {82,164} |Aut(M)| = 656 Reflexible Maps of type {82,205} Total = 1 Map R100.50 Genus 100 Type {82,205} |Aut(M)| = 820 Reflexible Maps of type {83,166} Total = 1 Map R41.70 Genus 41 Type {83,166} |Aut(M)| = 332 Reflexible Maps of type {84,84} Total = 5 Map R21.40 Genus 21 Type {84,84} |Aut(M)| = 168 Reflexible Self-dual Map R41.71 Genus 41 Type {84,84} |Aut(M)| = 336 Reflexible Self-dual Map R81.175 Genus 81 Type {84,84} |Aut(M)| = 672 Reflexible Self-dual Map R81.176 Genus 81 Type {84,84} |Aut(M)| = 672 Reflexible Self-dual Map R81.177 Genus 81 Type {84,84} |Aut(M)| = 672 Reflexible Self-dual Maps of type {84,168} Total = 1 Map R82.79 Genus 82 Type {84,168} |Aut(M)| = 672 Reflexible Maps of type {85,170} Total = 1 Map R42.13 Genus 42 Type {85,170} |Aut(M)| = 340 Reflexible Maps of type {86,86} Total = 1 Map R42.14 Genus 42 Type {86,86} |Aut(M)| = 344 Reflexible Self-dual Maps of type {86,129} Total = 1 Map R63.22 Genus 63 Type {86,129} |Aut(M)| = 516 Reflexible Maps of type {86,172} Total = 1 Map R84.16 Genus 84 Type {86,172} |Aut(M)| = 688 Reflexible Maps of type {87,87} Total = 1 Map R84.17 Genus 84 Type {87,87} |Aut(M)| = 696 Reflexible Self-dual Maps of type {87,174} Total = 1 Map R43.24 Genus 43 Type {87,174} |Aut(M)| = 348 Reflexible Maps of type {88,88} Total = 5 Map R22.18 Genus 22 Type {88,88} |Aut(M)| = 176 Reflexible Self-dual Map R43.25 Genus 43 Type {88,88} |Aut(M)| = 352 Reflexible Self-dual Map R43.26 Genus 43 Type {88,88} |Aut(M)| = 352 Reflexible Self-dual Map R85.72 Genus 85 Type {88,88} |Aut(M)| = 704 Reflexible Self-dual Map R85.73 Genus 85 Type {88,88} |Aut(M)| = 704 Reflexible Self-dual Maps of type {89,178} Total = 1 Map R44.10 Genus 44 Type {89,178} |Aut(M)| = 356 Reflexible Maps of type {90,90} Total = 2 Map R44.11 Genus 44 Type {90,90} |Aut(M)| = 360 Reflexible Self-dual Map R87.14 Genus 87 Type {90,90} |Aut(M)| = 720 Reflexible Self-dual Maps of type {90,180} Total = 1 Map R88.19 Genus 88 Type {90,180} |Aut(M)| = 720 Reflexible Maps of type {91,182} Total = 1 Map R45.42 Genus 45 Type {91,182} |Aut(M)| = 364 Reflexible Maps of type {92,92} Total = 3 Map R23.11 Genus 23 Type {92,92} |Aut(M)| = 184 Reflexible Self-dual Map R45.43 Genus 45 Type {92,92} |Aut(M)| = 368 Reflexible Self-dual Map R89.69 Genus 89 Type {92,92} |Aut(M)| = 736 Reflexible Self-dual Maps of type {92,184} Total = 1 Map R90.16 Genus 90 Type {92,184} |Aut(M)| = 736 Reflexible Maps of type {93,93} Total = 1 Map R90.17 Genus 90 Type {93,93} |Aut(M)| = 744 Reflexible Self-dual Maps of type {93,186} Total = 1 Map R46.35 Genus 46 Type {93,186} |Aut(M)| = 372 Reflexible Maps of type {94,94} Total = 1 Map R46.36 Genus 46 Type {94,94} |Aut(M)| = 376 Reflexible Self-dual Maps of type {94,141} Total = 1 Map R69.49 Genus 69 Type {94,141} |Aut(M)| = 564 Reflexible Maps of type {94,188} Total = 1 Map R92.16 Genus 92 Type {94,188} |Aut(M)| = 752 Reflexible Maps of type {95,190} Total = 1 Map R47.10 Genus 47 Type {95,190} |Aut(M)| = 380 Reflexible Maps of type {96,96} Total = 11 Map R24.17 Genus 24 Type {96,96} |Aut(M)| = 192 Reflexible Self-dual Map R47.11 Genus 47 Type {96,96} |Aut(M)| = 384 Reflexible Self-dual Map R47.12 Genus 47 Type {96,96} |Aut(M)| = 384 Reflexible Self-dual Map R93.27 Genus 93 Type {96,96} |Aut(M)| = 768 Reflexible Non-self-dual Map R93.27* Genus 93 Type {96,96} |Aut(M)| = 768 Reflexible Non-self-dual Map R93.28 Genus 93 Type {96,96} |Aut(M)| = 768 Reflexible Self-dual Map R93.29 Genus 93 Type {96,96} |Aut(M)| = 768 Reflexible Self-dual Map R93.30 Genus 93 Type {96,96} |Aut(M)| = 768 Reflexible Self-dual Map R93.31 Genus 93 Type {96,96} |Aut(M)| = 768 Reflexible Non-self-dual Map R93.31* Genus 93 Type {96,96} |Aut(M)| = 768 Reflexible Non-self-dual Map R93.32 Genus 93 Type {96,96} |Aut(M)| = 768 Reflexible Self-dual Maps of type {97,194} Total = 1 Map R48.15 Genus 48 Type {97,194} |Aut(M)| = 388 Reflexible Maps of type {98,98} Total = 1 Map R48.16 Genus 48 Type {98,98} |Aut(M)| = 392 Reflexible Self-dual Maps of type {98,147} Total = 1 Map R72.20 Genus 72 Type {98,147} |Aut(M)| = 588 Reflexible Maps of type {98,196} Total = 1 Map R96.24 Genus 96 Type {98,196} |Aut(M)| = 784 Reflexible Maps of type {99,99} Total = 1 Map R96.25 Genus 96 Type {99,99} |Aut(M)| = 792 Reflexible Self-dual Maps of type {99,198} Total = 1 Map R49.105 Genus 49 Type {99,198} |Aut(M)| = 396 Reflexible Maps of type {100,100} Total = 3 Map R25.44 Genus 25 Type {100,100} |Aut(M)| = 200 Reflexible Self-dual Map R49.106 Genus 49 Type {100,100} |Aut(M)| = 400 Reflexible Self-dual Map R97.181 Genus 97 Type {100,100} |Aut(M)| = 800 Reflexible Self-dual Maps of type {100,200} Total = 1 Map R98.15 Genus 98 Type {100,200} |Aut(M)| = 800 Reflexible Maps of type {101,202} Total = 1 Map R50.16 Genus 50 Type {101,202} |Aut(M)| = 404 Reflexible Maps of type {102,102} Total = 2 Map R50.17 Genus 50 Type {102,102} |Aut(M)| = 408 Reflexible Self-dual Map R99.38 Genus 99 Type {102,102} |Aut(M)| = 816 Reflexible Self-dual Maps of type {102,204} Total = 1 Map R100.51 Genus 100 Type {102,204} |Aut(M)| = 816 Reflexible Maps of type {103,206} Total = 1 Map R51.32 Genus 51 Type {103,206} |Aut(M)| = 412 Reflexible Maps of type {104,104} Total = 3 Map R26.16 Genus 26 Type {104,104} |Aut(M)| = 208 Reflexible Self-dual Map R51.33 Genus 51 Type {104,104} |Aut(M)| = 416 Reflexible Self-dual Map R51.34 Genus 51 Type {104,104} |Aut(M)| = 416 Reflexible Self-dual Maps of type {105,210} Total = 1 Map R52.16 Genus 52 Type {105,210} |Aut(M)| = 420 Reflexible Maps of type {106,106} Total = 1 Map R52.17 Genus 52 Type {106,106} |Aut(M)| = 424 Reflexible Self-dual Maps of type {106,159} Total = 1 Map R78.21 Genus 78 Type {106,159} |Aut(M)| = 636 Reflexible Maps of type {107,214} Total = 1 Map R53.26 Genus 53 Type {107,214} |Aut(M)| = 428 Reflexible Maps of type {108,108} Total = 2 Map R27.18 Genus 27 Type {108,108} |Aut(M)| = 216 Reflexible Self-dual Map R53.27 Genus 53 Type {108,108} |Aut(M)| = 432 Reflexible Self-dual Maps of type {109,218} Total = 1 Map R54.18 Genus 54 Type {109,218} |Aut(M)| = 436 Reflexible Maps of type {110,110} Total = 1 Map R54.19 Genus 54 Type {110,110} |Aut(M)| = 440 Reflexible Self-dual Maps of type {110,165} Total = 1 Map R81.178 Genus 81 Type {110,165} |Aut(M)| = 660 Reflexible Maps of type {111,222} Total = 1 Map R55.54 Genus 55 Type {111,222} |Aut(M)| = 444 Reflexible Maps of type {112,112} Total = 3 Map R28.38 Genus 28 Type {112,112} |Aut(M)| = 224 Reflexible Self-dual Map R55.55 Genus 55 Type {112,112} |Aut(M)| = 448 Reflexible Self-dual Map R55.56 Genus 55 Type {112,112} |Aut(M)| = 448 Reflexible Self-dual Maps of type {113,226} Total = 1 Map R56.23 Genus 56 Type {113,226} |Aut(M)| = 452 Reflexible Maps of type {114,114} Total = 1 Map R56.24 Genus 56 Type {114,114} |Aut(M)| = 456 Reflexible Self-dual Maps of type {115,230} Total = 1 Map R57.70 Genus 57 Type {115,230} |Aut(M)| = 460 Reflexible Maps of type {116,116} Total = 2 Map R29.32 Genus 29 Type {116,116} |Aut(M)| = 232 Reflexible Self-dual Map R57.71 Genus 57 Type {116,116} |Aut(M)| = 464 Reflexible Self-dual Maps of type {117,234} Total = 1 Map R58.16 Genus 58 Type {117,234} |Aut(M)| = 468 Reflexible Maps of type {118,118} Total = 1 Map R58.17 Genus 58 Type {118,118} |Aut(M)| = 472 Reflexible Self-dual Maps of type {118,177} Total = 1 Map R87.15 Genus 87 Type {118,177} |Aut(M)| = 708 Reflexible Maps of type {119,238} Total = 1 Map R59.8 Genus 59 Type {119,238} |Aut(M)| = 476 Reflexible Maps of type {120,120} Total = 3 Map R30.13 Genus 30 Type {120,120} |Aut(M)| = 240 Reflexible Self-dual Map R59.9 Genus 59 Type {120,120} |Aut(M)| = 480 Reflexible Self-dual Map R59.10 Genus 59 Type {120,120} |Aut(M)| = 480 Reflexible Self-dual Maps of type {121,242} Total = 1 Map R60.18 Genus 60 Type {121,242} |Aut(M)| = 484 Reflexible Maps of type {122,122} Total = 1 Map R60.19 Genus 60 Type {122,122} |Aut(M)| = 488 Reflexible Self-dual Maps of type {122,183} Total = 1 Map R90.18 Genus 90 Type {122,183} |Aut(M)| = 732 Reflexible Maps of type {123,246} Total = 1 Map R61.35 Genus 61 Type {123,246} |Aut(M)| = 492 Reflexible Maps of type {124,124} Total = 2 Map R31.24 Genus 31 Type {124,124} |Aut(M)| = 248 Reflexible Self-dual Map R61.36 Genus 61 Type {124,124} |Aut(M)| = 496 Reflexible Self-dual Maps of type {125,250} Total = 1 Map R62.9 Genus 62 Type {125,250} |Aut(M)| = 500 Reflexible Maps of type {126,126} Total = 1 Map R62.10 Genus 62 Type {126,126} |Aut(M)| = 504 Reflexible Self-dual Maps of type {127,254} Total = 1 Map R63.23 Genus 63 Type {127,254} |Aut(M)| = 508 Reflexible Maps of type {128,128} Total = 3 Map R32.13 Genus 32 Type {128,128} |Aut(M)| = 256 Reflexible Self-dual Map R63.24 Genus 63 Type {128,128} |Aut(M)| = 512 Reflexible Self-dual Map R63.25 Genus 63 Type {128,128} |Aut(M)| = 512 Reflexible Self-dual Maps of type {129,258} Total = 1 Map R64.41 Genus 64 Type {129,258} |Aut(M)| = 516 Reflexible Maps of type {130,130} Total = 1 Map R64.42 Genus 64 Type {130,130} |Aut(M)| = 520 Reflexible Self-dual Maps of type {130,195} Total = 1 Map R96.26 Genus 96 Type {130,195} |Aut(M)| = 780 Reflexible Maps of type {131,262} Total = 1 Map R65.140 Genus 65 Type {131,262} |Aut(M)| = 524 Reflexible Maps of type {132,132} Total = 2 Map R33.84 Genus 33 Type {132,132} |Aut(M)| = 264 Reflexible Self-dual Map R65.141 Genus 65 Type {132,132} |Aut(M)| = 528 Reflexible Self-dual Maps of type {133,266} Total = 1 Map R66.21 Genus 66 Type {133,266} |Aut(M)| = 532 Reflexible Maps of type {134,134} Total = 1 Map R66.22 Genus 66 Type {134,134} |Aut(M)| = 536 Reflexible Self-dual Maps of type {134,201} Total = 1 Map R99.39 Genus 99 Type {134,201} |Aut(M)| = 804 Reflexible Maps of type {135,270} Total = 1 Map R67.21 Genus 67 Type {135,270} |Aut(M)| = 540 Reflexible Maps of type {136,136} Total = 3 Map R34.19 Genus 34 Type {136,136} |Aut(M)| = 272 Reflexible Self-dual Map R67.22 Genus 67 Type {136,136} |Aut(M)| = 544 Reflexible Self-dual Map R67.23 Genus 67 Type {136,136} |Aut(M)| = 544 Reflexible Self-dual Maps of type {137,274} Total = 1 Map R68.13 Genus 68 Type {137,274} |Aut(M)| = 548 Reflexible Maps of type {138,138} Total = 1 Map R68.14 Genus 68 Type {138,138} |Aut(M)| = 552 Reflexible Self-dual Maps of type {139,278} Total = 1 Map R69.50 Genus 69 Type {139,278} |Aut(M)| = 556 Reflexible Maps of type {140,140} Total = 2 Map R35.20 Genus 35 Type {140,140} |Aut(M)| = 280 Reflexible Self-dual Map R69.51 Genus 69 Type {140,140} |Aut(M)| = 560 Reflexible Self-dual Maps of type {141,282} Total = 1 Map R70.15 Genus 70 Type {141,282} |Aut(M)| = 564 Reflexible Maps of type {142,142} Total = 1 Map R70.16 Genus 70 Type {142,142} |Aut(M)| = 568 Reflexible Self-dual Maps of type {143,286} Total = 1 Map R71.18 Genus 71 Type {143,286} |Aut(M)| = 572 Reflexible Maps of type {144,144} Total = 3 Map R36.30 Genus 36 Type {144,144} |Aut(M)| = 288 Reflexible Self-dual Map R71.19 Genus 71 Type {144,144} |Aut(M)| = 576 Reflexible Self-dual Map R71.20 Genus 71 Type {144,144} |Aut(M)| = 576 Reflexible Self-dual Maps of type {145,290} Total = 1 Map R72.21 Genus 72 Type {145,290} |Aut(M)| = 580 Reflexible Maps of type {146,146} Total = 1 Map R72.22 Genus 72 Type {146,146} |Aut(M)| = 584 Reflexible Self-dual Maps of type {147,294} Total = 1 Map R73.118 Genus 73 Type {147,294} |Aut(M)| = 588 Reflexible Maps of type {148,148} Total = 2 Map R37.55 Genus 37 Type {148,148} |Aut(M)| = 296 Reflexible Self-dual Map R73.119 Genus 73 Type {148,148} |Aut(M)| = 592 Reflexible Self-dual Maps of type {149,298} Total = 1 Map R74.13 Genus 74 Type {149,298} |Aut(M)| = 596 Reflexible Maps of type {150,150} Total = 1 Map R74.14 Genus 74 Type {150,150} |Aut(M)| = 600 Reflexible Self-dual Maps of type {151,302} Total = 1 Map R75.27 Genus 75 Type {151,302} |Aut(M)| = 604 Reflexible Maps of type {152,152} Total = 3 Map R38.12 Genus 38 Type {152,152} |Aut(M)| = 304 Reflexible Self-dual Map R75.28 Genus 75 Type {152,152} |Aut(M)| = 608 Reflexible Self-dual Map R75.29 Genus 75 Type {152,152} |Aut(M)| = 608 Reflexible Self-dual Maps of type {153,306} Total = 1 Map R76.33 Genus 76 Type {153,306} |Aut(M)| = 612 Reflexible Maps of type {154,154} Total = 1 Map R76.34 Genus 76 Type {154,154} |Aut(M)| = 616 Reflexible Self-dual Maps of type {155,310} Total = 1 Map R77.43 Genus 77 Type {155,310} |Aut(M)| = 620 Reflexible Maps of type {156,156} Total = 2 Map R39.21 Genus 39 Type {156,156} |Aut(M)| = 312 Reflexible Self-dual Map R77.44 Genus 77 Type {156,156} |Aut(M)| = 624 Reflexible Self-dual Maps of type {157,314} Total = 1 Map R78.22 Genus 78 Type {157,314} |Aut(M)| = 628 Reflexible Maps of type {158,158} Total = 1 Map R78.23 Genus 78 Type {158,158} |Aut(M)| = 632 Reflexible Self-dual Maps of type {159,318} Total = 1 Map R79.18 Genus 79 Type {159,318} |Aut(M)| = 636 Reflexible Maps of type {160,160} Total = 3 Map R40.24 Genus 40 Type {160,160} |Aut(M)| = 320 Reflexible Self-dual Map R79.19 Genus 79 Type {160,160} |Aut(M)| = 640 Reflexible Self-dual Map R79.20 Genus 79 Type {160,160} |Aut(M)| = 640 Reflexible Self-dual Maps of type {161,322} Total = 1 Map R80.18 Genus 80 Type {161,322} |Aut(M)| = 644 Reflexible Maps of type {162,162} Total = 1 Map R80.19 Genus 80 Type {162,162} |Aut(M)| = 648 Reflexible Self-dual Maps of type {163,326} Total = 1 Map R81.179 Genus 81 Type {163,326} |Aut(M)| = 652 Reflexible Maps of type {164,164} Total = 2 Map R41.72 Genus 41 Type {164,164} |Aut(M)| = 328 Reflexible Self-dual Map R81.180 Genus 81 Type {164,164} |Aut(M)| = 656 Reflexible Self-dual Maps of type {165,330} Total = 1 Map R82.80 Genus 82 Type {165,330} |Aut(M)| = 660 Reflexible Maps of type {166,166} Total = 1 Map R82.81 Genus 82 Type {166,166} |Aut(M)| = 664 Reflexible Self-dual Maps of type {167,334} Total = 1 Map R83.15 Genus 83 Type {167,334} |Aut(M)| = 668 Reflexible Maps of type {168,168} Total = 3 Map R42.15 Genus 42 Type {168,168} |Aut(M)| = 336 Reflexible Self-dual Map R83.16 Genus 83 Type {168,168} |Aut(M)| = 672 Reflexible Self-dual Map R83.17 Genus 83 Type {168,168} |Aut(M)| = 672 Reflexible Self-dual Maps of type {169,338} Total = 1 Map R84.18 Genus 84 Type {169,338} |Aut(M)| = 676 Reflexible Maps of type {170,170} Total = 1 Map R84.19 Genus 84 Type {170,170} |Aut(M)| = 680 Reflexible Self-dual Maps of type {171,342} Total = 1 Map R85.74 Genus 85 Type {171,342} |Aut(M)| = 684 Reflexible Maps of type {172,172} Total = 2 Map R43.27 Genus 43 Type {172,172} |Aut(M)| = 344 Reflexible Self-dual Map R85.75 Genus 85 Type {172,172} |Aut(M)| = 688 Reflexible Self-dual Maps of type {173,346} Total = 1 Map R86.14 Genus 86 Type {173,346} |Aut(M)| = 692 Reflexible Maps of type {174,174} Total = 1 Map R86.15 Genus 86 Type {174,174} |Aut(M)| = 696 Reflexible Self-dual Maps of type {175,350} Total = 1 Map R87.16 Genus 87 Type {175,350} |Aut(M)| = 700 Reflexible Maps of type {176,176} Total = 3 Map R44.12 Genus 44 Type {176,176} |Aut(M)| = 352 Reflexible Self-dual Map R87.17 Genus 87 Type {176,176} |Aut(M)| = 704 Reflexible Self-dual Map R87.18 Genus 87 Type {176,176} |Aut(M)| = 704 Reflexible Self-dual Maps of type {177,354} Total = 1 Map R88.20 Genus 88 Type {177,354} |Aut(M)| = 708 Reflexible Maps of type {178,178} Total = 1 Map R88.21 Genus 88 Type {178,178} |Aut(M)| = 712 Reflexible Self-dual Maps of type {179,358} Total = 1 Map R89.70 Genus 89 Type {179,358} |Aut(M)| = 716 Reflexible Maps of type {180,180} Total = 2 Map R45.44 Genus 45 Type {180,180} |Aut(M)| = 360 Reflexible Self-dual Map R89.71 Genus 89 Type {180,180} |Aut(M)| = 720 Reflexible Self-dual Maps of type {181,362} Total = 1 Map R90.19 Genus 90 Type {181,362} |Aut(M)| = 724 Reflexible Maps of type {182,182} Total = 1 Map R90.20 Genus 90 Type {182,182} |Aut(M)| = 728 Reflexible Self-dual Maps of type {183,366} Total = 1 Map R91.68 Genus 91 Type {183,366} |Aut(M)| = 732 Reflexible Maps of type {184,184} Total = 3 Map R46.37 Genus 46 Type {184,184} |Aut(M)| = 368 Reflexible Self-dual Map R91.69 Genus 91 Type {184,184} |Aut(M)| = 736 Reflexible Self-dual Map R91.70 Genus 91 Type {184,184} |Aut(M)| = 736 Reflexible Self-dual Maps of type {185,370} Total = 1 Map R92.17 Genus 92 Type {185,370} |Aut(M)| = 740 Reflexible Maps of type {186,186} Total = 1 Map R92.18 Genus 92 Type {186,186} |Aut(M)| = 744 Reflexible Self-dual Maps of type {187,374} Total = 1 Map R93.33 Genus 93 Type {187,374} |Aut(M)| = 748 Reflexible Maps of type {188,188} Total = 2 Map R47.13 Genus 47 Type {188,188} |Aut(M)| = 376 Reflexible Self-dual Map R93.34 Genus 93 Type {188,188} |Aut(M)| = 752 Reflexible Self-dual Maps of type {189,378} Total = 1 Map R94.22 Genus 94 Type {189,378} |Aut(M)| = 756 Reflexible Maps of type {190,190} Total = 1 Map R94.23 Genus 94 Type {190,190} |Aut(M)| = 760 Reflexible Self-dual Maps of type {191,382} Total = 1 Map R95.17 Genus 95 Type {191,382} |Aut(M)| = 764 Reflexible Maps of type {192,192} Total = 3 Map R48.17 Genus 48 Type {192,192} |Aut(M)| = 384 Reflexible Self-dual Map R95.18 Genus 95 Type {192,192} |Aut(M)| = 768 Reflexible Self-dual Map R95.19 Genus 95 Type {192,192} |Aut(M)| = 768 Reflexible Self-dual Maps of type {193,386} Total = 1 Map R96.27 Genus 96 Type {193,386} |Aut(M)| = 772 Reflexible Maps of type {194,194} Total = 1 Map R96.28 Genus 96 Type {194,194} |Aut(M)| = 776 Reflexible Self-dual Maps of type {195,390} Total = 1 Map R97.182 Genus 97 Type {195,390} |Aut(M)| = 780 Reflexible Maps of type {196,196} Total = 2 Map R49.107 Genus 49 Type {196,196} |Aut(M)| = 392 Reflexible Self-dual Map R97.183 Genus 97 Type {196,196} |Aut(M)| = 784 Reflexible Self-dual Maps of type {197,394} Total = 1 Map R98.16 Genus 98 Type {197,394} |Aut(M)| = 788 Reflexible Maps of type {198,198} Total = 1 Map R98.17 Genus 98 Type {198,198} |Aut(M)| = 792 Reflexible Self-dual Maps of type {199,398} Total = 1 Map R99.40 Genus 99 Type {199,398} |Aut(M)| = 796 Reflexible Maps of type {200,200} Total = 3 Map R50.18 Genus 50 Type {200,200} |Aut(M)| = 400 Reflexible Self-dual Map R99.41 Genus 99 Type {200,200} |Aut(M)| = 800 Reflexible Self-dual Map R99.42 Genus 99 Type {200,200} |Aut(M)| = 800 Reflexible Self-dual Maps of type {201,402} Total = 1 Map R100.52 Genus 100 Type {201,402} |Aut(M)| = 804 Reflexible Maps of type {202,202} Total = 1 Map R100.53 Genus 100 Type {202,202} |Aut(M)| = 808 Reflexible Self-dual Maps of type {204,204} Total = 1 Map R51.35 Genus 51 Type {204,204} |Aut(M)| = 408 Reflexible Self-dual Maps of type {208,208} Total = 1 Map R52.18 Genus 52 Type {208,208} |Aut(M)| = 416 Reflexible Self-dual Maps of type {212,212} Total = 1 Map R53.28 Genus 53 Type {212,212} |Aut(M)| = 424 Reflexible Self-dual Maps of type {216,216} Total = 1 Map R54.20 Genus 54 Type {216,216} |Aut(M)| = 432 Reflexible Self-dual Maps of type {220,220} Total = 1 Map R55.57 Genus 55 Type {220,220} |Aut(M)| = 440 Reflexible Self-dual Maps of type {224,224} Total = 1 Map R56.25 Genus 56 Type {224,224} |Aut(M)| = 448 Reflexible Self-dual Maps of type {228,228} Total = 1 Map R57.72 Genus 57 Type {228,228} |Aut(M)| = 456 Reflexible Self-dual Maps of type {232,232} Total = 1 Map R58.18 Genus 58 Type {232,232} |Aut(M)| = 464 Reflexible Self-dual Maps of type {236,236} Total = 1 Map R59.11 Genus 59 Type {236,236} |Aut(M)| = 472 Reflexible Self-dual Maps of type {240,240} Total = 1 Map R60.20 Genus 60 Type {240,240} |Aut(M)| = 480 Reflexible Self-dual Maps of type {244,244} Total = 1 Map R61.37 Genus 61 Type {244,244} |Aut(M)| = 488 Reflexible Self-dual Maps of type {248,248} Total = 1 Map R62.11 Genus 62 Type {248,248} |Aut(M)| = 496 Reflexible Self-dual Maps of type {252,252} Total = 1 Map R63.26 Genus 63 Type {252,252} |Aut(M)| = 504 Reflexible Self-dual Maps of type {256,256} Total = 1 Map R64.43 Genus 64 Type {256,256} |Aut(M)| = 512 Reflexible Self-dual Maps of type {260,260} Total = 1 Map R65.142 Genus 65 Type {260,260} |Aut(M)| = 520 Reflexible Self-dual Maps of type {264,264} Total = 1 Map R66.23 Genus 66 Type {264,264} |Aut(M)| = 528 Reflexible Self-dual Maps of type {268,268} Total = 1 Map R67.24 Genus 67 Type {268,268} |Aut(M)| = 536 Reflexible Self-dual Maps of type {272,272} Total = 1 Map R68.15 Genus 68 Type {272,272} |Aut(M)| = 544 Reflexible Self-dual Maps of type {276,276} Total = 1 Map R69.52 Genus 69 Type {276,276} |Aut(M)| = 552 Reflexible Self-dual Maps of type {280,280} Total = 1 Map R70.17 Genus 70 Type {280,280} |Aut(M)| = 560 Reflexible Self-dual Maps of type {284,284} Total = 1 Map R71.21 Genus 71 Type {284,284} |Aut(M)| = 568 Reflexible Self-dual Maps of type {288,288} Total = 1 Map R72.23 Genus 72 Type {288,288} |Aut(M)| = 576 Reflexible Self-dual Maps of type {292,292} Total = 1 Map R73.120 Genus 73 Type {292,292} |Aut(M)| = 584 Reflexible Self-dual Maps of type {296,296} Total = 1 Map R74.15 Genus 74 Type {296,296} |Aut(M)| = 592 Reflexible Self-dual Maps of type {300,300} Total = 1 Map R75.30 Genus 75 Type {300,300} |Aut(M)| = 600 Reflexible Self-dual Maps of type {304,304} Total = 1 Map R76.35 Genus 76 Type {304,304} |Aut(M)| = 608 Reflexible Self-dual Maps of type {308,308} Total = 1 Map R77.45 Genus 77 Type {308,308} |Aut(M)| = 616 Reflexible Self-dual Maps of type {312,312} Total = 1 Map R78.24 Genus 78 Type {312,312} |Aut(M)| = 624 Reflexible Self-dual Maps of type {316,316} Total = 1 Map R79.21 Genus 79 Type {316,316} |Aut(M)| = 632 Reflexible Self-dual Maps of type {320,320} Total = 1 Map R80.20 Genus 80 Type {320,320} |Aut(M)| = 640 Reflexible Self-dual Maps of type {324,324} Total = 1 Map R81.181 Genus 81 Type {324,324} |Aut(M)| = 648 Reflexible Self-dual Maps of type {328,328} Total = 1 Map R82.82 Genus 82 Type {328,328} |Aut(M)| = 656 Reflexible Self-dual Maps of type {332,332} Total = 1 Map R83.18 Genus 83 Type {332,332} |Aut(M)| = 664 Reflexible Self-dual Maps of type {336,336} Total = 1 Map R84.20 Genus 84 Type {336,336} |Aut(M)| = 672 Reflexible Self-dual Maps of type {340,340} Total = 1 Map R85.76 Genus 85 Type {340,340} |Aut(M)| = 680 Reflexible Self-dual Maps of type {344,344} Total = 1 Map R86.16 Genus 86 Type {344,344} |Aut(M)| = 688 Reflexible Self-dual Maps of type {348,348} Total = 1 Map R87.19 Genus 87 Type {348,348} |Aut(M)| = 696 Reflexible Self-dual Maps of type {352,352} Total = 1 Map R88.22 Genus 88 Type {352,352} |Aut(M)| = 704 Reflexible Self-dual Maps of type {356,356} Total = 1 Map R89.72 Genus 89 Type {356,356} |Aut(M)| = 712 Reflexible Self-dual Maps of type {360,360} Total = 1 Map R90.21 Genus 90 Type {360,360} |Aut(M)| = 720 Reflexible Self-dual Maps of type {364,364} Total = 1 Map R91.71 Genus 91 Type {364,364} |Aut(M)| = 728 Reflexible Self-dual Maps of type {368,368} Total = 1 Map R92.19 Genus 92 Type {368,368} |Aut(M)| = 736 Reflexible Self-dual Maps of type {372,372} Total = 1 Map R93.35 Genus 93 Type {372,372} |Aut(M)| = 744 Reflexible Self-dual Maps of type {376,376} Total = 1 Map R94.24 Genus 94 Type {376,376} |Aut(M)| = 752 Reflexible Self-dual Maps of type {380,380} Total = 1 Map R95.20 Genus 95 Type {380,380} |Aut(M)| = 760 Reflexible Self-dual Maps of type {384,384} Total = 1 Map R96.29 Genus 96 Type {384,384} |Aut(M)| = 768 Reflexible Self-dual Maps of type {388,388} Total = 1 Map R97.184 Genus 97 Type {388,388} |Aut(M)| = 776 Reflexible Self-dual Maps of type {392,392} Total = 1 Map R98.18 Genus 98 Type {392,392} |Aut(M)| = 784 Reflexible Self-dual Maps of type {396,396} Total = 1 Map R99.43 Genus 99 Type {396,396} |Aut(M)| = 792 Reflexible Self-dual Maps of type {400,400} Total = 1 Map R100.54 Genus 100 Type {400,400} |Aut(M)| = 800 Reflexible Self-dual Total number of maps considered = 5780 ...............................................................................