Orientable proper regular hypermaps of genus 2 to 101 ----------------------------------------------------- Below is a list of all proper orientable regular hypermaps on surfaces of genus 2 to 101, up to isomorphism and triality. Here "proper" means that each of the parameters p, q and r in the type {p,q,r} is greater than 2. (Orientable regular maps are listed elsewhere.) The notation "RPHg.n" is used for the nth orientable proper regular hypermap of genus g. These were found by Marston Conder (University of Auckland) with the help of the "LowIndexNormalSubgroups" routine in Magma, in September 2006. Total number of proper hypermaps in list below: 14647 RPH2.1 : Type {3,3,4} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^4, b * a * c * a * b * a * c * a * b * c ] RPH2.2 : Type {3,4,4} Order 24 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, (a * c)^4 ] RPH2.3 : Type {3,6,6} Order 12 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^3 ] RPH2.4 : Type {4,4,4} Order 16 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, a * c * b * a * b * c ] RPH2.5 : Type {5,5,5} Order 10 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * a * b * c ] RPH3.1 : Type {3,3,4} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^4, (a * b * a * c)^3 ] RPH3.2 : Type {3,3,6} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, c * a * c * b * a * c * a * b ] RPH3.3 : Type {3,4,4} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (a * c)^4 ] RPH3.4 : Type {3,4,12} Order 24 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * b * c ] RPH3.5 : Type {3,9,9} Order 18 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, c * a * c * b * c * b ] RPH3.6 : Type {4,4,4} Order 32 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, (a * c)^4 ] RPH3.7 : Type {4,4,4} Order 32 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, (a * c)^4 ] RPH3.8 : Type {4,4,6} Order 24 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * b * a * b * c * a ] RPH3.9 : Type {4,8,8} Order 16 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^4 ] RPH3.10 : Type {4,8,8} Order 16 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, b * c * b * a * b * c ] RPH3.11 : Type {7,7,7} Order 14 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * a * b * c * b ] RPH3.12 : Type {7,7,7} Order 14 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * c, c * a * b * a * c * a ] RPH4.1 : Type {3,3,6} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c * a * c * b)^2, (a * b * a * c)^3 ] RPH4.2 : Type {3,4,4} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c * a * c)^2, (b * c)^4 ] RPH4.3 : Type {3,4,6} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * b * c * b * a * c * a * c ] RPH4.4 : Type {3,5,15} Order 30 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b ] RPH4.5 : Type {3,6,6} Order 36 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, (a * c)^6 ] RPH4.6 : Type {3,6,6} Order 36 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, a * c * a * c * b * c * b * c ] RPH4.7 : Type {3,6,6} Order 36 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, (a * c)^6 ] RPH4.8 : Type {3,12,12} Order 24 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * b * c * b * c ] RPH4.9 : Type {4,4,5} Order 40 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^5 ] RPH4.10 : Type {4,4,8} Order 32 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * b * a * b * c * a * c ] RPH4.11 : Type {4,6,12} Order 24 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b, (a * b)^4 ] RPH4.12 : Type {5,10,10} Order 20 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, a * b * a * b * a * c * a * c ] RPH4.13 : Type {5,10,10} Order 20 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^5 ] RPH4.14 : Type {6,6,6} Order 24 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, c * b * a * b * a * b * c * b ] RPH4.15 : Type {9,9,9} Order 18 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * a * b * c * b * c ] RPH5.1 : Type {3,3,4} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^4, c * a * c * b * a * c * b * a * c * a * b * c * a * b ] RPH5.2 : Type {3,3,5} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (c * a)^5, (a * c * a * c * a * b)^2 ] RPH5.3 : Type {3,4,4} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b ] RPH5.4 : Type {3,4,4} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, b * c * a * c * b * a * c * b * c * a ] RPH5.5 : Type {3,6,6} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (b * c * a * c)^2 ] RPH5.6 : Type {3,15,15} Order 30 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b ] RPH5.7 : Type {4,4,4} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * b)^2, (a * c)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b ] RPH5.8 : Type {4,4,4} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b ] RPH5.9 : Type {4,4,6} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^6 ] RPH5.10 : Type {4,4,10} Order 40 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * b * a * b * c * a * c * a ] RPH5.11 : Type {4,8,8} Order 32 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, (b * c * a * c)^2 ] RPH5.12 : Type {4,8,8} Order 32 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * b * c * b * c ] RPH5.13 : Type {6,12,12} Order 24 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^6 ] RPH5.14 : Type {11,11,11} Order 22 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * a * b * c * b * c * b ] RPH5.15 : Type {11,11,11} Order 22 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * a * b * c * b ] RPH6.1 : Type {3,3,5} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (c * a)^5, (a * b * a * c)^3 ] RPH6.2 : Type {3,7,21} Order 42 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * a * c * a ] RPH6.3 : Type {3,8,8} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, (a * c)^8 ] RPH6.4 : Type {3,18,18} Order 36 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c ] RPH6.5 : Type {4,4,7} Order 56 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^7 ] RPH6.6 : Type {4,4,12} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * b * c * a * c * a * c * a * c * a * c * a * c * b ] RPH6.7 : Type {4,5,20} Order 40 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, c * a * c * a * c * a * c * a * c * b ] RPH6.8 : Type {4,6,6} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * b * a * c * b * c, c * a * c * b * a * b * c * a ] RPH6.9 : Type {4,6,6} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, (a * c)^6 ] RPH6.10 : Type {4,16,16} Order 32 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * b * c ] RPH6.11 : Type {5,5,5} Order 50 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, (c * a)^5 ] RPH6.12 : Type {5,15,15} Order 30 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * a * b * c * b ] RPH6.13 : Type {5,15,15} Order 30 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * b * c * b, (b * a)^5 ] RPH6.14 : Type {7,14,14} Order 28 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * c * b, a * c * a * c * a * c * b * c ] RPH6.15 : Type {7,14,14} Order 28 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, c * a * c * a * b * a * c * a * c * a ] RPH6.16 : Type {7,14,14} Order 28 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^7 ] RPH6.17 : Type {13,13,13} Order 26 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * a * b * c * b * c * b * c ] RPH6.18 : Type {13,13,13} Order 26 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, b * c * b * a * b * a * b * c * b * c ] RPH6.19 : Type {13,13,13} Order 26 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * c * b, a * c * a * b * a * c * a * c ] RPH7.1 : Type {3,3,6} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^6, (a * c * b * a * c * a * b)^2 ] RPH7.2 : Type {3,4,6} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, c * b * a * c * a * b * a * c * a * c * b * a ] RPH7.3 : Type {3,4,12} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, (a * c * a * c * b)^2 ] RPH7.4 : Type {3,8,24} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH7.5 : Type {3,9,9} Order 54 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, (a * c)^9 ] RPH7.6 : Type {3,21,21} Order 42 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * a * c * b ] RPH7.7 : Type {4,4,8} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, (a * c * a * c * b)^2 ] RPH7.8 : Type {4,4,8} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * b * a * c * a * b * c ] RPH7.9 : Type {4,4,8} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^8 ] RPH7.10 : Type {4,4,8} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * a * c * b * a * c * a * c * a ] RPH7.11 : Type {4,4,14} Order 56 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c ] RPH7.12 : Type {4,6,12} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * b * c * b * c ] RPH7.13 : Type {4,10,20} Order 40 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, c * a * c * a * c * b * c * b * c * b ] RPH7.14 : Type {6,6,6} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, c * a * c * b * a * c * a * b ] RPH7.15 : Type {6,9,18} Order 36 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, b * c * b * a * b * a * b * c * b * c ] RPH7.16 : Type {6,9,18} Order 36 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b, (a * b)^6 ] RPH7.17 : Type {8,16,16} Order 32 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^8 ] RPH7.18 : Type {8,16,16} Order 32 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, b * a * b * a * b * a * b * c * b * c ] RPH7.19 : Type {8,16,16} Order 32 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, a * c * a * b * a * b * a * c * a * c * a * c ] RPH7.20 : Type {15,15,15} Order 30 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b ] RPH8.1 : Type {3,3,4} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^4, (a * c * a * b * c * a * c * b)^2 ] RPH8.2 : Type {3,3,4} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^4, (a * c * a * b)^4 ] RPH8.3 : Type {3,4,8} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, c * a * b * c * b * a * c * a * c * a ] RPH8.4 : Type {3,10,10} Order 60 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, (a * c)^10 ] RPH8.5 : Type {3,24,24} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH8.6 : Type {4,4,9} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^9 ] RPH8.7 : Type {4,4,16} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c ] RPH8.8 : Type {4,12,12} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, a * c * a * c * a * c * b * c * a * c * b * c ] RPH8.9 : Type {5,6,6} Order 60 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^5, (a * c)^6 ] RPH8.10 : Type {5,20,20} Order 40 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, (b * a)^5 ] RPH8.11 : Type {5,20,20} Order 40 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (b * a)^5 ] RPH8.12 : Type {6,6,12} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, a * c * a * c * b * a * b * c * a * c ] RPH8.13 : Type {6,8,8} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, c * b * c * a * b * a * c * b * c * a ] RPH8.14 : Type {9,18,18} Order 36 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^9 ] RPH8.15 : Type {9,18,18} Order 36 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * a ] RPH8.16 : Type {10,10,10} Order 40 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * c * b, a * c * a * b * a * b * a * c * a * c * a * c ] RPH8.17 : Type {17,17,17} Order 34 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c ] RPH8.18 : Type {17,17,17} Order 34 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * a * b * c * b * c * b ] RPH8.19 : Type {17,17,17} Order 34 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, b * a * b * a * b * a * b * c * b * c ] RPH9.1 : Type {3,3,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^6, b * a * c * a * c * a * b * a * c * a * c * a * b * c, (a * c * a * b)^4 ] RPH9.2 : Type {3,4,4} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, (a * c * a * b * c * b)^2, (a * c * b * c)^3 ] RPH9.3 : Type {3,4,4} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, (a * c * b * a * c * a * b)^2 ] RPH9.4 : Type {3,4,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, c * b * a * c * a * b * a * c * a * b * c * a ] RPH9.5 : Type {3,5,5} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (c * a)^5 ] RPH9.6 : Type {3,5,5} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c * a * c)^2, (c * a)^5 ] RPH9.7 : Type {3,6,6} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, c * b * a * c * b * a * c * a * c * b ] RPH9.8 : Type {3,10,30} Order 60 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH9.9 : Type {3,27,27} Order 54 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH9.10 : Type {4,4,4} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * c * a * b ] RPH9.11 : Type {4,4,4} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b ] RPH9.12 : Type {4,4,4} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, b * a * c * b * a * b * a * c * b * c * a * c ] RPH9.13 : Type {4,4,4} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * b)^2, (a * c)^4, (b * c)^4 ] RPH9.14 : Type {4,4,6} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c * a * c)^2, (a * c)^6 ] RPH9.15 : Type {4,4,6} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * b * a * c * a * b, (a * c * b * c * a * b)^2 ] RPH9.16 : Type {4,4,6} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * b * a * b * c * a, (b * c)^4 ] RPH9.17 : Type {4,4,6} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c)^6 ] RPH9.18 : Type {4,4,10} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^10 ] RPH9.19 : Type {4,4,18} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a ] RPH9.20 : Type {4,7,28} Order 56 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, c * b * c * b * c * a * c * a * c * a * c * a * c * b ] RPH9.21 : Type {4,8,8} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, a * c * a * c * b * c * a * c * a * c * a * c * a * c * b * c ] RPH9.22 : Type {4,8,8} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * c * a * c * b * c * b * c, (a * c * b * a * b)^2 ] RPH9.23 : Type {4,8,8} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c ] RPH9.24 : Type {4,8,8} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c ] RPH9.25 : Type {4,8,8} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c ] RPH9.26 : Type {4,8,8} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * b * c * a ] RPH9.27 : Type {4,24,24} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * a * c * b * c ] RPH9.28 : Type {4,24,24} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * b * c * b * c * b * c ] RPH9.29 : Type {6,8,24} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, (a * b)^6 ] RPH9.30 : Type {6,12,12} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (a * b)^6 ] RPH9.31 : Type {7,21,21} Order 42 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * a * b * a * b * a * b * c * b * c * b ] RPH9.32 : Type {7,21,21} Order 42 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * b * c * b, (b * a)^7 ] RPH9.33 : Type {7,21,21} Order 42 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * c * a * c * a, b * c * b * a * b * a * b * c * b * c ] RPH9.34 : Type {8,8,12} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * b * a * b * c * a ] RPH9.35 : Type {8,8,12} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * b * a * c * a * b, c * a * b * a * b * a * c * a * c * a ] RPH9.36 : Type {10,20,20} Order 40 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^10 ] RPH9.37 : Type {10,20,20} Order 40 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, b * c * b * c * b * c * b * a * b * c * b * c * b * c ] RPH9.38 : Type {19,19,19} Order 38 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b ] RPH9.39 : Type {19,19,19} Order 38 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, b * c * b * c * b * a * b * a * b * c * b * c * b * c ] RPH9.40 : Type {19,19,19} Order 38 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, b * c * b * c * b * a * b * c * b * c ] RPH9.41 : Type {19,19,19} Order 38 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, b * c * b * a * b * a * b * c * b * c ] RPH10.1 : Type {3,3,4} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^4, c * b * a * c * a * b * c * a * b * a * c * b * a * c * a * b * c * a ] RPH10.2 : Type {3,3,6} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * b * a * c)^3, (a * c)^6 ] RPH10.3 : Type {3,3,9} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, c * b * a * c * a * b * a * c * a * b * c * a ] RPH10.4 : Type {3,3,9} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * b * a * c)^3, (a * c * a * c * a * c * b)^2 ] RPH10.5 : Type {3,3,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c * a * c * b)^2 ] RPH10.6 : Type {3,4,4} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, b * c * b * a * c * b * a * c * a * b * c * a ] RPH10.7 : Type {3,4,4} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, a * c * b * a * c * a * b * a * c * a * b * c * a * b ] RPH10.8 : Type {3,4,6} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * a * c * b)^2, (a * c)^6 ] RPH10.9 : Type {3,6,6} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * c)^6 ] RPH10.10 : Type {3,6,6} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * b * c * a, c * b * a * c * a * b * a * c * a * b * c * b, (a * c)^6 ] RPH10.11 : Type {3,6,6} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (a * c)^6, (a * c * b * c)^3 ] RPH10.12 : Type {3,6,6} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, c * b * a * c * a * b * a * c * a * b * c * a, (a * c)^6 ] RPH10.13 : Type {3,11,33} Order 66 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c ] RPH10.14 : Type {3,12,12} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH10.15 : Type {3,12,12} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * a * c * b * c * b * c ] RPH10.16 : Type {3,12,12} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH10.17 : Type {3,30,30} Order 60 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH10.18 : Type {4,4,11} Order 88 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^11 ] RPH10.19 : Type {4,4,20} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c ] RPH10.20 : Type {4,6,12} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * b * a * c * b * c, (a * c * a * c * b)^2 ] RPH10.21 : Type {4,14,28} Order 56 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, c * b * c * b * c * a * c * a * c * b * c * b * c * b ] RPH10.22 : Type {5,6,30} Order 60 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * a * c * a * c * a * c * a * c * b * c ] RPH10.23 : Type {5,25,25} Order 50 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, c * b * c * a * c * b * c * b * c * b ] RPH10.24 : Type {5,25,25} Order 50 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, c * a * c * a * c * a * c * b * c * b ] RPH10.25 : Type {6,6,6} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (a * c)^6 ] RPH10.26 : Type {6,6,6} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, (a * c)^6 ] RPH10.27 : Type {6,6,6} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * b * a * c * a * c, (a * b * c * b)^2, (b * c)^6 ] RPH10.28 : Type {6,6,15} Order 60 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, a * c * b * a * c * b * a * c * a * c * a * c ] RPH10.29 : Type {6,24,24} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, b * c * b * c * b * a * b * c * b * c ] RPH10.30 : Type {8,12,24} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b, (a * b)^8 ] RPH10.31 : Type {8,12,24} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, a * b * a * b * a * b * a * c * a * c * a * c ] RPH10.32 : Type {9,9,9} Order 54 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, c * b * a * b * a * b * a * b * c * b * c * b ] RPH10.33 : Type {11,22,22} Order 44 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * a * b * a * b * a * b * c * b * c * b ] RPH10.34 : Type {11,22,22} Order 44 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * a * b * c * b * c ] RPH10.35 : Type {11,22,22} Order 44 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, b * c * b * c * a * c * b * c * b * c * b * c ] RPH10.36 : Type {11,22,22} Order 44 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a ] RPH10.37 : Type {11,22,22} Order 44 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^11 ] RPH10.38 : Type {12,12,12} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * b * a * c * a * c, c * b * a * b * a * b * c * b ] RPH10.39 : Type {21,21,21} Order 42 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c ] RPH10.40 : Type {21,21,21} Order 42 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * c * a, b * c * b * c * b * a * b * c * b * c ] RPH11.1 : Type {3,4,4} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, (a * c * b)^4, c * b * c * b * a * c * a * b * a * c * a * b * c * b * c * a ] RPH11.2 : Type {3,8,8} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * a * c * b * a * c * a * b * c, c * a * b * c * b * a * c * b * c * b ] RPH11.3 : Type {3,8,8} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (b * c * a * c * a * c)^2 ] RPH11.4 : Type {3,33,33} Order 66 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH11.5 : Type {4,4,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^12 ] RPH11.6 : Type {4,4,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * a * c * b * a * c * b * a * c * a * c * a * c * a ] RPH11.7 : Type {4,4,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * b * a * c * a * b * c * a * c ] RPH11.8 : Type {4,4,22} Order 88 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a ] RPH11.9 : Type {4,6,6} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * b * a * b * c * a, a * c * b * a * c * b * a * c * a * b * c * b ] RPH11.10 : Type {4,6,6} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * b * c * a, (a * c)^6 ] RPH11.11 : Type {4,6,6} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * c * b * c * b, (a * c)^6 ] RPH11.12 : Type {4,16,16} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, (a * c * a * c * b * c * a * c)^2 ] RPH11.13 : Type {4,16,16} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, (a * c * b * c * b * c * b * c)^2 ] RPH11.14 : Type {6,10,15} Order 60 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b, (a * b)^6 ] RPH11.15 : Type {8,8,8} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, b * c * a * b * a * b * a * c * b * c * a * c ] RPH11.16 : Type {8,8,8} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, b * a * b * a * b * a * c * b * a * c ] RPH11.17 : Type {12,24,24} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^12 ] RPH11.18 : Type {12,24,24} Order 48 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, b * c * b * c * b * a * b * a * b * a * b * a * b * a ] RPH11.19 : Type {23,23,23} Order 46 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b ] RPH11.20 : Type {23,23,23} Order 46 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b ] RPH11.21 : Type {23,23,23} Order 46 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * a * b * c * b * c * b ] RPH11.22 : Type {23,23,23} Order 46 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * b * a * c * a * c * a ] RPH12.1 : Type {3,13,39} Order 78 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH12.2 : Type {3,14,14} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH12.3 : Type {3,36,36} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c ] RPH12.4 : Type {4,4,13} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^13 ] RPH12.5 : Type {4,4,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c ] RPH12.6 : Type {4,6,8} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * b * a * c * b * c, a * c * a * c * b * a * b * c * a * c ] RPH12.7 : Type {4,6,8} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * b * a * b * c * a * c, (b * c)^6 ] RPH12.8 : Type {4,9,36} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b ] RPH12.9 : Type {4,10,10} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, (a * c)^10 ] RPH12.10 : Type {4,32,32} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c ] RPH12.11 : Type {5,7,35} Order 70 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, c * a * c * a * c * a * c * a * c * a * c * b * c * b ] RPH12.12 : Type {5,8,8} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^5, (a * c)^8 ] RPH12.13 : Type {5,30,30} Order 60 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * a * c * a * c * b * c * b * c * b * c ] RPH12.14 : Type {5,30,30} Order 60 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, b * c * a * c * a * c * b * c * b * c * b * c ] RPH12.15 : Type {6,6,7} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (c * a)^7 ] RPH12.16 : Type {6,9,9} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * b * c * a, b * c * b * a * b * a * b * c * b * c, b * a * c * a * b * a * c * b * c * a ] RPH12.17 : Type {6,15,30} Order 60 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b, (a * b)^6 ] RPH12.18 : Type {7,28,28} Order 56 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, (b * a)^7 ] RPH12.19 : Type {7,28,28} Order 56 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * a * b * a * b * c * b * c * b ] RPH12.20 : Type {7,28,28} Order 56 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (b * a)^7 ] RPH12.21 : Type {9,27,27} Order 54 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * b * c * b, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a ] RPH12.22 : Type {9,27,27} Order 54 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * b * c ] RPH12.23 : Type {9,27,27} Order 54 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, b * c * b * c * b * c * b * a * b * c * b * c * b * c ] RPH12.24 : Type {10,10,15} Order 60 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, c * a * c * b * a * b * c * a ] RPH12.25 : Type {10,10,15} Order 60 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * b * a * c * a * b, (a * c * a * c * a * b)^2 ] RPH12.26 : Type {13,26,26} Order 52 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, b * a * b * a * b * a * b * a * b * a * b * c * b * c ] RPH12.27 : Type {13,26,26} Order 52 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * b * c * b * c ] RPH12.28 : Type {13,26,26} Order 52 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * a ] RPH12.29 : Type {13,26,26} Order 52 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, a * b * a * b * a * b * a * b * c * b * c * b ] RPH12.30 : Type {13,26,26} Order 52 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH12.31 : Type {13,26,26} Order 52 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^13 ] RPH12.32 : Type {14,14,14} Order 56 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * c * b, c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a ] RPH12.33 : Type {14,14,14} Order 56 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c, c * b * c * b * a * b * a * b * c * b * c * b ] RPH12.34 : Type {25,25,25} Order 50 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a ] RPH12.35 : Type {25,25,25} Order 50 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c ] RPH12.36 : Type {25,25,25} Order 50 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * c * a ] RPH13.1 : Type {3,3,5} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (c * a)^5, (a * c * a * c * b * a * c * b)^2 ] RPH13.2 : Type {3,3,6} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c * b)^4, (a * c)^6 ] RPH13.3 : Type {3,4,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * a * c * a * b * a * c * a * b * c * a, (a * c)^6 ] RPH13.4 : Type {3,4,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * b * a * c)^3, c * b * c * a * c * b * a * c * a * b * c * a ] RPH13.5 : Type {3,4,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * a * c * a * b)^2, (a * c * b)^4, (a * c)^6 ] RPH13.6 : Type {3,4,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, a * c * a * c * b * a * c * a * b * c ] RPH13.7 : Type {3,6,6} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * a, (a * c)^6 ] RPH13.8 : Type {3,6,6} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * c * b)^4, (a * c)^6 ] RPH13.9 : Type {3,6,6} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (a * c)^6, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH13.10 : Type {3,12,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c * a * c)^2, b * c * b * c * b * a * c * a * c * a ] RPH13.11 : Type {3,12,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, a * c * a * c * a * c * b * c * b * c * b * c ] RPH13.12 : Type {3,14,42} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c ] RPH13.13 : Type {3,15,15} Order 90 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c ] RPH13.14 : Type {3,39,39} Order 78 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c ] RPH13.15 : Type {4,4,6} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * b)^2, (b * c)^4, (a * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b ] RPH13.16 : Type {4,4,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c)^8 ] RPH13.17 : Type {4,4,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * a * c * b)^2, a * c * b * c * b * a * b * c * b * c ] RPH13.18 : Type {4,4,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b, a * c * b * a * c * b * a * b * c * a * b * c ] RPH13.19 : Type {4,4,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * a * c * b * a * c * a * b * c, a * c * b * c * b * a * b * c * b * c ] RPH13.20 : Type {4,4,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c)^8 ] RPH13.21 : Type {4,4,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * a * c * b * a * c * a * b * c, c * a * c * b * a * b * a * c * b * a * c * b ] RPH13.22 : Type {4,4,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, (a * c * b)^4 ] RPH13.23 : Type {4,4,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * b * c * b * a * c * a * c * a, a * c * b * a * c * b * a * b * c * a * c * b ] RPH13.24 : Type {4,4,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * b * c * b * a * c * a * c * a, a * c * b * a * c * b * a * b * c * a * b * c ] RPH13.25 : Type {4,4,14} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^14 ] RPH13.26 : Type {4,4,26} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a ] RPH13.27 : Type {4,6,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * b * a * c * b * c, a * c * b * a * c * b * a * c * a * c * b * c ] RPH13.28 : Type {4,6,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c ] RPH13.29 : Type {4,10,20} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH13.30 : Type {4,18,36} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b ] RPH13.31 : Type {5,5,5} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^5, a * b * c * a * b * a * c * b * a * c, c * b * a * c * b * a * b * c * a * b ] RPH13.32 : Type {6,6,6} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, b * c * b * c * b * a * c * a * c * a ] RPH13.33 : Type {6,6,6} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (a * b * c * b)^2, (b * c * a * c)^2, (a * b)^6 ] RPH13.34 : Type {6,12,12} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * a * c * a * c * b * c * b * c * b * c ] RPH13.35 : Type {6,12,12} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, a * c * a * c * b * c * b * c, (a * b)^6 ] RPH13.36 : Type {6,12,12} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^6, (a * c * b * c)^3 ] RPH13.37 : Type {8,16,16} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (a * b)^8 ] RPH13.38 : Type {8,16,16} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, b * a * b * a * b * a * c * a * b * c ] RPH13.39 : Type {8,16,16} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * a * b * a * b * c * b * c * b ] RPH13.40 : Type {8,16,16} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, b * a * b * a * b * a * c * a * b * c ] RPH13.41 : Type {9,9,9} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, a * b * c * b * a * c * b * c, c * b * a * b * a * b * a * b * c * b * c * b ] RPH13.42 : Type {10,15,30} Order 60 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH13.43 : Type {10,15,30} Order 60 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, b * c * a * c * a * c * b * c * b * c * b * c ] RPH13.44 : Type {10,15,30} Order 60 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b ] RPH13.45 : Type {14,28,28} Order 56 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^14 ] RPH13.46 : Type {14,28,28} Order 56 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b ] RPH13.47 : Type {14,28,28} Order 56 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, b * c * b * c * a * c * b * c * b * c * b * c ] RPH13.48 : Type {27,27,27} Order 54 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * c * b * c, a * b * a * b * a * b * a * c * a * c * a * c ] RPH13.49 : Type {27,27,27} Order 54 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH14.1 : Type {3,4,5} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, (c * a)^5 ] RPH14.2 : Type {3,16,16} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH14.3 : Type {3,42,42} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH14.4 : Type {4,4,15} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^15 ] RPH14.5 : Type {4,4,28} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c ] RPH14.6 : Type {4,6,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, (a * c * b * c * b)^2, (b * c * a * c * a * c)^2 ] RPH14.7 : Type {4,8,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * b * a * b * c * a * c * a * c ] RPH14.8 : Type {4,20,20} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH14.9 : Type {5,8,40} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH14.10 : Type {5,35,35} Order 70 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, c * b * c * b * c * b * c * a * c * a * c * a * c * a ] RPH14.11 : Type {5,35,35} Order 70 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, c * b * c * b * c * b * c * a * c * b * c * b * c * b ] RPH14.12 : Type {6,6,8} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (a * c)^8 ] RPH14.13 : Type {6,6,21} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c ] RPH14.14 : Type {6,18,18} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, b * c * a * c * a * c * b * c * b * c * b * c ] RPH14.15 : Type {8,8,10} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, a * c * a * c * a * c * b * a * b * c * b * a * b * c ] RPH14.16 : Type {8,32,32} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * c * b * c, c * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH14.17 : Type {8,32,32} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, (a * b)^8 ] RPH14.18 : Type {15,30,30} Order 60 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^15 ] RPH14.19 : Type {15,30,30} Order 60 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * c * b, c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH14.20 : Type {29,29,29} Order 58 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH14.21 : Type {29,29,29} Order 58 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * a * b * a^2 * c * b * c * b * c * b * c * b * c * b ] RPH14.22 : Type {29,29,29} Order 58 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH14.23 : Type {29,29,29} Order 58 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * c * b * a * b * c * b * c * b ] RPH14.24 : Type {29,29,29} Order 58 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * c * b * c ] RPH15.1 : Type {3,3,7} Order 294 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * b * a * c)^3, (c * a)^7 ] RPH15.2 : Type {3,3,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, c * a * c * a * c * b * a * c * a * c * a * b, b * a * c * a * b * a * c * a * b * a * c * a * b * c * a * b * a * c ] RPH15.3 : Type {3,4,4} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, (a * b * a * c)^3 ] RPH15.4 : Type {3,4,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * a * b * c * a * b * a * c * b * a * c * a, (a * c * b * c)^3 ] RPH15.5 : Type {3,4,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, c * b * a * c * a * c * a * b * a * c * a * c * a * c * b * a ] RPH15.6 : Type {3,4,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * a * c * b)^2, (a * c * a * b)^4 ] RPH15.7 : Type {3,16,48} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH15.8 : Type {3,45,45} Order 90 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH15.9 : Type {4,4,9} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c * a * c)^2, (c * a)^9 ] RPH15.10 : Type {4,4,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a ] RPH15.11 : Type {4,4,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, a * c * b * c * b * a * b * c * b * c, c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a ] RPH15.12 : Type {4,4,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^16 ] RPH15.13 : Type {4,4,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a ] RPH15.14 : Type {4,4,30} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a ] RPH15.15 : Type {4,8,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * b * a * c * a * b * c * a * c ] RPH15.16 : Type {4,8,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, c * a * c * b * a * c * b * a * c * a * c * a * c * a ] RPH15.17 : Type {4,11,44} Order 88 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH15.18 : Type {4,12,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * b * c * a, (b * c * a * c * a * c)^2 ] RPH15.19 : Type {4,12,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * c * b * c * b, a * c * a * c * a * c * b * c * b * c * b * c ] RPH15.20 : Type {4,12,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * b * c * a * c * b * c ] RPH15.21 : Type {4,12,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH15.22 : Type {4,12,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, (a * c)^12 ] RPH15.23 : Type {4,40,40} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH15.24 : Type {4,40,40} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH15.25 : Type {6,7,42} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, c * a * c * a * c * a * c * a * c * a * c * a * c * b ] RPH15.26 : Type {6,8,8} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (a * b * c * b)^2, b * c * a * c * b * a * c * b * c * a ] RPH15.27 : Type {6,8,8} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, a * c * a * c * b * a * c * a * b * c ] RPH15.28 : Type {6,8,8} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^6, (a * c)^8 ] RPH15.29 : Type {6,8,8} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, b * c * b * a * b * a * c * a * b * a, (a * b)^6 ] RPH15.30 : Type {6,36,36} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * a * c * b * c ] RPH15.31 : Type {7,7,7} Order 98 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, (c * a)^7 ] RPH15.32 : Type {7,35,35} Order 70 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b, (b * a)^7 ] RPH15.33 : Type {7,35,35} Order 70 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b, (b * a)^7 ] RPH15.34 : Type {7,35,35} Order 70 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, c * b * c * b * c * b * a * b * c * b * c * b ] RPH15.35 : Type {8,8,20} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, c * a * c * a * c * b * a * b * c * a * c * a ] RPH15.36 : Type {8,8,20} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, c * a * c * a * c * b * a * c * a * b * c * a ] RPH15.37 : Type {9,12,36} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, (b * a)^9 ] RPH15.38 : Type {9,12,36} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, b * c * b * a * b * a * b * a * b * c * b * c * b * c ] RPH15.39 : Type {11,33,33} Order 66 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, b * c * b * c * a * c * b * c * b * c * b * c ] RPH15.40 : Type {11,33,33} Order 66 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * c * b, b * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a ] RPH15.41 : Type {11,33,33} Order 66 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * b * c * b, b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a ] RPH15.42 : Type {11,33,33} Order 66 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * b * a * c * a * c * a * c * a ] RPH15.43 : Type {11,33,33} Order 66 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * c * b * c * b * c ] RPH15.44 : Type {16,32,32} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^16 ] RPH15.45 : Type {16,32,32} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH15.46 : Type {16,32,32} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * a * b * c * b * c * b * c ] RPH15.47 : Type {16,32,32} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a ] RPH15.48 : Type {16,32,32} Order 64 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * b * c ] RPH15.49 : Type {31,31,31} Order 62 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH15.50 : Type {31,31,31} Order 62 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b ] RPH15.51 : Type {31,31,31} Order 62 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b ] RPH15.52 : Type {31,31,31} Order 62 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, b * a * b * a * b * a * b * a * b * c * b * c * b * c ] RPH15.53 : Type {31,31,31} Order 62 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * c * b, a * c * a * c * a * b * a * c * a * c * a * c ] RPH15.54 : Type {31,31,31} Order 62 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, c * b * c * b * c * b * c * a * c * a * c * b * c * b ] RPH16.1 : Type {3,3,4} Order 720 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^4, (a * b * a * c)^5, a * b * c * a * b * c * a * c * a * b * a * c * a * b * c * a * b * a * c * a * c * b * a * c ] RPH16.2 : Type {3,4,6} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * b)^4, (a * c)^6, (b * c * a * c * a * c)^2 ] RPH16.3 : Type {3,4,6} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c * a * c)^2, (b * c)^4, (a * c)^6 ] RPH16.4 : Type {3,6,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (a * b * a * c)^3 ] RPH16.5 : Type {3,6,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, c * a * b * c * a * b * a * c * b * a * c * a, a * c * a * c * a * c * a * c * b * c * b * c ] RPH16.6 : Type {3,6,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, c * a * b * c * b * a * c * a * c * a, (a * c * b * c)^3 ] RPH16.7 : Type {3,8,8} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * a * c * a, b * c * b * c * b * a * c * b * c * a, (a * c)^8 ] RPH16.8 : Type {3,10,15} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, c * a * c * a * c * a * c * b * c * b, c * b * a * c * a * b * a * c * a * b * c * a ] RPH16.9 : Type {3,17,51} Order 102 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c ] RPH16.10 : Type {3,18,18} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c ] RPH16.11 : Type {3,18,18} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c ] RPH16.12 : Type {3,18,18} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c ] RPH16.13 : Type {3,48,48} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, (a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c)^2 ] RPH16.14 : Type {4,4,5} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * b)^2, (b * c)^4, (c * a)^5 ] RPH16.15 : Type {4,4,17} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^17 ] RPH16.16 : Type {4,4,32} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c ] RPH16.17 : Type {4,6,6} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * b, (a * c)^6, (b * c * a * c * a * c)^2 ] RPH16.18 : Type {4,6,6} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c)^6, (b * c)^6 ] RPH16.19 : Type {4,6,6} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c)^6, (b * c)^6 ] RPH16.20 : Type {4,12,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c ] RPH16.21 : Type {4,22,44} Order 88 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH16.22 : Type {5,9,45} Order 90 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH16.23 : Type {5,10,10} Order 100 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH16.24 : Type {5,10,10} Order 100 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (b * a)^5, (a * c * a * c * b)^2 ] RPH16.25 : Type {5,10,10} Order 100 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^5, (a * c)^10 ] RPH16.26 : Type {5,10,10} Order 100 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, (b * a)^5, (a * c * a * b * a * b)^2 ] RPH16.27 : Type {5,40,40} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH16.28 : Type {5,40,40} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH16.29 : Type {6,6,9} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (c * a)^9 ] RPH16.30 : Type {6,6,9} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, (c * a)^9 ] RPH16.31 : Type {6,6,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, c * a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a ] RPH16.32 : Type {6,8,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * b * a * c * b * a * c * b * c * b, (a * b)^6 ] RPH16.33 : Type {6,14,21} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, c * a * c * a * c * a * c * b * c * b * c * b * c * b ] RPH16.34 : Type {8,10,40} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b, (a * b)^8 ] RPH16.35 : Type {9,36,36} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (b * a)^9 ] RPH16.36 : Type {9,36,36} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH16.37 : Type {10,10,20} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, (a * c * a * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b ] RPH16.38 : Type {10,10,20} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c ] RPH16.39 : Type {12,18,36} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b, (a * b)^12 ] RPH16.40 : Type {12,18,36} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a ] RPH16.41 : Type {17,34,34} Order 68 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH16.42 : Type {17,34,34} Order 68 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH16.43 : Type {17,34,34} Order 68 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * c * b * c, c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a ] RPH16.44 : Type {17,34,34} Order 68 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * c * b * c, c * a * c * a * c * a * b * a * c * a * c * a * c * a ] RPH16.45 : Type {17,34,34} Order 68 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c ] RPH16.46 : Type {17,34,34} Order 68 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c, b * c * b * c * a * c * b * c * b * c * b * c ] RPH16.47 : Type {17,34,34} Order 68 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, c * a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * b * a * c * a ] RPH16.48 : Type {17,34,34} Order 68 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^17 ] RPH16.49 : Type {18,18,18} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b ] RPH16.50 : Type {33,33,33} Order 66 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH16.51 : Type {33,33,33} Order 66 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * c, c * a * c * a * c * a * c * a * c * a * c * b * c * b ] RPH17.1 : Type {3,3,4} Order 768 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^4, (a * c * a * b * c * b * a * c * a * b)^2 ] RPH17.2 : Type {3,3,7} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (c * a)^7, (a * c * a * b)^4, (a * c * a * c * a * c * a * b)^2 ] RPH17.3 : Type {3,4,4} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, (a * c * a * b)^4, c * b * c * b * a * c * a * b * a * c * b * c * a * c * b * a ] RPH17.4 : Type {3,4,4} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, (a * c * a * b * c * b)^2, (a * c * a * b)^4 ] RPH17.5 : Type {3,4,4} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, (a * c * b * c)^3, (a * c * a * b)^4 ] RPH17.6 : Type {3,4,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, (a * c * a * c * a * c * b)^2 ] RPH17.7 : Type {3,5,5} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * a)^5, (c * b)^5, b * c * b * a * c * a * b * a * c * b * a * c * a * c ] RPH17.8 : Type {3,6,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * c)^6, (a * c * a * b)^4 ] RPH17.9 : Type {3,6,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (a * c)^6, (b * c * a * c)^4 ] RPH17.10 : Type {3,6,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c * a * c)^2, (a * c * b)^4, (a * c)^6 ] RPH17.11 : Type {3,15,15} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, b * c * a * c * a * b * a * c * a * c * b * c ] RPH17.12 : Type {3,51,51} Order 102 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH17.13 : Type {4,4,4} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, (a * b * c * b)^4 ] RPH17.14 : Type {4,4,4} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * b * a * b * a * c * b * a * b * a * c * b * a * b * c * b * a * b ] RPH17.15 : Type {4,4,4} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, (a * c * b * c * a * b)^2, (a * c * b)^4, (a * b * c * a * c * b)^2 ] RPH17.16 : Type {4,4,4} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, c * a * b * c * a * b * a * c * b * a * c * b, (a * b * c * a * c * b)^2 ] RPH17.17 : Type {4,4,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, (a * c)^6, (a * c * b * c * a * c * b)^2 ] RPH17.18 : Type {4,4,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, b * a * c * b * a * b * a * c * a * c * b * c, (a * c * b * c * a * b)^2, (a * c)^6 ] RPH17.19 : Type {4,4,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * b * a * c * b * a * b * c * a * b ] RPH17.20 : Type {4,4,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, (a * c)^6, (b * c * a * c * a * c)^2 ] RPH17.21 : Type {4,4,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, (a * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b ] RPH17.22 : Type {4,4,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b, (a * c)^6 ] RPH17.23 : Type {4,4,10} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c)^10 ] RPH17.24 : Type {4,4,18} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^18 ] RPH17.25 : Type {4,4,34} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a ] RPH17.26 : Type {4,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c * b)^4 ] RPH17.27 : Type {4,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, a * c * b * c * b * a * b * c * b * c, a * b * a * c * a * b * a * c * b * c * b * c ] RPH17.28 : Type {4,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * c)^8 ] RPH17.29 : Type {4,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * a * b * a * c * b * c * b, (a * c)^8 ] RPH17.30 : Type {4,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, (a * c * b)^4 ] RPH17.31 : Type {4,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * b * c * a * c, b * c * b * c * b * a * c * b * c * a ] RPH17.32 : Type {4,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, b * c * b * c * b * a * c * b * c * a, (a * c)^8 ] RPH17.33 : Type {4,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, a * c * b * a * c * b * a * c * a * b * c * b ] RPH17.34 : Type {4,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * a * b * c * b ] RPH17.35 : Type {4,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, (a * c)^8 ] RPH17.36 : Type {4,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, (a * c * b * c * b)^2, (a * c)^8 ] RPH17.37 : Type {4,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, (a * c * b)^4 ] RPH17.38 : Type {4,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * b * a * c * b * a * c * a * b * c * b ] RPH17.39 : Type {4,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * b * c * a * c, (a * c * b * c * b)^2 ] RPH17.40 : Type {4,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, a * b * a * c * a * b * a * c * b * c * b * c, a * c * b * a * c * b * a * b * c * b * a * c ] RPH17.41 : Type {4,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * c * b * a * c * a * c * a, b * c * b * c * b * a * c * b * c * a, a * b * a * c * a * b * a * c * b * c * b * c ] RPH17.42 : Type {4,24,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c ] RPH17.43 : Type {4,24,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH17.44 : Type {5,5,5} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (b * a)^5, (c * a)^5, (c * b)^5, (a * c * b)^4 ] RPH17.45 : Type {6,8,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, b * c * a * c * b * a * b * c * b * c, (a * b)^6 ] RPH17.46 : Type {6,8,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH17.47 : Type {6,12,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (a * b * c * b)^2, c * b * a * c * b * a * c * a * c * b ] RPH17.48 : Type {6,12,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, (b * c * a * c)^2, (a * b)^6 ] RPH17.49 : Type {6,12,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, (a * b)^6 ] RPH17.50 : Type {6,21,42} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, c * b * c * a * c * a * c * b * c * b * c * b * c * b ] RPH17.51 : Type {8,8,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, c * a * c * b * a * c * b * a * c * a * c * a * c * a ] RPH17.52 : Type {8,8,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b * c * a * c * a * c * b)^2 ] RPH17.53 : Type {8,20,40} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b * c * b * c * b, (a * b)^8 ] RPH17.54 : Type {8,20,40} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, b * c * b * c * b * a * b * a * b * c * b * c * b * c ] RPH17.55 : Type {10,20,20} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c ] RPH17.56 : Type {10,20,20} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (a * b)^10 ] RPH17.57 : Type {18,36,36} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^18 ] RPH17.58 : Type {18,36,36} Order 72 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH17.59 : Type {35,35,35} Order 70 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH17.60 : Type {35,35,35} Order 70 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a ] RPH17.61 : Type {35,35,35} Order 70 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a ] RPH18.1 : Type {3,19,57} Order 114 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH18.2 : Type {3,20,20} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c ] RPH18.3 : Type {3,54,54} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, (a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c)^2 ] RPH18.4 : Type {4,4,19} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^19 ] RPH18.5 : Type {4,4,36} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c ] RPH18.6 : Type {4,13,52} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH18.7 : Type {4,14,14} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, (a * c)^14 ] RPH18.8 : Type {4,48,48} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH18.9 : Type {5,45,45} Order 90 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH18.10 : Type {5,45,45} Order 90 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH18.11 : Type {6,6,10} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (a * c)^10 ] RPH18.12 : Type {6,12,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, c * a * b * c * b * a * c * a * c * a ] RPH18.13 : Type {6,16,16} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^6, b * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c ] RPH18.14 : Type {7,8,8} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^7, (a * c)^8 ] RPH18.15 : Type {7,42,42} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c, (b * a)^7 ] RPH18.16 : Type {7,42,42} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, (b * a)^7 ] RPH18.17 : Type {7,42,42} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, (b * a)^7 ] RPH18.18 : Type {8,12,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, c * a * c * b * c * a * b * a * c * b * c * a * c * b ] RPH18.19 : Type {10,40,40} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b ] RPH18.20 : Type {10,40,40} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * c * a * c * a * c * a, b * c * b * a * b * a * b * a * b * c * b * c * b * c ] RPH18.21 : Type {13,39,39} Order 78 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH18.22 : Type {13,39,39} Order 78 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * a * b * c * b * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * a ] RPH18.23 : Type {13,39,39} Order 78 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, b * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a ] RPH18.24 : Type {13,39,39} Order 78 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * b * c * b, b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a ] RPH18.25 : Type {13,39,39} Order 78 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH18.26 : Type {13,39,39} Order 78 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH18.27 : Type {14,14,21} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, b * c * a * c * b * a * b * c * b * a ] RPH18.28 : Type {14,14,21} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * b * c * a, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * c * b * c * b ] RPH18.29 : Type {14,14,21} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * b * a * c * a * b, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c ] RPH18.30 : Type {19,38,38} Order 76 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b ] RPH18.31 : Type {19,38,38} Order 76 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * a^2 * b * a * b * c * b * c * b * c * b * c * b * c * b ] RPH18.32 : Type {19,38,38} Order 76 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * c * b * c, c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a ] RPH18.33 : Type {19,38,38} Order 76 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH18.34 : Type {19,38,38} Order 76 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * c * b * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * a ] RPH18.35 : Type {19,38,38} Order 76 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c ] RPH18.36 : Type {19,38,38} Order 76 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH18.37 : Type {19,38,38} Order 76 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c, b * c * b * a * b * a * b * a * b * c * b * c * b * c ] RPH18.38 : Type {19,38,38} Order 76 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^19 ] RPH18.39 : Type {20,20,20} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * b * a * c * a * c, (a * c * b * c * b)^2, c * b * a * b * c * b * a * b * c * b * c * b ] RPH18.40 : Type {37,37,37} Order 74 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH18.41 : Type {37,37,37} Order 74 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b ] RPH18.42 : Type {37,37,37} Order 74 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * a * b ] RPH18.43 : Type {37,37,37} Order 74 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH18.44 : Type {37,37,37} Order 74 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, b * a * b * a * b * a * b * a * b * a * b * c * b * c ] RPH18.45 : Type {37,37,37} Order 74 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a ] RPH18.46 : Type {37,37,37} Order 74 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * c * a * c * a * c * a, b * c * b * a * b * a * b * a * b * c * b * c * b * c ] RPH19.1 : Type {3,3,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^6, (a * c * a * b)^4, c * a * b * c * a * c * a * b * a * c * a * c * b * a * c * a ] RPH19.2 : Type {3,3,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^6, b * a * c * a * c * a * b * a * c * a * c * a * b * c, b * c * a * b * c * a * c * b * a * c * a * b * a * c * a * b * a * c * a * b * a * c * b * a ] RPH19.3 : Type {3,3,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * b * a * c)^3, (a * c * a * c * a * c * a * c * b)^2 ] RPH19.4 : Type {3,4,6} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, (a * c)^6, a * c * a * c * b * a * c * a * c * b * a * c * a * b * c * a * c * a * c * b ] RPH19.5 : Type {3,4,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, b * c * a * c * b * a * c * a * c * a ] RPH19.6 : Type {3,4,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c * a * c)^2, (b * c)^4, b * a * c * a * b * a * c * a * b * a * c * a * b * c * a * c * a * c ] RPH19.7 : Type {3,4,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * a * c * a * b)^2, b * c * b * a * c * b * a * c * a * b * c * a ] RPH19.8 : Type {3,4,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, c * a * c * a * b * c * b * a * c * a * c * a * c * a, c * b * a * c * b * a * c * a * b * a * c * a * b * c * a * c * b * a ] RPH19.9 : Type {3,5,6} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^5, c * a * c * b * c * b * a * c * a * b * c * b ] RPH19.10 : Type {3,8,24} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH19.11 : Type {3,9,9} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, c * b * a * c * a * b * a * c * a * b * c * a, c * a * c * b * c * a * c * a * c * a * c * a * c * b * c * a * c * b ] RPH19.12 : Type {3,9,9} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * b * a * c)^3, b * c * b * a * c * b * a * c * a * b * c * a ] RPH19.13 : Type {3,9,9} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, c * b * c * a * c * b * a * c * a * b * c * a ] RPH19.14 : Type {3,9,9} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * b * a * c)^3 ] RPH19.15 : Type {3,9,9} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, c * b * a * c * a * b * a * c * a * b * c * a, b * c * a * b * c * b * a * c * b * c * a * c ] RPH19.16 : Type {3,12,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * b * c * a, (a * c * a * b * c * b)^2, (b * c * a * c * a * c)^2 ] RPH19.17 : Type {3,12,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (a * c * b * c)^3, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH19.18 : Type {3,20,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c ] RPH19.19 : Type {3,21,21} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH19.20 : Type {3,57,57} Order 114 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c ] RPH19.21 : Type {4,4,4} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * b * a * c * a * b * c * b * a * c * b ] RPH19.22 : Type {4,4,4} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, a * c * b * a * c * b * a * c * b * a * b * c * a * b * c * a * c * b ] RPH19.23 : Type {4,4,5} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (c * a)^5, (a * c * a * c * a * b)^2, (a * c * b)^4 ] RPH19.24 : Type {4,4,6} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, (c * b * a * b)^3 ] RPH19.25 : Type {4,4,6} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * a * c * b)^2, (c * b * a * b)^3 ] RPH19.26 : Type {4,4,20} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c ] RPH19.27 : Type {4,4,20} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * b * c * a * c * a * c * a * c * a * c)^2 ] RPH19.28 : Type {4,4,20} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^20 ] RPH19.29 : Type {4,4,38} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH19.30 : Type {4,6,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^6, a * c * a * c * a * c * b * a * b * c * a * c * a * c ] RPH19.31 : Type {4,6,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (b * c * a * c * a * c)^2, a * c * a * c * a * c * b * a * b * c * a * c * a * c ] RPH19.32 : Type {4,6,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, a * c * a * c * a * c * b * c * a * c * b * c, (b * c)^6 ] RPH19.33 : Type {4,8,8} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, (a * c * b * c)^3 ] RPH19.34 : Type {4,8,8} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, c * b * c * a * c * a * b * a * c * a * c * b * c * a ] RPH19.35 : Type {4,8,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * a * b * a * c * b * c * b, c * a * c * a * b * c * a * c * b * a * c * a * c * a * c * a * c * a ] RPH19.36 : Type {4,8,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * c * a * c * a * c * a * c * a * b * c * a * c ] RPH19.37 : Type {4,12,15} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * a * c * b * a * c * a * c * a * c ] RPH19.38 : Type {4,14,28} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH19.39 : Type {4,26,52} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH19.40 : Type {6,6,6} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * b * a * c * b * c * b, a * c * b * a * b * a * b * c * a * c, b * c * b * c * b * a * c * a * c * a, c * a * b * c * b * a * b * a * c * a * b * c * a * b ] RPH19.41 : Type {6,6,6} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * b * a * c * b * c * b, (a * c * a * c * b)^2, (a * b)^6, a * b * a * c * a * b * a * c * b * a * b * c ] RPH19.42 : Type {6,6,6} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, b * c * a * c * b * a * c * b * c * a, (a * b)^6, (a * c)^6 ] RPH19.43 : Type {6,9,18} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH19.44 : Type {6,9,18} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * c * b * a * b * a * b * c * b * c, b * a * c * a * b * a * c * b * c * a, (a * c * a * c * b)^2 ] RPH19.45 : Type {6,9,18} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * c, (a * c * a * c * b)^2, (a * b)^6 ] RPH19.46 : Type {6,16,48} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH19.47 : Type {6,24,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH19.48 : Type {6,24,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, (a * c * b * a * b)^2, (a * b)^6 ] RPH19.49 : Type {8,12,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, (a * b)^8 ] RPH19.50 : Type {8,12,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * a * b * c, a * c * a * c * a * c * a * c * b * c * b * c ] RPH19.51 : Type {9,15,45} Order 90 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b, (b * a)^9 ] RPH19.52 : Type {9,15,45} Order 90 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH19.53 : Type {12,12,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c, c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH19.54 : Type {12,12,12} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * b * a * c * a * c, (a * c * b * c * b)^2, b * c * b * c * a * c * b * a * b * c * b * c * b * c ] RPH19.55 : Type {14,21,42} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH19.56 : Type {14,21,42} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c ] RPH19.57 : Type {14,21,42} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * a^2 * b * a * b * a * b * c * b * c * b * c * b ] RPH19.58 : Type {14,21,42} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b, a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b ] RPH19.59 : Type {14,21,42} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH19.60 : Type {15,15,15} Order 90 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH19.61 : Type {20,40,40} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * a ] RPH19.62 : Type {20,40,40} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a ] RPH19.63 : Type {20,40,40} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^20 ] RPH19.64 : Type {20,40,40} Order 80 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * b ] RPH19.65 : Type {39,39,39} Order 78 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH19.66 : Type {39,39,39} Order 78 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b, a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b ] RPH19.67 : Type {39,39,39} Order 78 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * a * b * a * b * c * b * c * b * c ] RPH20.1 : Type {3,4,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, a * c * a * b * c * b * a * c * a * c * a * c ] RPH20.2 : Type {3,22,22} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c ] RPH20.3 : Type {3,60,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH20.4 : Type {4,4,21} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^21 ] RPH20.5 : Type {4,4,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH20.6 : Type {4,9,9} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * b * c * a, c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * b * c * a ] RPH20.7 : Type {4,12,30} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * c * a * c * b * a * c * a * b * c * a ] RPH20.8 : Type {4,15,20} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, a * c * a * c * a * b * a * c * b * c * b * c ] RPH20.9 : Type {4,28,28} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b ] RPH20.10 : Type {5,11,55} Order 110 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH20.11 : Type {5,12,12} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^5, (a * c)^12 ] RPH20.12 : Type {5,50,50} Order 100 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH20.13 : Type {5,50,50} Order 100 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH20.14 : Type {6,6,11} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (c * a)^11 ] RPH20.15 : Type {6,6,30} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, c * a * c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a ] RPH20.16 : Type {6,10,10} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^6, (a * c)^10 ] RPH20.17 : Type {6,48,48} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH20.18 : Type {8,8,14} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, b * c * a * c * a * c * a * c * a * c * a * c * b * a * b * c * b * a ] RPH20.19 : Type {9,45,45} Order 90 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * b * c * b * c * b, (b * a)^9 ] RPH20.20 : Type {9,45,45} Order 90 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * c * a * c * a * c * a, b * c * b * c * b * a * b * a * b * c * b * c * b * c ] RPH20.21 : Type {11,44,44} Order 88 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c ] RPH20.22 : Type {11,44,44} Order 88 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c ] RPH20.23 : Type {11,44,44} Order 88 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, a * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * a * b ] RPH20.24 : Type {11,44,44} Order 88 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH20.25 : Type {11,44,44} Order 88 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (b * a)^11 ] RPH20.26 : Type {12,12,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, a * c * a * c * b * a * b * c * a * c ] RPH20.27 : Type {12,16,16} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, c * b * c * a * b * a * c * b * c * a ] RPH20.28 : Type {21,42,42} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c ] RPH20.29 : Type {21,42,42} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * c * b * c, c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH20.30 : Type {21,42,42} Order 84 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^21 ] RPH20.31 : Type {22,22,22} Order 88 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * b ] RPH20.32 : Type {22,22,22} Order 88 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH20.33 : Type {41,41,41} Order 82 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH20.34 : Type {41,41,41} Order 82 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a^2 * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH20.35 : Type {41,41,41} Order 82 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, a * b * c * b * c * b * c * b * c * b * c * a^2 * b * a * b * a * b * c * b * c * b * c * b ] RPH20.36 : Type {41,41,41} Order 82 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, a * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b ] RPH20.37 : Type {41,41,41} Order 82 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * a * b * c * b * c * b * c ] RPH20.38 : Type {41,41,41} Order 82 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * c * a * c * a * c * a, b * c * b * c * b * a * b * a * b * c * b * c * b * c ] RPH20.39 : Type {41,41,41} Order 82 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b * c * b * c * b, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a ] RPH21.1 : Type {3,3,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * b * a * c)^3, (a * c)^8 ] RPH21.2 : Type {3,3,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, c * a * c * b * a * c * b * a * c * a * b * c * a * b, (a * c)^8, b * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * b * c ] RPH21.3 : Type {3,4,4} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, (a * c * b)^4 ] RPH21.4 : Type {3,6,6} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * a * b)^2, (a * c * b * c * a * b)^2, (a * c)^6 ] RPH21.5 : Type {3,8,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * b, (a * c)^8 ] RPH21.6 : Type {3,8,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (a * c * b * c)^3, (a * c)^8 ] RPH21.7 : Type {3,8,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * b * c * a, (b * c * a * c * a * c)^2, (a * c * a * b)^4 ] RPH21.8 : Type {3,8,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * a * c * a * b * a * c * b * c * a * b, c * a * c * b * a * c * b * a * c * a * c * a * c * b ] RPH21.9 : Type {3,8,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * b * c * a, (a * c * a * b * c * b)^2, (a * c)^8 ] RPH21.10 : Type {3,22,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH21.11 : Type {3,63,63} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH21.12 : Type {4,4,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c * a * c)^2, (a * c)^12 ] RPH21.13 : Type {4,4,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, b * a * c * b * a * b * a * c * a * c * b * c, (a * c * b * c * a * b)^2, a * c * a * c * a * c * b * a * c * a * b * c * a * c ] RPH21.14 : Type {4,4,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (b * c)^4, (a * c * b * a * c * a * b)^2, a * c * a * c * a * c * b * a * c * a * b * c * a * c ] RPH21.15 : Type {4,4,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, b * a * c * b * a * b * a * c * a * c * b * c, (c * b * a * b)^3 ] RPH21.16 : Type {4,4,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * b * a * c * a * b ] RPH21.17 : Type {4,4,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, a * c * a * c * b * a * b * a * c * b * a * c * a * b, a * c * a * c * a * c * b * a * c * a * c * a * b * c ] RPH21.18 : Type {4,4,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c * a * c * a * b)^2, (a * c * a * c * a * c * b)^2 ] RPH21.19 : Type {4,4,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c)^12 ] RPH21.20 : Type {4,4,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b, a * c * a * c * b * a * c * b * a * b * c * a * b * c * a * c ] RPH21.21 : Type {4,4,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c)^12 ] RPH21.22 : Type {4,4,22} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^22 ] RPH21.23 : Type {4,4,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH21.24 : Type {4,6,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * b * c * b * a * c * a * c * a, (a * b * a * c)^3 ] RPH21.25 : Type {4,6,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * b * c * b * a * c * a * c * a, c * b * a * c * a * b * a * c * a * b * c * a, (a * c)^6 ] RPH21.26 : Type {4,6,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * a * b * c * b, (a * c)^6, (b * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b ] RPH21.27 : Type {4,6,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b)^4, (a * c)^6, (b * c * a * c * a * c)^2 ] RPH21.28 : Type {4,6,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * c * b * a * c * b * c * a, c * a * b * c * a * b * a * c * b * a * c * a, (a * c)^6 ] RPH21.29 : Type {4,15,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a ] RPH21.30 : Type {4,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH21.31 : Type {4,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, (a * c)^16 ] RPH21.32 : Type {4,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * c * a * c * b * c * b * c ] RPH21.33 : Type {4,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * c * a * b * a * c * a * c * a * c ] RPH21.34 : Type {4,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH21.35 : Type {4,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, b * c * b * c * b * a * c * b * c * a, (b * c * a * c * a * c * a * c)^2 ] RPH21.36 : Type {4,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, b * c * b * c * b * a * c * b * c * a, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH21.37 : Type {4,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH21.38 : Type {4,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH21.39 : Type {4,20,30} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * c * a * c * a * c * b * c * b ] RPH21.40 : Type {4,56,56} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a ] RPH21.41 : Type {4,56,56} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH21.42 : Type {7,8,56} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH21.43 : Type {7,49,49} Order 98 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, c * b * c * b * c * a * c * b * c * b * c * b * c * b ] RPH21.44 : Type {7,49,49} Order 98 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, c * a * c * a * c * a * c * a * c * b * c * b * c * b ] RPH21.45 : Type {7,49,49} Order 98 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, c * a * c * a * c * a * c * a * c * a * c * b * c * b ] RPH21.46 : Type {8,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, a * c * b * c * b * a * b * c * b * c, a * b * a * c * a * b * a * c * b * c * b * c ] RPH21.47 : Type {8,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b, a * c * b * a * c * b * a * b * c * a * b * c ] RPH21.48 : Type {8,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * a * b * c * a * b * a * c * b * c * a * c ] RPH21.49 : Type {8,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * b * a * c, (a * c)^8 ] RPH21.50 : Type {8,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^8, (a * c)^8 ] RPH21.51 : Type {8,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, b * c * b * a * b * a * c * a * b * a, (a * b)^8 ] RPH21.52 : Type {8,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * a * b * c, (a * c)^8 ] RPH21.53 : Type {8,8,8} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, (a * c)^8 ] RPH21.54 : Type {8,8,28} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a ] RPH21.55 : Type {8,8,28} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, c * a * c * a * c * a * c * b * a * c * a * b * c * a * c * a ] RPH21.56 : Type {8,48,48} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c, (a * b)^8 ] RPH21.57 : Type {8,48,48} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, (a * b)^8 ] RPH21.58 : Type {8,48,48} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, b * c * b * c * b * c * b * a * b * c * b * c * b * c ] RPH21.59 : Type {12,16,48} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH21.60 : Type {12,16,48} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH21.61 : Type {12,24,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (a * b)^12 ] RPH21.62 : Type {12,24,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, b * a * b * a * b * a * b * a * b * a * c * a * b * c ] RPH21.63 : Type {15,45,45} Order 90 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * b * c * b, b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a ] RPH21.64 : Type {15,45,45} Order 90 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * c * a * c * a * c * a, b * c * b * c * b * c * b * a * b * c * b * c * b * c ] RPH21.65 : Type {15,45,45} Order 90 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b ] RPH21.66 : Type {16,16,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * c * b * a * c * a * c, (a * c * b * a * b)^2, a * c * b * c * a * c * b * c * b * c * b * c ] RPH21.67 : Type {16,16,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * b * a * b * a * c * a * c * a ] RPH21.68 : Type {16,16,24} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * b * a * c * a * b, c * a * b * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH21.69 : Type {22,44,44} Order 88 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c ] RPH21.70 : Type {22,44,44} Order 88 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH21.71 : Type {22,44,44} Order 88 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a ] RPH21.72 : Type {22,44,44} Order 88 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * c * b * c, c * a * c * a * c * a * b * a * c * a * c * a * c * a ] RPH21.73 : Type {22,44,44} Order 88 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^22 ] RPH21.74 : Type {43,43,43} Order 86 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH21.75 : Type {43,43,43} Order 86 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH21.76 : Type {43,43,43} Order 86 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH21.77 : Type {43,43,43} Order 86 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH21.78 : Type {43,43,43} Order 86 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH21.79 : Type {43,43,43} Order 86 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * c, c * a * c * a * c * a * b * a * c * a * c * a * c * a ] RPH21.80 : Type {43,43,43} Order 86 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH21.81 : Type {43,43,43} Order 86 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, c * a * c * a * c * a * c * b * c * b * c * b * c * b ] RPH22.1 : Type {3,3,4} Order 1008 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^4, c * a * b * a * c * a * b * c * a * b * c * a * b * c * b * a * c * b * a * c * b * a ] RPH22.2 : Type {3,3,4} Order 1008 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^4, (a * c * b)^6 ] RPH22.3 : Type {3,23,69} Order 138 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH22.4 : Type {3,24,24} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH22.5 : Type {3,24,24} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH22.6 : Type {3,24,24} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH22.7 : Type {3,66,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c ] RPH22.8 : Type {4,4,4} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, c * a * b * a * c * a * b * a * c * b * c * a * c * b, b * c * b * a * c * a * b * a * c * a * b * c * b * a ] RPH22.9 : Type {4,4,4} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, (a * b * a * c)^3, (c * b * a * b)^3 ] RPH22.10 : Type {4,4,23} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^23 ] RPH22.11 : Type {4,4,44} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH22.12 : Type {4,5,5} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (c * a)^5, (c * b)^5, (a * c * b * c)^3 ] RPH22.13 : Type {4,8,10} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * a * b * a * c * b * c * b, (a * c)^10 ] RPH22.14 : Type {4,9,18} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * c * b * c * b, c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b ] RPH22.15 : Type {4,12,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, a * c * a * c * a * c * b * c * a * c * b * c, c * b * c * b * c * a * b * a * c * b * c * b * c * b ] RPH22.16 : Type {4,12,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * b * c * a * b * a * c * b * c * b * c * b, a * c * a * c * a * c * b * a * b * c * a * c * a * c ] RPH22.17 : Type {4,30,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH22.18 : Type {5,12,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH22.19 : Type {5,55,55} Order 110 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH22.20 : Type {5,55,55} Order 110 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH22.21 : Type {6,6,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, (b * c)^6 ] RPH22.22 : Type {6,6,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (a * c)^12 ] RPH22.23 : Type {6,6,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * b * c * b * c ] RPH22.24 : Type {6,6,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (a * c * a * c * b)^2, (a * b)^6 ] RPH22.25 : Type {6,6,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, (a * c)^12 ] RPH22.26 : Type {6,6,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * b * a * c * b * c * b, (a * c * a * c * b)^2, (a * b)^6, (a * b * a * c)^3 ] RPH22.27 : Type {6,6,33} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, a * c * a * c * a * c * a * c * a * c * b * a * c * a * c * a * b * c * a * c * a * c * a * c ] RPH22.28 : Type {6,8,8} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * c * b * a * c * a * c * a, b * c * b * c * b * a * c * b * c * a, (a * b)^6, a * c * a * b * a * b * a * c * a * c * b * c ] RPH22.29 : Type {6,10,30} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH22.30 : Type {6,27,54} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH22.31 : Type {6,27,54} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH22.32 : Type {9,18,18} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b * c * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * b * a * b * a * c * b * c * a * c ] RPH22.33 : Type {9,18,18} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, a * c * a * c * b * c * b * c, (b * a)^9 ] RPH22.34 : Type {9,18,18} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, (b * a)^9 ] RPH22.35 : Type {10,25,50} Order 100 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH22.36 : Type {10,25,50} Order 100 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * c * b * c * b * c, a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c ] RPH22.37 : Type {10,25,50} Order 100 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b * c * b * c * b, (a * b)^10 ] RPH22.38 : Type {10,25,50} Order 100 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b, c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH22.39 : Type {12,48,48} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH22.40 : Type {16,24,48} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b, (a * b)^16 ] RPH22.41 : Type {16,24,48} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH22.42 : Type {16,24,48} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c ] RPH22.43 : Type {16,24,48} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH22.44 : Type {23,46,46} Order 92 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b ] RPH22.45 : Type {23,46,46} Order 92 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH22.46 : Type {23,46,46} Order 92 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * c * b * c, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c ] RPH22.47 : Type {23,46,46} Order 92 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH22.48 : Type {23,46,46} Order 92 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * b * a * c * a * c * a * c * a ] RPH22.49 : Type {23,46,46} Order 92 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b ] RPH22.50 : Type {23,46,46} Order 92 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH22.51 : Type {23,46,46} Order 92 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c ] RPH22.52 : Type {23,46,46} Order 92 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * b * a * b * a ] RPH22.53 : Type {23,46,46} Order 92 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH22.54 : Type {23,46,46} Order 92 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^23 ] RPH22.55 : Type {45,45,45} Order 90 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH22.56 : Type {45,45,45} Order 90 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * a * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH23.1 : Type {3,5,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^5, a * c * a * c * a * b * a * c * b * c * a * b ] RPH23.2 : Type {3,69,69} Order 138 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH23.3 : Type {4,4,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^24 ] RPH23.4 : Type {4,4,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * b * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * a * c ] RPH23.5 : Type {4,4,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, a * c * b * c * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * b * c * a * c * a * c * a * c ] RPH23.6 : Type {4,4,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * a * c ] RPH23.7 : Type {4,4,46} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH23.8 : Type {4,6,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * b * c * a * c, (b * c * b * c * a * c)^2, (b * c)^6 ] RPH23.9 : Type {4,6,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * b * c * a * c, (b * c)^6, c * b * c * a * c * a * b * a * c * b * c * a * c * b ] RPH23.10 : Type {4,6,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * b * a * c * b * c, a * c * a * c * b * a * c * b * a * c * a * c * a * b * c * b ] RPH23.11 : Type {4,6,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * c * b * a * c * b * c * b * a ] RPH23.12 : Type {4,6,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * c * b * a * c * b * c * a * b ] RPH23.13 : Type {4,6,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * a * c * a * b * a * c * a * b * c ] RPH23.14 : Type {4,6,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^6, (a * c)^8 ] RPH23.15 : Type {4,6,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, a * c * b * c * b * a * b * c * b * c, (b * c)^6 ] RPH23.16 : Type {4,32,32} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b ] RPH23.17 : Type {4,32,32} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a ] RPH23.18 : Type {6,20,20} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^6, a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH23.19 : Type {8,8,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, c * a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a ] RPH23.20 : Type {8,8,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, b * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * a * b * c ] RPH23.21 : Type {8,14,56} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b * c * b * c * b, (a * b)^8 ] RPH23.22 : Type {10,12,12} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, a * c * b * c * a * b * a * b * a * c * b * c * a * c * b * c ] RPH23.23 : Type {24,48,48} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^24 ] RPH23.24 : Type {24,48,48} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * a * b ] RPH23.25 : Type {24,48,48} Order 96 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH23.26 : Type {47,47,47} Order 94 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH23.27 : Type {47,47,47} Order 94 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH23.28 : Type {47,47,47} Order 94 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH23.29 : Type {47,47,47} Order 94 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH23.30 : Type {47,47,47} Order 94 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b ] RPH23.31 : Type {47,47,47} Order 94 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * b * a * c * a * c * a * c * a ] RPH23.32 : Type {47,47,47} Order 94 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH23.33 : Type {47,47,47} Order 94 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b * c * b * c * b, a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c ] RPH24.1 : Type {3,4,7} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * b * a * c)^3, (b * c * a * c * a * c)^2 ] RPH24.2 : Type {3,4,7} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c * a * c)^2, (b * c)^4, (c * a)^7 ] RPH24.3 : Type {3,14,21} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * a, c * a * c * a * c * a * c * b * c * b * c * b * c * b ] RPH24.4 : Type {3,25,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH24.5 : Type {3,26,26} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c ] RPH24.6 : Type {3,72,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH24.7 : Type {4,4,25} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^25 ] RPH24.8 : Type {4,4,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH24.9 : Type {4,5,6} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * b * a * b * c * a, (c * b)^5 ] RPH24.10 : Type {4,5,6} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (c * b)^5, (a * b * a * c)^3 ] RPH24.11 : Type {4,5,6} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * b)^2, (c * b)^5, (a * c)^6, (b * c * a * c * a * c)^2 ] RPH24.12 : Type {4,8,20} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c * a * c ] RPH24.13 : Type {4,17,68} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, c * b * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b ] RPH24.14 : Type {4,18,18} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, a * c * a * c * a * c * b * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH24.15 : Type {4,18,18} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * b * c * a, c * a * c * a * c * b * c * b * c * a * c * b * c * b * c * a * c * a ] RPH24.16 : Type {4,64,64} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH24.17 : Type {5,13,65} Order 130 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH24.18 : Type {5,14,14} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^5, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c ] RPH24.19 : Type {5,60,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH24.20 : Type {5,60,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH24.21 : Type {6,6,13} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (c * a)^13 ] RPH24.22 : Type {6,20,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH24.23 : Type {6,30,30} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH24.24 : Type {7,9,63} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH24.25 : Type {7,10,10} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^7, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c ] RPH24.26 : Type {7,56,56} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH24.27 : Type {7,56,56} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH24.28 : Type {7,56,56} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH24.29 : Type {8,8,9} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, (c * a)^9 ] RPH24.30 : Type {8,28,56} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * b, (a * b)^8 ] RPH24.31 : Type {8,28,56} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * b * c * b * c * b * c * b, (a * b)^8 ] RPH24.32 : Type {9,54,54} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, (b * a)^9 ] RPH24.33 : Type {9,54,54} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH24.34 : Type {9,54,54} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, (b * a)^9 ] RPH24.35 : Type {10,10,30} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, c * b * c * b * a * b * a * b * c * b * c * b, (a * c * a * c * a * c * b)^2 ] RPH24.36 : Type {10,10,30} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * c * a * b)^2, a * c * a * c * a * c * b * a * b * c * a * c * a * c ] RPH24.37 : Type {10,15,15} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * b * c * a, (a * b * a * c)^3, (a * c * b)^4 ] RPH24.38 : Type {10,15,15} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * a * c * a * b * a * c * b * c * a, b * c * a * c * b * a * b * c * b * a, (a * c * b)^4 ] RPH24.39 : Type {12,12,15} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, a * c * b * a * c * b * a * c * a * c * a * c ] RPH24.40 : Type {13,52,52} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH24.41 : Type {13,52,52} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c ] RPH24.42 : Type {13,52,52} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH24.43 : Type {13,52,52} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH24.44 : Type {13,52,52} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH24.45 : Type {13,52,52} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (b * a)^13 ] RPH24.46 : Type {14,14,28} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, (a * c * a * c * b)^2, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH24.47 : Type {14,14,28} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * c * b * c * b, a * c * a * b * a * b * a * c * a * c * a * c ] RPH24.48 : Type {14,14,28} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * c * b)^2, a * c * a * b * a * c * a * b * a * c * a * c * a * c * a * c ] RPH24.49 : Type {17,51,51} Order 102 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c ] RPH24.50 : Type {17,51,51} Order 102 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * c * b * c * b * c, b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH24.51 : Type {17,51,51} Order 102 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a ] RPH24.52 : Type {17,51,51} Order 102 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c ] RPH24.53 : Type {17,51,51} Order 102 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * b * c * b, b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a ] RPH24.54 : Type {17,51,51} Order 102 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH24.55 : Type {17,51,51} Order 102 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH24.56 : Type {17,51,51} Order 102 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * a ] RPH24.57 : Type {25,50,50} Order 100 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c ] RPH24.58 : Type {25,50,50} Order 100 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH24.59 : Type {25,50,50} Order 100 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH24.60 : Type {25,50,50} Order 100 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH24.61 : Type {25,50,50} Order 100 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH24.62 : Type {25,50,50} Order 100 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^25 ] RPH24.63 : Type {25,50,50} Order 100 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH24.64 : Type {25,50,50} Order 100 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * c * b * c * b, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH24.65 : Type {26,26,26} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b ] RPH24.66 : Type {26,26,26} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, a * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH24.67 : Type {26,26,26} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c ] RPH24.68 : Type {49,49,49} Order 98 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH24.69 : Type {49,49,49} Order 98 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH24.70 : Type {49,49,49} Order 98 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * c * b, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH24.71 : Type {49,49,49} Order 98 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * c * b, b * a * b * a * b * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH24.72 : Type {49,49,49} Order 98 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH24.73 : Type {49,49,49} Order 98 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a ] RPH24.74 : Type {49,49,49} Order 98 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b, c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH25.1 : Type {3,3,5} Order 720 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (c * a)^5, (a * c * a * b)^4, (a * c * a * c * b)^4 ] RPH25.2 : Type {3,3,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^6, b * a * c * a * c * a * b * a * c * a * c * a * b * c, (a * c * b)^8 ] RPH25.3 : Type {3,3,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^6, (a * c * a * c * b * a * c * a * b)^2, c * a * c * a * c * b * a * c * b * a * c * a * c * a * b * c * a * b ] RPH25.4 : Type {3,3,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c * a * c * a * c * b)^2, b * a * c * b * a * c * a * b * a * c * a * b * c * a * b * c ] RPH25.5 : Type {3,3,15} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c * a * b * c * b)^2 ] RPH25.6 : Type {3,3,15} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, c * a * c * a * c * b * a * c * a * c * a * b, (a * c * b)^6 ] RPH25.7 : Type {3,4,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b, c * b * c * b * a * c * a * b * a * c * b * c * a * b * c * a ] RPH25.8 : Type {3,4,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, (a * c)^6, c * a * b * a * c * a * c * b * a * c * a * b * a * c * a * b * c * a * c * a * b * a * c * a ] RPH25.9 : Type {3,4,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c)^6, c * a * b * c * a * c * b * a * c * a * c * b * c * a, c * a * c * b * a * c * a * b * a * c * b * a * c * b * c * a ] RPH25.10 : Type {3,4,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * b)^4, (a * c)^6, c * a * b * c * a * c * b * a * c * a * c * b * c * a ] RPH25.11 : Type {3,4,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * a * c * a * b)^2, (a * c)^6 ] RPH25.12 : Type {3,4,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * b * a * c * a * b)^2, c * a * c * b * a * c * b * a * c * a * c * a * c * b ] RPH25.13 : Type {3,4,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, c * b * a * c * b * a * c * a * b * a * c * a * b * c * a * c * b * a, (a * c * a * c * a * c * a * c * b)^2 ] RPH25.14 : Type {3,4,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * a * c * b)^2, c * b * c * a * b * a * c * a * b * a * c * b * c * a * b * c * b * a ] RPH25.15 : Type {3,4,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, c * a * c * a * b * c * b * a * c * a * c * a * c * a, a * c * a * c * b * a * c * a * c * b * a * c * a * b * c * a * c * a * b * c ] RPH25.16 : Type {3,6,6} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * b * a * c)^3, (a * c * b)^4, (a * c)^6 ] RPH25.17 : Type {3,6,6} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^6, (b * c)^6, (a * c * b * a * c * a * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * b ] RPH25.18 : Type {3,6,6} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * a * c * a * b * a * c * b * c * a * b, (a * c)^6, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH25.19 : Type {3,6,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * a * b)^2, (a * c * a * b * c * b)^2, (b * c * a * c * a * c)^2 ] RPH25.20 : Type {3,8,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * a, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH25.21 : Type {3,8,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, (a * c * a * c * a * b)^2 ] RPH25.22 : Type {3,9,9} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * c * b)^4, (c * a)^9 ] RPH25.23 : Type {3,10,30} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * a * c ] RPH25.24 : Type {3,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * a * c * a * b * a * c * b * c * a * b, c * a * c * b * a * c * b * a * c * b * c * b * c * a ] RPH25.25 : Type {3,21,21} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * c * b)^4, c * a * c * a * c * a * c * a * c * b * c * a * c * b ] RPH25.26 : Type {3,26,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH25.27 : Type {3,27,27} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH25.28 : Type {3,75,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH25.29 : Type {4,4,5} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, (c * a)^5 ] RPH25.30 : Type {4,4,5} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (c * a)^5, (a * c * a * c * a * b)^2, (a * c * b * c * a * b)^2 ] RPH25.31 : Type {4,4,6} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, a * c * b * a * c * b * a * b * c * a * b * c, (a * c)^6 ] RPH25.32 : Type {4,4,6} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * b)^2, (b * c)^4, (a * c)^6 ] RPH25.33 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b, (a * c)^8 ] RPH25.34 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * a * c * b)^2, c * a * b * c * a * b * a * c * b * a * c * b ] RPH25.35 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * a * c * b)^2, (a * c * b * c * a * b)^2 ] RPH25.36 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, (a * c * b)^4 ] RPH25.37 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * b)^2, (b * c)^4, (a * c)^8, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * b ] RPH25.38 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * b * c * a * b * a * c * b * a * c * b, (a * b * c * a * c * b)^2, a * b * a * c * b * a * b * a * c * a * c * a * c * b ] RPH25.39 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, (a * c * b * c * a * c * b)^2, (a * c)^8 ] RPH25.40 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, b * c * b * a * c * b * a * c * a * b * c * a, c * a * c * a * c * b * a * b * c * b * a * b ] RPH25.41 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, (a * c * b)^4, (a * c)^8, (b * c * a * c)^4 ] RPH25.42 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, (a * c * b)^4, c * a * c * a * c * b * a * b * c * b * a * b ] RPH25.43 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, b * c * b * a * c * b * a * c * a * c * b * a ] RPH25.44 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * a * c * b * a * c * a * b * c, (a * c * b * c * a * b)^2 ] RPH25.45 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * b * a * b * a * c * b * a * c * b, (a * c)^8 ] RPH25.46 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, (b * c * a * c * a * c)^2, (a * c)^8 ] RPH25.47 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * b * c * b * a * c * a * c * a, (a * c * a * b)^4 ] RPH25.48 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, a * c * b * a * c * b * a * b * c * a * c * b, (a * c * a * b)^4 ] RPH25.49 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, a * c * b * a * c * b * a * b * c * a * b * c, (a * c * a * c * a * c * a * b)^2 ] RPH25.50 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, a * c * b * a * c * b * a * b * c * a * c * b, (a * c * a * c * a * c * a * b)^2 ] RPH25.51 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * b * c * b * a * c * a * c * a, c * b * a * b * a * c * b * a * b * a * c * a * b * a * c * a * b * a ] RPH25.52 : Type {4,4,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, c * b * a * c * b * a * b * a * c * a * c * a * b * a, (a * c)^8 ] RPH25.53 : Type {4,4,14} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c)^14 ] RPH25.54 : Type {4,4,26} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^26 ] RPH25.55 : Type {4,4,50} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH25.56 : Type {4,6,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * a * c * b * c ] RPH25.57 : Type {4,6,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b)^4, (b * c * a * c * a * c)^2, (b * c)^6, c * b * c * a * c * a * b * a * c * b * c * a * c * b ] RPH25.58 : Type {4,6,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * a * b * c * b, (b * c * b * c * a * c)^2, (b * c)^6 ] RPH25.59 : Type {4,6,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * c * b * a * c * a * b * c * a ] RPH25.60 : Type {4,6,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * b * a * c * b * c, (a * c * a * c * a * c * b)^2 ] RPH25.61 : Type {4,6,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * c * b)^2, a * c * b * a * c * b * a * b * c * a * b * c, c * b * a * b * c * b * a * c * a * c * a * b, a * c * a * c * a * c * a * c * b * c * b * c ] RPH25.62 : Type {4,8,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c ] RPH25.63 : Type {4,8,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * a * c ] RPH25.64 : Type {4,10,20} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH25.65 : Type {4,18,36} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH25.66 : Type {4,34,68} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * b * c ] RPH25.67 : Type {6,6,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * b * a * c * b * c * b, a * c * b * a * b * a * b * c * a * c, b * c * b * c * b * a * c * a * c * a, (a * c * a * b)^4 ] RPH25.68 : Type {6,6,6} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, c * a * c * b * a * b * a * c * a * b * c * b, a * b * c * b * a * b * a * c * b * c * a * c ] RPH25.69 : Type {6,8,24} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * c * a * b * a * c * b * c * a, (a * c * a * c * b)^2, (a * b)^6 ] RPH25.70 : Type {6,9,18} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * c * b * a * b * a * b * c * b * c, b * a * c * a * b * a * c * b * c * a, (a * c * b)^4 ] RPH25.71 : Type {6,9,18} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * c, (a * b)^6, a * c * b * a * c * b * a * c * a * c * b * c ] RPH25.72 : Type {6,11,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH25.73 : Type {6,12,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, (a * b)^6, c * a * c * b * a * c * b * a * c * a * c * a * c * a ] RPH25.74 : Type {6,12,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH25.75 : Type {6,12,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^6, (a * c)^12 ] RPH25.76 : Type {6,12,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, (a * b)^6, (a * c * b * a * b * a * b)^2 ] RPH25.77 : Type {6,12,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, (a * b)^6, a * c * a * c * a * c * b * a * c * a * b * c * a * c ] RPH25.78 : Type {6,60,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH25.79 : Type {8,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * b * a * c, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH25.80 : Type {8,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^8, (b * c * a * c)^4 ] RPH25.81 : Type {8,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * c * a * b * a * c * a * c * a * c, c * b * a * b * c * b * a * b * c * b * c * b ] RPH25.82 : Type {8,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, (a * c * b * a * b)^2, (a * b)^8 ] RPH25.83 : Type {8,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, a * c * a * c * b * a * b * c * a * c, c * b * c * b * a * b * a * b * c * b * c * b ] RPH25.84 : Type {8,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, (a * b)^8 ] RPH25.85 : Type {8,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * a * b * a * b * c * b * c * b ] RPH25.86 : Type {8,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * a * b * a * b * c * b * c * b ] RPH25.87 : Type {8,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, (a * c * a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c ] RPH25.88 : Type {8,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, c * b * a * c * a * b * a * c * a * b * c * b ] RPH25.89 : Type {8,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * a * b * c, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH25.90 : Type {8,16,16} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH25.91 : Type {10,12,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c, b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH25.92 : Type {11,55,55} Order 110 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH25.93 : Type {11,55,55} Order 110 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * c * b * c * b * c, c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH25.94 : Type {11,55,55} Order 110 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH25.95 : Type {11,55,55} Order 110 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b, (b * a)^11 ] RPH25.96 : Type {11,55,55} Order 110 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * b * c * b * c * b, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a ] RPH25.97 : Type {12,12,30} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * c * b * a * c * a * c * a * b, c * a * c * a * b * a * b * a * c * a * c * a * c * a ] RPH25.98 : Type {12,15,20} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH25.99 : Type {14,28,28} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH25.100 : Type {14,28,28} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c ] RPH25.101 : Type {14,28,28} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (a * b)^14 ] RPH25.102 : Type {15,15,15} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, a * b * c * b * a * c * b * c, b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c ] RPH25.103 : Type {18,27,54} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH25.104 : Type {18,27,54} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH25.105 : Type {18,27,54} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a^2 * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH25.106 : Type {18,27,54} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b, a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b ] RPH25.107 : Type {18,27,54} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH25.108 : Type {18,27,54} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * c * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH25.109 : Type {26,52,52} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c ] RPH25.110 : Type {26,52,52} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH25.111 : Type {26,52,52} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH25.112 : Type {26,52,52} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH25.113 : Type {26,52,52} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH25.114 : Type {26,52,52} Order 104 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^26 ] RPH25.115 : Type {51,51,51} Order 102 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH25.116 : Type {51,51,51} Order 102 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * b * c * b * c * b * c * b, a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b ] RPH25.117 : Type {51,51,51} Order 102 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * b * c * b * c * b, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH26.1 : Type {3,3,5} Order 750 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (c * a)^5, c * a * c * b * a * c * a * c * b * a * c * a * b * c * a * c * a * b ] RPH26.2 : Type {3,6,6} Order 300 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * c)^6, a * b * a * c * a * b * a * c * b * a * b * c * a * b * c * a * c * b * a * c ] RPH26.3 : Type {3,6,6} Order 300 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (a * c)^6, (a * c * b * c)^5 ] RPH26.4 : Type {3,28,28} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH26.5 : Type {3,78,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH26.6 : Type {4,4,4} Order 400 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, (a * c * b)^4, b * a * b * a * c * b * a * b * a * c * b * a * c * a * b * c, c * a * b * c * a * c * a * b * a * c * a * c * b * a * c * b ] RPH26.7 : Type {4,4,27} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^27 ] RPH26.8 : Type {4,4,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH26.9 : Type {4,5,20} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (c * b)^5 ] RPH26.10 : Type {4,6,16} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^6, a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c ] RPH26.11 : Type {4,10,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH26.12 : Type {4,36,36} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c * a * c * a * c * b ] RPH26.13 : Type {5,5,5} Order 250 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^5, (c * a)^5, (c * b)^5, c * a * b * c * a * b * a * c * b * a * c * b, a * c * b * a * c * b * a * b * c * a * b * c ] RPH26.14 : Type {5,14,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH26.15 : Type {5,15,15} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c ] RPH26.16 : Type {5,65,65} Order 130 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH26.17 : Type {5,65,65} Order 130 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH26.18 : Type {6,6,14} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (a * c)^14 ] RPH26.19 : Type {6,6,39} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * b * c * a * c * a * c * a * c * a ] RPH26.20 : Type {6,22,33} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH26.21 : Type {8,8,18} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, b * a * b * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c * a * c ] RPH26.22 : Type {9,9,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * b * a * c * b * c * b, b * a * c * a * b * a * c * a * b * c ] RPH26.23 : Type {10,30,30} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, (a * b)^10 ] RPH26.24 : Type {10,30,30} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH26.25 : Type {12,15,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b, c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH26.26 : Type {12,20,30} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b, a * b * a * b * a * b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH26.27 : Type {14,56,56} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH26.28 : Type {14,56,56} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH26.29 : Type {14,56,56} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH26.30 : Type {15,20,20} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * c * a * b * a * c * b * c * a, (a * c * a * c * b)^2, a * b * a * b * a * b * a * b * c * b * a * c ] RPH26.31 : Type {15,20,20} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, a * b * a * b * a * b * a * b * c * b * a * c ] RPH26.32 : Type {27,54,54} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^27 ] RPH26.33 : Type {27,54,54} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b ] RPH26.34 : Type {27,54,54} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH26.35 : Type {27,54,54} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c ] RPH26.36 : Type {27,54,54} Order 108 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * c * b, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a ] RPH26.37 : Type {28,28,28} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * b * a * c * a * c, (a * c * b * c * b)^2, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH26.38 : Type {28,28,28} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, c * b * a * b * a * b * a * b * c * b * a * b, a * b * a * c * a * b * a * c * a * c * a * c ] RPH26.39 : Type {53,53,53} Order 106 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH26.40 : Type {53,53,53} Order 106 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH26.41 : Type {53,53,53} Order 106 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH26.42 : Type {53,53,53} Order 106 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH26.43 : Type {53,53,53} Order 106 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c ] RPH26.44 : Type {53,53,53} Order 106 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH26.45 : Type {53,53,53} Order 106 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c ] RPH26.46 : Type {53,53,53} Order 106 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c ] RPH26.47 : Type {53,53,53} Order 106 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH27.1 : Type {3,28,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH27.2 : Type {3,81,81} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH27.3 : Type {4,4,15} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c * a * c)^2, (c * a)^15 ] RPH27.4 : Type {4,4,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^28 ] RPH27.5 : Type {4,4,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a * c * a * c * a * c ] RPH27.6 : Type {4,4,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c ] RPH27.7 : Type {4,4,54} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH27.8 : Type {4,6,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (b * c)^6 ] RPH27.9 : Type {4,6,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (b * c * a * c * a * c)^2, a * c * a * c * a * c * a * c * b * a * c * a * b * c * a * c * a * c ] RPH27.10 : Type {4,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * b, a * c * a * c * a * c * b * a * b * c * a * c * a * c ] RPH27.11 : Type {4,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, (b * c * a * c * a * c)^2, a * c * a * c * a * c * b * a * b * c * a * c * a * c ] RPH27.12 : Type {4,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * b * c * b * a * c * a * c ] RPH27.13 : Type {4,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * c * b)^2, c * a * c * a * c * a * c * b * c * b, (c * b * a * b)^3 ] RPH27.14 : Type {4,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * a * c * b * a * c * b * a * c * a * c * a * c * b * a ] RPH27.15 : Type {4,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, c * b * a * c * b * a * c * b * a * c * a * c * a * c * b * a ] RPH27.16 : Type {4,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, (a * c)^12 ] RPH27.17 : Type {4,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * a * b * a * c * b * c * b, (a * c)^12 ] RPH27.18 : Type {4,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * a * c * b * a * c * b * a * c * a * b * c * a * c * a ] RPH27.19 : Type {4,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * b * a * b * c * a * c * a * c, (b * c)^8 ] RPH27.20 : Type {4,12,21} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * c * b * c * b * c, a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c ] RPH27.21 : Type {4,19,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c ] RPH27.22 : Type {4,20,20} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH27.23 : Type {4,20,20} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a ] RPH27.24 : Type {4,20,20} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, (a * c)^20 ] RPH27.25 : Type {4,72,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH27.26 : Type {4,72,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * a ] RPH27.27 : Type {5,5,6} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * c * a * b, (b * a)^5, (a * c)^6 ] RPH27.28 : Type {6,18,18} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * c * b * c * b * a * c * a * c * a, (a * b)^6, (b * c * b * c * a * c)^2 ] RPH27.29 : Type {6,33,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH27.30 : Type {7,10,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH27.31 : Type {7,63,63} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH27.32 : Type {7,63,63} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH27.33 : Type {7,63,63} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH27.34 : Type {8,8,10} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, (a * c)^10 ] RPH27.35 : Type {8,8,10} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, (a * c)^10 ] RPH27.36 : Type {8,8,36} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c ] RPH27.37 : Type {8,8,36} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * b * c * a * c * b * a * c * a * c * a * c * a * c * a * c ] RPH27.38 : Type {8,32,32} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * a * b * c, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH27.39 : Type {8,32,32} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH27.40 : Type {9,9,18} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * a * b * a * c * a * c * b, c * b * a * b * a * b * a * b * c * b * c * b ] RPH27.41 : Type {9,9,18} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * c * a * b, c * b * a * b * a * b * a * b * c * b * c * b, a * c * a * c * a * b * a * c * b * c * a * b ] RPH27.42 : Type {9,21,63} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * b, (b * a)^9 ] RPH27.43 : Type {9,21,63} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b * c * b * c * b, (b * a)^9 ] RPH27.44 : Type {10,60,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH27.45 : Type {10,60,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, (a * b)^10 ] RPH27.46 : Type {12,30,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * c * b * c * b * c, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH27.47 : Type {15,20,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH27.48 : Type {15,20,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH27.49 : Type {15,20,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH27.50 : Type {19,57,57} Order 114 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH27.51 : Type {19,57,57} Order 114 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH27.52 : Type {19,57,57} Order 114 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * a * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH27.53 : Type {19,57,57} Order 114 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH27.54 : Type {19,57,57} Order 114 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c ] RPH27.55 : Type {19,57,57} Order 114 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * b * c * b, b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a ] RPH27.56 : Type {19,57,57} Order 114 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * a * b * c * b ] RPH27.57 : Type {19,57,57} Order 114 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH27.58 : Type {19,57,57} Order 114 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH27.59 : Type {20,20,30} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * b * c * a, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH27.60 : Type {20,20,30} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * b * a * c * a * b, c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a ] RPH27.61 : Type {28,56,56} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b ] RPH27.62 : Type {28,56,56} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a ] RPH27.63 : Type {28,56,56} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH27.64 : Type {28,56,56} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH27.65 : Type {28,56,56} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^28 ] RPH27.66 : Type {28,56,56} Order 112 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * a * b * a * b ] RPH27.67 : Type {55,55,55} Order 110 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH27.68 : Type {55,55,55} Order 110 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH27.69 : Type {55,55,55} Order 110 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH27.70 : Type {55,55,55} Order 110 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH27.71 : Type {55,55,55} Order 110 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b ] RPH28.1 : Type {3,3,6} Order 648 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^6, c * a * c * b * a * c * b * a * c * a * b * c * a * b ] RPH28.2 : Type {3,3,6} Order 648 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^6, (c * a * b * a * c * a)^3, c * a * c * a * c * b * a * c * b * a * c * a * c * a * b * c * a * b, b * a * c * a * b * c * a * c * a * b * a * c * b * a * c * b * a * c * a * b * a * c ] RPH28.3 : Type {3,3,9} Order 486 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c * a * c * a * c * b)^2, (c * a * b * a * c * a)^3, (a * c * b)^6 ] RPH28.4 : Type {3,3,9} Order 486 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * b * a * c)^3, (c * a)^9 ] RPH28.5 : Type {3,3,12} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, a * b * a * c * a * c * a * b * a * c * b * a * c * a * b * c, a * c * a * c * b * a * c * a * b * a * c * a * b * c * a * c * a * c ] RPH28.6 : Type {3,4,4} Order 648 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, c * a * c * a * b * a * c * a * b * a * c * b * c * a * b * c * a * b ] RPH28.7 : Type {3,4,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * b * a * c)^3, (a * c)^6, a * c * a * c * b * c * b * a * c * a * b * c * b * c ] RPH28.8 : Type {3,4,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * b * a * c)^3, (a * c)^6, c * a * b * c * a * c * b * a * c * a * c * b * c * a ] RPH28.9 : Type {3,4,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c)^6, (a * c * b * c)^3, a * c * a * c * b * c * b * a * c * a * b * c * b * c, c * b * a * c * b * a * c * a * b * a * c * a * b * c * a * b * c * a ] RPH28.10 : Type {3,4,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, c * b * a * c * b * a * c * a * b * a * c * a * b * c * a * b * c * a, (a * c * a * c * a * c * a * c * b)^2 ] RPH28.11 : Type {3,5,6} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (c * b)^5, (a * c)^6 ] RPH28.12 : Type {3,6,6} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * b * a * c * a * b * c * a, (a * c)^6, (a * c * b * c)^3, b * c * a * c * a * c * b * a * c * b * c * b * c * a ] RPH28.13 : Type {3,6,6} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, (a * c)^6, (a * c * b * c)^3, c * b * a * c * b * a * c * a * b * a * c * a * b * c * a * c * b * a ] RPH28.14 : Type {3,6,6} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * b * a * c * a * b * c * a, (a * c)^6, (a * c * b * c)^3, (a * c * a * c * b * c * b)^2 ] RPH28.15 : Type {3,6,6} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^6, (a * c * b * c)^3, (b * c)^6, (a * c * b * a * c * a * b)^2 ] RPH28.16 : Type {3,6,6} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * b * a * c * a * b * c * a, (a * c)^6, (b * c * a * c * a * c)^2 ] RPH28.17 : Type {3,6,6} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, c * a * b * c * a * b * a * c * b * a * c * a, (a * c)^6 ] RPH28.18 : Type {3,6,6} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * b * c * a, (a * c)^6 ] RPH28.19 : Type {3,6,6} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (a * c)^6, a * c * a * c * b * c * b * c * a * c * a * c * a^2 * b * c * a * c * b * c * b * c * a * c * b * c ] RPH28.20 : Type {3,6,6} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * c)^6, (a * c * b)^6 ] RPH28.21 : Type {3,6,8} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, (a * c * b * c)^3, c * b * a * c * a * c * a * b * a * c * a * c * a * b * c * a ] RPH28.22 : Type {3,9,18} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, c * a * b * c * a * b * a * c * b * a * c * b, c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b ] RPH28.23 : Type {3,12,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * a * c * a, (a * c * b * c * a * b)^2 ] RPH28.24 : Type {3,12,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c * a * c)^2, a * c * b * a * c * a * b * a * c * a * b * c * a * b ] RPH28.25 : Type {3,12,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c * a * c)^2, b * c * b * a * c * b * a * c * a * b * c * a ] RPH28.26 : Type {3,12,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * a * c * a, b * c * b * c * b * a * c * b * c * a, (a * c)^12 ] RPH28.27 : Type {3,12,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * a * b)^2, (a * c * b * c * a * b)^2, c * b * c * b * a * c * b * a * c * a * c * a * c * b ] RPH28.28 : Type {3,12,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH28.29 : Type {3,12,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, c * b * a * c * a * b * a * c * a * b * c * a, (a * c)^12 ] RPH28.30 : Type {3,12,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * a * c * a * b * a * c * b * c * a * b, c * b * c * b * a * c * b * a * c * a * c * b * c * a, a * c * a * c * a * c * b * a * c * a * b * c * a * c ] RPH28.31 : Type {3,12,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * b * c * a, c * b * a * c * a * b * a * c * a * b * c * b, b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c ] RPH28.32 : Type {3,29,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH28.33 : Type {3,30,30} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c ] RPH28.34 : Type {3,30,30} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH28.35 : Type {3,30,30} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH28.36 : Type {3,84,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH28.37 : Type {4,4,29} Order 232 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^29 ] RPH28.38 : Type {4,4,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH28.39 : Type {4,5,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (c * b)^5, c * a * c * a * c * b * a * b * c * a * c * a, c * b * c * a * c * a * b * a * c * a * c * b * c * a ] RPH28.40 : Type {4,6,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * b * c * b * a * c * a * c * a, (a * b * a * c)^3 ] RPH28.41 : Type {4,6,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * c * b)^2, (a * b * a * c)^3, c * b * a * b * c * b * a * c * a * c * a * b ] RPH28.42 : Type {4,6,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * b * a * c * b * c, a * c * a * c * a * c * b * a * b * c * a * c * a * c, a * c * b * a * c * b * a * c * b * a * c * a * b * c * a * b * c * b ] RPH28.43 : Type {4,6,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (b * c * a * c * a * c)^2, c * a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a ] RPH28.44 : Type {4,12,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * c * b * c * b * c, c * a * c * a * c * a * c * b * a * c * a * c * a * b * c * a ] RPH28.45 : Type {4,20,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c ] RPH28.46 : Type {4,38,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * a ] RPH28.47 : Type {5,16,16} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^5, (a * c)^16 ] RPH28.48 : Type {5,70,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c ] RPH28.49 : Type {5,70,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH28.50 : Type {6,6,6} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, (a * b)^6, (a * b * c * b * a * b)^2, (a * c)^6 ] RPH28.51 : Type {6,6,6} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, (a * c)^6, (b * c)^6 ] RPH28.52 : Type {6,6,6} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, b * c * a * b * a * b * a * c * b * c * a * c, b * a * c * b * a * b * a * c * a * c * b * c, (a * c)^6 ] RPH28.53 : Type {6,6,6} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, c * a * c * b * a * b * a * c * b * c * b * a, c * a * b * c * a * b * a * c * b * a * c * b, (a * c)^6 ] RPH28.54 : Type {6,6,6} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b * c * b)^2, (a * c * a * c * b)^2, (a * b)^6, (b * c)^6 ] RPH28.55 : Type {6,6,6} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b * c * b)^2, (b * c * a * c)^2, (a * b)^6, (b * c)^6, c * b * a * c * b * a * b * a * c * a * b * a * c * a ] RPH28.56 : Type {6,6,6} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * a * b * a * c * a * c * b, (a * b)^6, (a * c * a * b * a * b)^2, (b * c)^6 ] RPH28.57 : Type {6,6,6} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, c * a * c * a * b * a * c * a * c * b, (a * b)^6, (a * c)^6, (b * c)^6 ] RPH28.58 : Type {6,6,6} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b * c * b)^2, c * a * c * a * b * a * c * a * c * b, (a * b)^6, (b * c)^6 ] RPH28.59 : Type {6,6,15} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * c * b * a * c * b * a * c * a * c * a * c ] RPH28.60 : Type {6,6,15} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, (c * a)^15 ] RPH28.61 : Type {6,6,15} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (c * a)^15 ] RPH28.62 : Type {6,6,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a * c * a * c * a * c ] RPH28.63 : Type {6,18,36} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * b * c * b * c ] RPH28.64 : Type {6,18,36} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * c * b * c * a * c * b * c * b * c * b * c ] RPH28.65 : Type {6,24,24} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH28.66 : Type {6,24,24} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * c * a * b * a * b * a * c * b * c * a * c ] RPH28.67 : Type {6,24,24} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^6, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH28.68 : Type {8,9,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH28.69 : Type {8,10,10} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^8, (a * c)^10 ] RPH28.70 : Type {8,12,24} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * c * b * a * b * a * b * c * b * c, (a * c * a * c * b)^2, (a * b * a * c)^3 ] RPH28.71 : Type {8,12,24} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * c, (a * c * a * c * b)^2, (a * b)^8 ] RPH28.72 : Type {8,64,64} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH28.73 : Type {8,64,64} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH28.74 : Type {9,9,9} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, (c * a)^9 ] RPH28.75 : Type {9,9,9} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * b * a * b * a * c * a * c * a * c, c * b * a * b * a * b * a * b * c * b * c * b, c * a * c * b * a * b * a * c * b * c * b * a, (a * b * a * c)^3 ] RPH28.76 : Type {9,9,9} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * b * a * b * a * c * a * c * a * c, c * b * a * b * a * b * a * b * c * b * c * b, c * a * c * b * a * b * a * c * b * c * b * a, a * b * a * c * a * b * a * c * b * a * b * c ] RPH28.77 : Type {9,9,9} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * b * a * c * b * c * b, a * c * b * a * b * a * b * c * a * c, (a * b * a * c)^3 ] RPH28.78 : Type {9,9,9} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * b * a * c * b * c * b, b * c * b * c * b * a * c * a * c * a, c * b * a * c * a * b * a * c * a * b * c * a ] RPH28.79 : Type {9,12,18} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * c * b)^2, c * a * c * a * c * a * c * b * c * b, c * a * c * b * a * b * a * c * a * b * a * b, c * b * a * c * a * b * a * c * a * c * b * a ] RPH28.80 : Type {9,12,18} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * c * b * a * c * a * c, c * b * c * a * b * a * c * b * c * a ] RPH28.81 : Type {9,63,63} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * b * c * b, (b * a)^9 ] RPH28.82 : Type {9,63,63} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b ] RPH28.83 : Type {10,10,35} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, c * b * c * b * a * b * a * b * c * b * c * b, a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c ] RPH28.84 : Type {10,10,35} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * c * a * b)^2, a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c ] RPH28.85 : Type {12,12,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, b * c * a * c * b * a * b * a * b * a * b * c * a * c * b * c * a * c ] RPH28.86 : Type {12,12,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, b * a * b * a * b * a * b * a * b * c * a * b * a * c ] RPH28.87 : Type {12,12,12} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * b * c, c * a * c * a * c * a * b * a * c * a * c * a * c * b ] RPH28.88 : Type {15,60,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c ] RPH28.89 : Type {15,60,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (b * a)^15 ] RPH28.90 : Type {20,30,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH28.91 : Type {20,30,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b, a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b ] RPH28.92 : Type {20,30,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c, a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH28.93 : Type {21,21,21} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH28.94 : Type {21,21,21} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c, b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH28.95 : Type {29,58,58} Order 116 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * a * b ] RPH28.96 : Type {29,58,58} Order 116 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH28.97 : Type {29,58,58} Order 116 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH28.98 : Type {29,58,58} Order 116 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c ] RPH28.99 : Type {29,58,58} Order 116 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b ] RPH28.100 : Type {29,58,58} Order 116 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c ] RPH28.101 : Type {29,58,58} Order 116 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH28.102 : Type {29,58,58} Order 116 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * c * b * c, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH28.103 : Type {29,58,58} Order 116 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH28.104 : Type {29,58,58} Order 116 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH28.105 : Type {29,58,58} Order 116 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * c * a * c * a * c * a, a * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH28.106 : Type {29,58,58} Order 116 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH28.107 : Type {29,58,58} Order 116 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH28.108 : Type {29,58,58} Order 116 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^29 ] RPH28.109 : Type {30,30,30} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH28.110 : Type {57,57,57} Order 114 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH28.111 : Type {57,57,57} Order 114 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b, a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b ] RPH28.112 : Type {57,57,57} Order 114 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * b * c * b, a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH28.113 : Type {57,57,57} Order 114 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c ] RPH29.1 : Type {3,4,4} Order 672 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, b * c * a * c * b * a * c * b * a * c * b * c * a * b * c * a ] RPH29.2 : Type {3,4,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * a * b * c * b)^2, a * c * b * c * a * c * b * a * c * a * c * a * b * c ] RPH29.3 : Type {3,4,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, a * c * b * c * a * c * b * a * c * a * c * a * b * c, a * c * a * c * b * c * b * a * c * a * b * c * b * c ] RPH29.4 : Type {3,4,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * a * b * c * b)^2, (a * c * b * c)^3 ] RPH29.5 : Type {3,4,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * b * c)^3, a * c * a * c * b * c * b * a * c * a * b * c * b * c, c * b * a * c * a * c * a * b * a * c * a * c * a * b * c * a ] RPH29.6 : Type {3,4,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, (a * c)^8, c * b * a * c * b * a * c * a * b * a * c * a * b * c * a * b * c * a ] RPH29.7 : Type {3,4,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, (a * c)^8, c * b * a * c * b * a * c * a * b * a * c * a * b * c * a * c * b * a ] RPH29.8 : Type {3,4,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * b * c)^3, a * c * a * c * b * c * b * a * c * a * b * c * b * c, (a * c * a * c * a * c * a * b)^2 ] RPH29.9 : Type {3,4,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * a * b * c * a * b * a * c * b * a * c * a ] RPH29.10 : Type {3,4,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, a * c * a * c * a * c * b * a * c * b * c * a * b * c, a * c * a * c * b * c * b * a * c * a * b * c * b * c ] RPH29.11 : Type {3,10,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (b * c * a * c * a * c * a * c)^2 ] RPH29.12 : Type {3,10,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c * a * c)^2, (a * c * a * b * c * b)^2, c * a * c * b * a * c * a * b * a * c * a * b * c * a * c * a ] RPH29.13 : Type {3,10,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * b * a * c)^3, a * b * c * a * c * b * a * c * a * c * a * c, c * b * c * b * c * b * a * c * b * c * a * b ] RPH29.14 : Type {3,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c * a * c)^2, (a * c * b * a * c * a * b)^2 ] RPH29.15 : Type {3,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * c * b)^4, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH29.16 : Type {3,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH29.17 : Type {4,4,9} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, b * a * c * b * a * b * a * c * a * c * b * c, (a * c * b * c * a * b)^2, (c * a)^9 ] RPH29.18 : Type {4,4,9} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * b, (c * a)^9 ] RPH29.19 : Type {4,4,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c * a * c * b * a * b)^2, c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a ] RPH29.20 : Type {4,4,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c)^16 ] RPH29.21 : Type {4,4,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b, c * a * b * c * a * c * b * a * c * b * a * b * c * a * c * a * c * a * c * a ] RPH29.22 : Type {4,4,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c * a * c * b * a * b)^2, a * c * a * c * a * c * a * c * b * a * c * a * b * c * a * c * a * c ] RPH29.23 : Type {4,4,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c)^16 ] RPH29.24 : Type {4,4,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * b * a * b * a * c * b * a * c * b, a * c * a * c * a * c * a * c * b * a * c * a * b * c * a * c * a * c ] RPH29.25 : Type {4,4,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, (b * c * a * c * a * c)^2, c * b * a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * b * c * a ] RPH29.26 : Type {4,4,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c * a * c * b * a * b)^2, a * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * b * c ] RPH29.27 : Type {4,4,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, c * b * a * c * b * a * b * a * c * a * c * a * b * a, a * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * b * c ] RPH29.28 : Type {4,4,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^30 ] RPH29.29 : Type {4,4,58} Order 232 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH29.30 : Type {4,5,5} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (c * a)^5, (c * b)^5, a * c * b * a * c * b * a * c * a * b * c * b ] RPH29.31 : Type {4,5,5} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (c * a)^5, (c * b)^5, (a * c * b)^4 ] RPH29.32 : Type {4,8,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * c * b * a * c * b * a * c * a * c * a * c * a ] RPH29.33 : Type {4,8,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * c * a * c * a * c * b)^2, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH29.34 : Type {4,8,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, b * c * a * c * a * c * b * a * c * a * c * a * c * a, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH29.35 : Type {4,8,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * b * a * c * a * b * c * a * c ] RPH29.36 : Type {4,8,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c ] RPH29.37 : Type {4,8,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * b * c * a * c * a * c * a * c ] RPH29.38 : Type {4,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * b * c * a, a * c * a * c * b * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c * b * c ] RPH29.39 : Type {4,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * a * b * c * b, a * c * a * c * a * c * b * c * b * c * b * c ] RPH29.40 : Type {4,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b)^4, c * a * c * a * c * a * b * a * c * a * c * a * c * b, c * b * c * a * c * a * b * a * c * b * c * a * c * b ] RPH29.41 : Type {4,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * a * b * c * b, (b * c * a * c * a * c)^2, (b * c * b * c * a * c)^2 ] RPH29.42 : Type {4,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * c * b * c * b, a * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH29.43 : Type {4,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * a * b * c * b, (a * c * b * c)^3, c * a * c * a * c * a * b * a * c * b * c * b * c * a ] RPH29.44 : Type {4,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH29.45 : Type {4,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, b * c * b * c * b * a * c * b * c * a, (a * c)^12 ] RPH29.46 : Type {4,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * b, c * a * b * c * a * b * a * c * b * a * c * b, (b * c * b * c * a * c)^2 ] RPH29.47 : Type {4,21,28} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b * c * b)^2, c * a * c * a * c * a * c * a * c * b * c * b * c * b ] RPH29.48 : Type {4,40,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b ] RPH29.49 : Type {4,40,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c ] RPH29.50 : Type {5,6,6} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^5, b * c * b * c * b * a * c * a * c * a, (a * c * a * b * a * b)^2 ] RPH29.51 : Type {5,6,6} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (b * a)^5, (a * c * a * b * a * b)^2, (a * c * a * b * c * b)^2 ] RPH29.52 : Type {6,6,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b * c * b)^2, (a * b)^6, c * a * c * b * a * b * a * c * a * b * c * b ] RPH29.53 : Type {6,6,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (b * c * a * c)^2, (a * b)^6, (a * c * b)^4 ] RPH29.54 : Type {6,8,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, b * c * a * c * b * a * b * c * a * c, (a * b)^6, b * c * a * b * a * b * a * c * b * c * b * c ] RPH29.55 : Type {6,8,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, b * a * c * b * a * b * a * c * a * c * a * c, c * b * c * b * a * b * a * c * b * a * c * b ] RPH29.56 : Type {6,8,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * c * b * a * c * b * c * a, (a * b)^6, b * c * a * b * a * b * a * c * b * c * b * c ] RPH29.57 : Type {6,8,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (a * b * c * b)^2, (a * b)^6, (b * c * a * c * a * c)^2 ] RPH29.58 : Type {6,8,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, b * c * a * b * a * b * a * c * b * c * b * c, c * a * c * b * a * b * a * b * c * a * c * a, c * b * c * b * a * b * a * c * a * c * b * a ] RPH29.59 : Type {6,8,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, (a * b)^6, a * c * b * c * a * c * b * a * c * a * c * a * b * c ] RPH29.60 : Type {6,8,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * a * c * a * b * c, c * a * b * c * b * a * c * b * c * b, (a * b)^6 ] RPH29.61 : Type {6,8,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, c * a * b * c * b * a * c * b * c * b, (a * b)^6 ] RPH29.62 : Type {6,8,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, c * a * c * a * b * a * c * a * c * b, (a * b)^6, b * c * b * a * c * b * a * c * a * b * c * a ] RPH29.63 : Type {6,8,8} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, (a * c)^8 ] RPH29.64 : Type {6,36,36} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH29.65 : Type {8,8,20} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, c * a * c * a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a * c * a ] RPH29.66 : Type {8,8,20} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, c * a * b * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c * b * a * c * a ] RPH29.67 : Type {9,18,18} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, c * a * c * b * a * b * a * c * b * c * b * a, c * b * c * b * a * b * a * b * c * b * c * a ] RPH29.68 : Type {9,18,18} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, (b * c * a * c)^2, (b * a)^9 ] RPH29.69 : Type {10,14,35} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * b * c * b, (a * b)^10 ] RPH29.70 : Type {16,32,32} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (a * b)^16 ] RPH29.71 : Type {16,32,32} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, b * c * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a ] RPH29.72 : Type {16,32,32} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH29.73 : Type {16,32,32} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, (a * c * b * a * b)^2, b * c * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a ] RPH29.74 : Type {16,32,32} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH29.75 : Type {16,32,32} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, a * b * a * c * a * b * a * c * a * c * a * c ] RPH29.76 : Type {30,60,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH29.77 : Type {30,60,60} Order 120 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^30 ] RPH29.78 : Type {59,59,59} Order 118 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH29.79 : Type {59,59,59} Order 118 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a^2 * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH29.80 : Type {59,59,59} Order 118 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH29.81 : Type {59,59,59} Order 118 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH29.82 : Type {59,59,59} Order 118 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH29.83 : Type {59,59,59} Order 118 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH29.84 : Type {59,59,59} Order 118 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c ] RPH29.85 : Type {59,59,59} Order 118 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH29.86 : Type {59,59,59} Order 118 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * a * b * a * b * a ] RPH29.87 : Type {59,59,59} Order 118 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c ] RPH30.1 : Type {3,31,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH30.2 : Type {3,32,32} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH30.3 : Type {3,90,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH30.4 : Type {4,4,31} Order 248 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^31 ] RPH30.5 : Type {4,4,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH30.6 : Type {4,6,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^6, (a * c)^10 ] RPH30.7 : Type {4,6,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * b * a * c * b * c, c * a * c * a * c * b * a * b * c * a * c * a ] RPH30.8 : Type {4,12,16} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * b * c * a * b * a * c * b * c * b * c * b, a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c ] RPH30.9 : Type {4,21,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c ] RPH30.10 : Type {4,22,22} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH30.11 : Type {4,28,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * c * a * c * a * c * b)^2, c * a * c * a * c * a * c * a * c * b * c * a * c * b ] RPH30.12 : Type {4,80,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * a * c ] RPH30.13 : Type {5,16,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a ] RPH30.14 : Type {5,75,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, b * c * b * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH30.15 : Type {5,75,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH30.16 : Type {6,6,16} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (a * c)^16 ] RPH30.17 : Type {6,13,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH30.18 : Type {6,14,14} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^6, (a * c)^14 ] RPH30.19 : Type {6,72,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH30.20 : Type {7,11,77} Order 154 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH30.21 : Type {7,12,12} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^7, (a * c)^12 ] RPH30.22 : Type {7,70,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH30.23 : Type {7,70,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a ] RPH30.24 : Type {7,70,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH30.25 : Type {8,8,11} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, (c * a)^11 ] RPH30.26 : Type {8,10,20} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * b * a * c, a * c * b * c * b * c * a * c * b * c * a * c * a * c * b * c * b * c * b * c ] RPH30.27 : Type {8,18,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH30.28 : Type {11,66,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH30.29 : Type {11,66,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH30.30 : Type {11,66,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, (b * a)^11 ] RPH30.31 : Type {11,66,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH30.32 : Type {11,66,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, (b * a)^11 ] RPH30.33 : Type {12,18,18} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * c * a * b * c ] RPH30.34 : Type {12,18,18} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * b * c * a, b * c * b * a * b * a * b * c * b * c ] RPH30.35 : Type {13,65,65} Order 130 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH30.36 : Type {13,65,65} Order 130 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * b * c * b * c * b, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH30.37 : Type {13,65,65} Order 130 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a ] RPH30.38 : Type {13,65,65} Order 130 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b, a * b * a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * b * a * b ] RPH30.39 : Type {13,65,65} Order 130 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH30.40 : Type {13,65,65} Order 130 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c, c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH30.41 : Type {14,14,35} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, c * a * c * a * c * b * a * b * c * a * c * a ] RPH30.42 : Type {14,14,35} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * c * b * c * b, (a * c * a * c * a * b)^2, c * a * c * a * c * b * a * c * a * b * c * a ] RPH30.43 : Type {14,14,35} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * c * b * a * c * a * c * a * b, (a * c * a * c * a * c * a * b)^2 ] RPH30.44 : Type {16,64,64} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH30.45 : Type {16,64,64} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH30.46 : Type {16,64,64} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b ] RPH30.47 : Type {16,64,64} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c, b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c ] RPH30.48 : Type {21,63,63} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH30.49 : Type {21,63,63} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a ] RPH30.50 : Type {21,63,63} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH30.51 : Type {21,63,63} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH30.52 : Type {21,63,63} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH30.53 : Type {22,22,33} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, (a * c * a * c * a * c * b)^2, b * a * b * c * a * c * b * a * b * c * b * c * b * c ] RPH30.54 : Type {22,22,33} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * c * a * c * b * a * b * c * b * a, (a * c * b * c * b)^2, (a * c * a * c * a * b)^2 ] RPH30.55 : Type {22,22,33} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * c * a * c * a * c * b * c * b, c * b * a * b * a * b * a * c * a * c * a * b ] RPH30.56 : Type {22,22,33} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * b * c * a, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * c ] RPH30.57 : Type {22,22,33} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * b * a * c * a * b, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * b * a * c * a * c * a * c * a ] RPH30.58 : Type {31,62,62} Order 124 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH30.59 : Type {31,62,62} Order 124 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a^2 * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH30.60 : Type {31,62,62} Order 124 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c, c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH30.61 : Type {31,62,62} Order 124 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH30.62 : Type {31,62,62} Order 124 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH30.63 : Type {31,62,62} Order 124 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c ] RPH30.64 : Type {31,62,62} Order 124 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, a * b * a * b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b ] RPH30.65 : Type {31,62,62} Order 124 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * c * b * c * b, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH30.66 : Type {31,62,62} Order 124 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c ] RPH30.67 : Type {31,62,62} Order 124 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * c * b * c, a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH30.68 : Type {31,62,62} Order 124 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a ] RPH30.69 : Type {31,62,62} Order 124 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c ] RPH30.70 : Type {31,62,62} Order 124 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c ] RPH30.71 : Type {31,62,62} Order 124 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH30.72 : Type {31,62,62} Order 124 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^31 ] RPH30.73 : Type {61,61,61} Order 122 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH30.74 : Type {61,61,61} Order 122 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH30.75 : Type {61,61,61} Order 122 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * a * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b ] RPH30.76 : Type {61,61,61} Order 122 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * a * b * c * b ] RPH30.77 : Type {61,61,61} Order 122 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH30.78 : Type {61,61,61} Order 122 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH30.79 : Type {61,61,61} Order 122 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c ] RPH30.80 : Type {61,61,61} Order 122 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH30.81 : Type {61,61,61} Order 122 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b, b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH30.82 : Type {61,61,61} Order 122 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * c * a * c * a * c * a, b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH30.83 : Type {61,61,61} Order 122 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b ] RPH31.1 : Type {3,3,15} Order 450 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * b * a * c)^3, (a * c * a * c * a * c * a * c * a * c * b)^2 ] RPH31.2 : Type {3,4,4} Order 720 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, (a * c * a * b * c * a * c * b)^2, (a * c * b * c * a * b * c * b)^2 ] RPH31.3 : Type {3,6,10} Order 300 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, c * a * b * c * a * b * a * c * b * a * c * b, (a * c * b * c)^3, c * a * b * c * b * c * b * a * c * a * c * a * c * a ] RPH31.4 : Type {3,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, (a * c * b * c)^3, (a * c * a * c * a * c * b)^2 ] RPH31.5 : Type {3,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (b * c)^6, c * b * c * b * c * a * b * a * c * b * c * b * c * a ] RPH31.6 : Type {3,32,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH31.7 : Type {3,33,33} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH31.8 : Type {3,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH31.9 : Type {4,4,7} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * b * c * a * b * a * c * b * a * c * a, c * a * c * a * c * b * a * c * b * c * a * b ] RPH31.10 : Type {4,4,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, a * c * b * a * c * b * a * b * c * a * b * c, c * a * c * a * b * c * b * a * c * a * c * a * c * a ] RPH31.11 : Type {4,4,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * b * c * a * b * a * c * b * a * c * b, (a * b * c * a * c * b)^2, (a * c * a * c * a * c * b)^2 ] RPH31.12 : Type {4,4,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * b * c * a * b * a * c * b * a * c * b, (a * b * c * a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * b ] RPH31.13 : Type {4,4,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c ] RPH31.14 : Type {4,4,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, a * c * b * c * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * b * c * a * c * a * c * a * c * a * c * a * c ] RPH31.15 : Type {4,4,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^32 ] RPH31.16 : Type {4,4,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH31.17 : Type {4,4,62} Order 248 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH31.18 : Type {4,6,6} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, (a * c)^6, (b * c)^6, a * b * c * b * a * c * b * a * b * c * a * b * c * b ] RPH31.19 : Type {4,6,6} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * c * b * c * b * a * b * c * b * c, (a * c * a * c * a * b)^2, (a * c)^6, (b * c)^6 ] RPH31.20 : Type {4,6,6} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * b * a * c * b * c, (a * c)^6, a * c * a * c * b * a * c * a * c * b * a * c * a * c * a * b * c * a * c * b ] RPH31.21 : Type {4,9,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, a * c * a * c * a * c * b * c * a * c * b * c, (c * b)^9 ] RPH31.22 : Type {4,10,20} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, b * c * b * c * a * b * a * c * b * c * b * c ] RPH31.23 : Type {4,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, b * c * b * c * b * a * c * b * c * a, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH31.24 : Type {4,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH31.25 : Type {4,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * c * a * c * a * b * a * c * b * c * a * c * a ] RPH31.26 : Type {4,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * c * b * c * b * c, c * a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a ] RPH31.27 : Type {4,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c ] RPH31.28 : Type {4,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c ] RPH31.29 : Type {4,22,44} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c ] RPH31.30 : Type {4,42,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * b ] RPH31.31 : Type {5,5,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^5, c * b * a * c * b * a * b * c * a * b, (a * b * a * c)^3 ] RPH31.32 : Type {6,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, a * c * b * c * b * a * b * c * b * c, (a * b)^6, (b * c)^8 ] RPH31.33 : Type {6,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * c * a * b * a * b * a * c * a * c * a * c ] RPH31.34 : Type {6,10,15} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * c * a * c * a * c * b * c * b, (a * b)^6 ] RPH31.35 : Type {6,26,39} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH31.36 : Type {8,10,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH31.37 : Type {8,10,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * a * b * c, a * c * b * c * b * c * a * c * b * c * a * c * b * c * a * c * b * c * b * c ] RPH31.38 : Type {8,36,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c ] RPH31.39 : Type {8,36,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH31.40 : Type {9,24,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c, (b * a)^9 ] RPH31.41 : Type {9,24,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, (b * a)^9 ] RPH31.42 : Type {10,35,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * b, (a * b)^10 ] RPH31.43 : Type {10,35,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c, b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c ] RPH31.44 : Type {10,35,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b * c * b * c * b, (a * b)^10 ] RPH31.45 : Type {12,18,36} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH31.46 : Type {12,18,36} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH31.47 : Type {12,24,24} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, (a * b)^12 ] RPH31.48 : Type {12,24,24} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, a * c * a * c * b * c * b * c, (a * b)^12 ] RPH31.49 : Type {12,24,24} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * c * b * c)^3 ] RPH31.50 : Type {12,24,24} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c, c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH31.51 : Type {12,24,24} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, b * a * b * a * b * a * b * a * b * c * b * a * b * c ] RPH31.52 : Type {12,24,24} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * b * a * c, c * a * c * a * c * a * b * a * c * b * c * a * c * b ] RPH31.53 : Type {15,15,15} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c, c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH31.54 : Type {18,18,18} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * c * b * a * c * b * c, a * b * a * b * a * b * a * c * a * c * a * c, c * b * a * b * a * b * a * b * c * b * c * b ] RPH31.55 : Type {22,33,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * b ] RPH31.56 : Type {22,33,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH31.57 : Type {22,33,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c ] RPH31.58 : Type {22,33,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH31.59 : Type {22,33,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c ] RPH31.60 : Type {22,33,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a ] RPH31.61 : Type {22,33,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c, b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH31.62 : Type {22,33,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b, (a * b)^22 ] RPH31.63 : Type {22,33,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH31.64 : Type {32,64,64} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^32 ] RPH31.65 : Type {32,64,64} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * a * b * a * b * a * b ] RPH31.66 : Type {32,64,64} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH31.67 : Type {32,64,64} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c ] RPH31.68 : Type {32,64,64} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH31.69 : Type {32,64,64} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c ] RPH31.70 : Type {32,64,64} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH31.71 : Type {32,64,64} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH31.72 : Type {32,64,64} Order 128 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH31.73 : Type {63,63,63} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH31.74 : Type {63,63,63} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * c * b * c, c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH31.75 : Type {63,63,63} Order 126 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * a * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c ] RPH32.1 : Type {3,10,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, c * a * b * c * a * b * a * c * b * a * c * a, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH32.2 : Type {3,34,34} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c ] RPH32.3 : Type {3,96,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH32.4 : Type {4,4,33} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^33 ] RPH32.5 : Type {4,4,64} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH32.6 : Type {4,8,14} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * a * b * a * c * b * c * b, (a * c)^14 ] RPH32.7 : Type {4,12,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * c * b * c * b * c, a * c * a * c * a * c * a * c * b * a * c * a * b * c * a * c * a * c ] RPH32.8 : Type {4,44,44} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH32.9 : Type {5,17,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH32.10 : Type {5,18,18} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^5, (a * c)^18 ] RPH32.11 : Type {5,80,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * b * c ] RPH32.12 : Type {5,80,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * b * c ] RPH32.13 : Type {6,6,17} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (c * a)^17 ] RPH32.14 : Type {6,6,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * b * c * a * c * a * c * a * c * a * c * a * c ] RPH32.15 : Type {6,14,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH32.16 : Type {6,39,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH32.17 : Type {8,8,22} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, c * a * c * a * b * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c * b * a * c * a ] RPH32.18 : Type {8,20,20} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^8, b * c * a * c * b * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c ] RPH32.19 : Type {9,10,10} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^9, (a * c)^10 ] RPH32.20 : Type {9,72,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c, (b * a)^9 ] RPH32.21 : Type {9,72,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, (b * a)^9 ] RPH32.22 : Type {10,10,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, c * b * c * b * a * b * a * b * c * b * c * b, a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c ] RPH32.23 : Type {10,10,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * c * a * b)^2, c * a * c * a * b * c * a * c * b * a * c * a * c * a * c * a * c * a ] RPH32.24 : Type {10,16,16} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, c * b * c * a * c * b * c * a * b * a * c * b * c * a * c * b * c * a ] RPH32.25 : Type {12,36,36} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * b * c * a * c * b * c, b * a * b * a * b * a * b * a * b * a * c * a * b * c ] RPH32.26 : Type {14,35,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH32.27 : Type {14,35,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b, a * b * a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH32.28 : Type {14,35,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b * c * b * c * b, a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b ] RPH32.29 : Type {14,35,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH32.30 : Type {14,35,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH32.31 : Type {17,68,68} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c, b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c ] RPH32.32 : Type {17,68,68} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH32.33 : Type {17,68,68} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH32.34 : Type {17,68,68} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH32.35 : Type {17,68,68} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c ] RPH32.36 : Type {17,68,68} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, b * a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a ] RPH32.37 : Type {17,68,68} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH32.38 : Type {17,68,68} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (b * a)^17 ] RPH32.39 : Type {18,18,36} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * a ] RPH32.40 : Type {18,18,36} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * c * b)^2, a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c ] RPH32.41 : Type {33,66,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH32.42 : Type {33,66,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c, c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH32.43 : Type {33,66,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * c * a^2 * b * a * b * a * b * a * b * c * b * c * b * c * b * a ] RPH32.44 : Type {33,66,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * c * b * c, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH32.45 : Type {33,66,66} Order 132 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^33 ] RPH32.46 : Type {34,34,34} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * c * b, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH32.47 : Type {34,34,34} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH32.48 : Type {34,34,34} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH32.49 : Type {65,65,65} Order 130 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH32.50 : Type {65,65,65} Order 130 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * c * b * c * b * c, c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH32.51 : Type {65,65,65} Order 130 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b * c * b * c * b, c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH32.52 : Type {65,65,65} Order 130 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH32.53 : Type {65,65,65} Order 130 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH32.54 : Type {65,65,65} Order 130 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * c * b, c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * b * c * a ] RPH33.1 : Type {3,3,4} Order 1536 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^4, (a * c * b)^8, a * c * a * b * c * a * c * a * b * a * c * a * b * a * c * a * b * a * c * a * c * b * a * c * a * b ] RPH33.2 : Type {3,3,6} Order 768 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^6, b * a * c * a * c * a * b * a * c * a * c * a * b * c, c * b * c * a * b * c * a * b * a * c * a * b * a * c * a * b * a * c * a * b * a * c * a * b * a * c * a * b * a * c * b * a ] RPH33.3 : Type {3,3,6} Order 768 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^6, (a * c * a * b)^4, (a * c * a * b * c * a * c * b)^2 ] RPH33.4 : Type {3,3,6} Order 768 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^6, b * a * c * b * a * c * a * b * a * c * a * b * c * a * b * c ] RPH33.5 : Type {3,4,4} Order 768 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, (a * c * b * c)^3, (a * c * b)^6 ] RPH33.6 : Type {3,4,4} Order 768 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, (a * c * a * b)^4, b * c * b * a * c * b * a * c * b * a * c * a * b * c * a * b * c * a, c * a * c * a * b * c * a * c * a * b * a * c * a * c * b * a * c * a * c * b ] RPH33.7 : Type {3,4,4} Order 768 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, c * a * c * a * b * a * c * a * b * a * c * a * c * b * a * c * a * b, c * b * c * a * b * a * c * a * b * a * c * b * c * a * b * c * b * a ] RPH33.8 : Type {3,4,4} Order 768 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, (a * c * a * b * c * b)^2, (a * c * b * c * a * b * c * a * c * b)^2 ] RPH33.9 : Type {3,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * b * c)^3, (a * c * a * c * a * c * b)^2, b * c * a * b * a * c * a * b * a * c * b * c * a * c * a * c ] RPH33.10 : Type {3,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * a * c * a * b * a * c * a * b * c * a ] RPH33.11 : Type {3,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, c * a * c * a * b * c * b * a * c * a * c * a * c * a, c * a * b * a * c * a * c * b * a * c * a * b * a * c * a * b * c * a * c * a * b * a * c * a ] RPH33.12 : Type {3,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * a * c * a * b)^2, b * c * a * b * a * c * a * b * a * c * b * c * a * c * a * c ] RPH33.13 : Type {3,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * a * c * a * b)^2, (a * c * b)^4 ] RPH33.14 : Type {3,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * b * c)^3, a * c * a * c * a * c * b * a * c * a * c * a * b * c, b * c * a * b * a * c * a * b * a * c * b * c * a * c * a * c ] RPH33.15 : Type {3,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * b)^4, (a * c * b * c)^3 ] RPH33.16 : Type {3,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^6, (b * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b, c * b * c * b * c * a * b * a * c * b * c * b * c * a, (a * c * a * b)^4 ] RPH33.17 : Type {3,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * a * c * a * b * a * c * b * c * a * b, (a * c)^6, (b * c * a * c)^4 ] RPH33.18 : Type {3,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c * a * c)^2, (a * c)^6, (b * c)^6, (a * c * a * b)^4 ] RPH33.19 : Type {3,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^6, (b * c)^6, c * a * c * b * a * c * b * a * c * b * c * b * c * a ] RPH33.20 : Type {3,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^4, (a * c)^6, (b * c)^6, b * c * a * c * a * c * b * a * c * b * c * b * c * a, (a * c * a * b)^4 ] RPH33.21 : Type {3,7,7} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (c * a)^7, (b * c * a * c)^4 ] RPH33.22 : Type {3,7,7} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * a * b)^2, (a * c * b * c * a * b)^2, (c * a)^7 ] RPH33.23 : Type {3,10,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * a, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH33.24 : Type {3,34,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH33.25 : Type {3,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH33.26 : Type {4,4,4} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * c * a * b * c * a * b * a * c * b * a * c * b * a * c * b * a * c * b ] RPH33.27 : Type {4,4,4} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, (a * b * c * a * c * b)^2, (a * c * a * b * c * b)^2, b * c * b * a * b * a * c * b * a * b * a * c * b * a * b * c * b * c * a * c ] RPH33.28 : Type {4,4,4} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, (a * b * c * a * c * b)^2, (a * c * a * b * c * b)^2, (a * b * c * b)^4 ] RPH33.29 : Type {4,4,4} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * c * a * b * c * a * b * a * c * b * a * c * b * a * c * b * c * a * b ] RPH33.30 : Type {4,4,4} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, (a * b * c * a * c * b)^2, (a * c * a * b * c * b)^2, b * a * b * c * b * a * b * c * b * a * b * c * b * c * a * c * b * c ] RPH33.31 : Type {4,4,4} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, a * c * b * a * c * b * a * b * a * c * a * b * c * b * a * b, (a * c * a * b)^4, c * a * b * c * a * c * a * b * a * c * b * a * c * a * c * b ] RPH33.32 : Type {4,4,4} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, (a * c * b)^4, (a * c * a * b * c * b)^2, (a * c * a * b)^4 ] RPH33.33 : Type {4,4,4} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, (a * b * c * b * a * c * b)^2 ] RPH33.34 : Type {4,4,4} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, c * a * b * c * a * b * a * c * b * a * c * b ] RPH33.35 : Type {4,4,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b, a * c * a * b * c * a * b * a * c * b * c * a * b * c, b * c * b * a * c * b * a * b * a * c * b * c * a * c * b * a ] RPH33.36 : Type {4,4,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, (c * b * a * b)^3, (a * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b ] RPH33.37 : Type {4,4,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (c * b * a * b)^3, (a * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b, a * c * a * b * c * a * b * a * c * b * c * a * b * c ] RPH33.38 : Type {4,4,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, (a * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b, (a * c * b * a * c * b * a * b)^2 ] RPH33.39 : Type {4,4,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, (a * c)^6, (b * c * a * c)^4, a * c * b * a * c * b * a * c * b * a * c * a * c * b * a * b * c * b ] RPH33.40 : Type {4,4,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, (a * c)^6, (a * c * b * a * c * a * b)^2, (a * c * b * c * a * c * b)^2 ] RPH33.41 : Type {4,4,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c)^6, b * a * b * c * b * a * b * a * c * b * a * c * b * c ] RPH33.42 : Type {4,4,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, b * a * c * b * a * b * a * c * a * c * b * c, (a * c)^6 ] RPH33.43 : Type {4,4,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, (a * c)^6, (b * c * a * c * a * c)^2, (a * c * b * a * c * b * a * b)^2 ] RPH33.44 : Type {4,4,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, (a * c)^6, (a * c * a * c * b * a * c * b)^2 ] RPH33.45 : Type {4,4,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, (a * c)^6, a * c * a * c * b * a * c * b * a * c * a * c * a * b * c * b ] RPH33.46 : Type {4,4,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, (a * c)^6, (a * c * b * a * b * c * b * a * b)^2 ] RPH33.47 : Type {4,4,10} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b, (a * c)^10 ] RPH33.48 : Type {4,4,18} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c * a * c)^2, (a * c)^18 ] RPH33.49 : Type {4,4,18} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, b * a * c * b * a * b * a * c * a * c * b * c, (a * c * b * c * a * b)^2, a * c * a * c * a * b * c * a * c * b * a * c * a * c * a * c * a * c * a * c ] RPH33.50 : Type {4,4,18} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, a * c * a * c * b * a * b * a * c * b * a * c * a * b, a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c ] RPH33.51 : Type {4,4,18} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c)^18 ] RPH33.52 : Type {4,4,34} Order 272 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^34 ] RPH33.53 : Type {4,4,66} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH33.54 : Type {4,6,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^6, a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c ] RPH33.55 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * c)^8 ] RPH33.56 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * c * b * c * b * a * b * c * b * c, b * c * b * a * c * b * a * c * a * b * c * a ] RPH33.57 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * c * b)^2, c * a * c * a * c * b * a * b * c * b * a * b ] RPH33.58 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, a * c * b * c * b * a * b * c * b * c, (b * c)^8 ] RPH33.59 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * a * c * b * a * c * b * c * b * c * a, b * c * b * c * a * c * b * a * c * a * b * c * a * c ] RPH33.60 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * b * a * c * a * b * a * c * b * c * b * c, (a * c * b)^4, c * a * c * a * c * b * a * b * c * b * a * b ] RPH33.61 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * b * a * c * a * b * a * c * b * c * b * c, b * c * b * a * c * b * a * c * a * b * c * a, c * a * c * a * c * b * a * b * c * b * a * b ] RPH33.62 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b)^4, b * c * a * c * a * c * b * a * c * b * c * b * c * a, (a * c)^8 ] RPH33.63 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * c * b * c * b * a * b * c * b * c, (a * c * b)^4, (a * c * a * b * c * b)^2 ] RPH33.64 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c)^8, (b * c)^8 ] RPH33.65 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * a * c * b * a * c * a * b * c * b * c ] RPH33.66 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b, (a * c * a * b * c * b)^2 ] RPH33.67 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * b, (a * c * b * c * a * b)^2 ] RPH33.68 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * b, c * a * b * c * a * b * a * c * b * a * c * b, (a * c)^8 ] RPH33.69 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * c * b * c * b * a * b * c * b * c, a * b * a * c * a * b * a * c * b * c * b * c, (a * c)^8 ] RPH33.70 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * b * a * c * a * b * a * c * a * b * c * b, c * a * b * c * a * b * a * c * b * a * c * b, c * a * c * a * c * b * a * b * c * b * a * b ] RPH33.71 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * c)^8, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH33.72 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * b * a * c * a * b * a * c * a * b * c * b, c * a * b * c * a * b * a * c * b * a * c * b, a * c * b * a * c * b * a * b * c * a * b * c, (a * c)^8 ] RPH33.73 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * b * a * c * a * b * a * c * a * b * c * b, (a * c * b * c * a * b)^2, (a * c * b)^4, (b * c * b * c * a * c)^2 ] RPH33.74 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * b)^2, b * c * a * c * a * c * b * a * c * a * b * c * b * c ] RPH33.75 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * b * a * c * a * b * a * c * b * c * b * a, (b * c * b * c * a * c)^2 ] RPH33.76 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * b, (a * c)^8, a * c * b * c * a * c * a * c * b * c * b * c * b * c * a * c ] RPH33.77 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * b)^2, (b * c * b * c * a * c)^2, c * b * a * c * b * c * b * a * c * a * c * a * c * b ] RPH33.78 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * b * c * b * a * c * b * c * b, (a * b * c * a * c * b)^2, a * b * a * c * b * a * b * a * c * a * c * a * c * b ] RPH33.79 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * b * c * b * a * c * b * c * a, (a * c)^8, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH33.80 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, c * b * c * b * a * c * b * a * c * b * c * a * c * a, (a * c)^8 ] RPH33.81 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * b * a * c * b * a * c * a * c * b * c * b, c * b * c * b * a * c * b * a * c * b * c * a * c * a ] RPH33.82 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, (b * c * a * c)^4 ] RPH33.83 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, (a * c * b)^4, (a * c)^8, (b * c * a * c)^4 ] RPH33.84 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * b * a * c * a * b * a * c * b * a * c * b, a * c * b * a * c * b * a * b * c * b * a * c, (a * c)^8 ] RPH33.85 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * c * b * a * c * a * c * a, b * c * b * c * b * a * c * b * c * a, (a * c)^8 ] RPH33.86 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * c * b * a * c * a * c * a, c * b * a * c * a * b * a * c * b * a * c * b, (a * c)^8 ] RPH33.87 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * b * a * c * b * a * c * a * c * b * c * b, a * c * a * c * a * c * b * a * c * b * c * b * c * b ] RPH33.88 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * a * b * c * b, b * c * a * c * a * c * b * a * c * b * c * b * c * a, (a * c)^8 ] RPH33.89 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, c * a * c * b * c * a * c * a * b * a * c * a * c * b * c * a * c * b ] RPH33.90 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, b * c * b * c * a * c * b * a * c * b * c * a * c * a, (a * c)^8 ] RPH33.91 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b)^4, a * c * a * c * a * c * b * a * c * b * c * b * c * b, (a * c)^8 ] RPH33.92 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * b * c * a * c, a * c * b * a * c * b * a * c * a * b * c * b, (b * c * a * c)^4 ] RPH33.93 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * b * c * a * c, (a * c * b)^4, (b * c * b * c * b * c * a * c)^2 ] RPH33.94 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * b * c * a * c, a * c * b * a * c * b * a * c * a * b * c * b, (b * c * b * c * b * c * a * c)^2 ] RPH33.95 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * a * b * c * b, a * c * a * c * a * c * b * a * c * b * c * b * c * b, (a * c)^8 ] RPH33.96 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, (a * c)^8, (b * c)^8 ] RPH33.97 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * a * c * a * b)^2, a * c * b * a * c * b * a * b * c * b * a * c, (b * c)^8 ] RPH33.98 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * c * b * a * c * a * c * a, b * c * a * c * a * b * a * c * b * a * b * c, (b * c)^8 ] RPH33.99 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * b * a * c * b * a * c * b * c * b * c * a ] RPH33.100 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * c * a * b * a * c * b * a * b * c, b * c * b * a * c * b * a * c * a * b * c * a ] RPH33.101 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * a * c * a * b)^2, (a * c * b)^4, (a * c * a * b * c * b)^2 ] RPH33.102 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * a * c * a * b)^2, b * c * b * a * c * b * a * c * a * b * c * a ] RPH33.103 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * c * a * b * a * c * b * a * b * c, (a * c * b)^4 ] RPH33.104 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * b * a * c * a * b * a * c * b * c * b * c, a * c * b * a * c * b * a * b * c * b * a * c ] RPH33.105 : Type {4,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * c * b * a * c * a * c * a, a * b * a * c * a * b * a * c * b * c * b * c ] RPH33.106 : Type {4,16,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * c * a * c * a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH33.107 : Type {4,16,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, b * c * a * c * a * c * b * a * c * a * c * a * c * a, (b * c * a * c * a * c * a * c)^2 ] RPH33.108 : Type {4,23,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, c * a * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * b ] RPH33.109 : Type {4,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * b * c * a, a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH33.110 : Type {4,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * c * b * c * b, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH33.111 : Type {4,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b)^4, a * c * a * c * a * c * b * c * b * c * b * c ] RPH33.112 : Type {4,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b)^4, c * a * c * a * c * a * b * a * c * b * c * b * c * a ] RPH33.113 : Type {4,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH33.114 : Type {4,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, b * c * b * c * b * a * c * b * c * a, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * b * c ] RPH33.115 : Type {4,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c ] RPH33.116 : Type {4,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, (a * c)^24 ] RPH33.117 : Type {4,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c * a * c ] RPH33.118 : Type {4,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c ] RPH33.119 : Type {4,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c ] RPH33.120 : Type {4,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c ] RPH33.121 : Type {5,5,5} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^5, (c * a)^5, (c * b)^5, (a * b * c * b * c * b)^2, c * a * c * a * b * a * b * a * c * b * a * c * b * a ] RPH33.122 : Type {5,6,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b * c * b)^2, (b * c * a * c)^2, (b * a)^5 ] RPH33.123 : Type {5,6,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (b * a)^5, (a * b * c * a * c * b)^2 ] RPH33.124 : Type {5,6,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^5, c * b * c * b * a * b * a * c * a * b * a * b, b * c * a * c * a * b * a * c * a * c * b * c ] RPH33.125 : Type {6,8,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * c * a * b * a * c * b * c * a, (a * b)^6, c * b * a * c * a * b * a * c * a * b * c * a ] RPH33.126 : Type {6,8,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * c * a * b * a * c * b * c * a, (a * b)^6, b * c * a * c * a * b * a * c * a * c * b * a ] RPH33.127 : Type {6,8,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, a * c * b * c * b * a * b * c * b * c, (a * b)^6, (a * c * b)^4 ] RPH33.128 : Type {6,8,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH33.129 : Type {6,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * c * b * a * c * a * c * a, (a * b)^6, a * c * a * b * a * b * a * c * a * c * b * c ] RPH33.130 : Type {6,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, (a * b)^6, a * c * a * c * a * c * b * c * b * c * b * c ] RPH33.131 : Type {6,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * b)^6, c * a * c * b * a * b * a * c * b * c * b * a, (a * c * b)^4 ] RPH33.132 : Type {6,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (a * b * c * b)^2, (a * b)^6, c * a * c * b * a * c * b * a * c * b * c * b * c * a ] RPH33.133 : Type {6,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * c * b * a * c * a * c * b, (a * b)^6 ] RPH33.134 : Type {6,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, (a * b)^6, (a * c * b)^4 ] RPH33.135 : Type {6,28,28} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^6, b * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH33.136 : Type {7,12,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH33.137 : Type {7,77,77} Order 154 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH33.138 : Type {7,77,77} Order 154 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a ] RPH33.139 : Type {7,77,77} Order 154 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH33.140 : Type {8,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * b * c * a, a * b * a * c * a * b * a * c * b * c * b * c, (a * b)^8 ] RPH33.141 : Type {8,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * b * a * c * a * c * a, a * b * a * c * a * b * a * c * b * c * b * c, (c * b * a * b)^3 ] RPH33.142 : Type {8,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * c * a * b, (a * c * b * c * a * b)^2, (c * b * a * b)^3 ] RPH33.143 : Type {8,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * a * c * a * c * b * a, c * a * c * b * a * b * a * c * a * b * c * b, (a * c * b * c * a * b)^2 ] RPH33.144 : Type {8,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * c * b * c * b * a * c * b * c * a, (a * c * a * c * a * c * b)^2 ] RPH33.145 : Type {8,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * a * b * a * b * c * a * b, b * c * b * c * b * a * c * b * c * a, a * c * a * c * a * c * b * a * c * a * b * c * a * c ] RPH33.146 : Type {8,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (b * c * a * c)^2, (a * b * c * b * a * b)^2, a * c * a * c * b * a * c * b * a * b * c * a * b * c * a * c ] RPH33.147 : Type {8,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, (a * c)^12 ] RPH33.148 : Type {8,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, c * a * c * b * a * c * b * a * c * a * c * a * c * a, (a * b)^8 ] RPH33.149 : Type {8,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, (a * c)^12 ] RPH33.150 : Type {8,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, (a * b)^8, c * a * c * a * c * a * c * b * a * b * c * b * a * c * a * b ] RPH33.151 : Type {8,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, (a * b)^8, c * a * c * a * c * a * c * b * a * b * c * a * c * b * a * b ] RPH33.152 : Type {8,8,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b, a * c * a * c * b * a * c * b * a * b * c * a * b * c * a * c ] RPH33.153 : Type {8,8,44} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * b * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c ] RPH33.154 : Type {8,8,44} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c ] RPH33.155 : Type {8,20,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * a * b * c, a * c * b * c * b * c * a * c * b * c * a * c * a * c * b * c * b * c * b * c ] RPH33.156 : Type {8,20,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH33.157 : Type {10,20,20} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c ] RPH33.158 : Type {10,20,20} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, (a * b)^10 ] RPH33.159 : Type {12,12,14} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, b * c * a * c * a * c * a * c * b * a * b * c * a * c * b * a * b * c * b * a ] RPH33.160 : Type {12,72,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH33.161 : Type {12,72,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c, c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH33.162 : Type {18,24,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b ] RPH33.163 : Type {18,24,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH33.164 : Type {18,36,36} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (a * b)^18 ] RPH33.165 : Type {18,36,36} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH33.166 : Type {23,69,69} Order 138 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b ] RPH33.167 : Type {23,69,69} Order 138 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c, c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH33.168 : Type {23,69,69} Order 138 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b ] RPH33.169 : Type {23,69,69} Order 138 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a ] RPH33.170 : Type {23,69,69} Order 138 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH33.171 : Type {23,69,69} Order 138 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH33.172 : Type {23,69,69} Order 138 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * b * c * b, (b * a)^23 ] RPH33.173 : Type {23,69,69} Order 138 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH33.174 : Type {23,69,69} Order 138 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH33.175 : Type {23,69,69} Order 138 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH33.176 : Type {23,69,69} Order 138 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH33.177 : Type {34,68,68} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^34 ] RPH33.178 : Type {34,68,68} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH33.179 : Type {34,68,68} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c, a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH33.180 : Type {34,68,68} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH33.181 : Type {34,68,68} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH33.182 : Type {34,68,68} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a ] RPH33.183 : Type {34,68,68} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH33.184 : Type {34,68,68} Order 136 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH33.185 : Type {67,67,67} Order 134 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH33.186 : Type {67,67,67} Order 134 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH33.187 : Type {67,67,67} Order 134 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c ] RPH33.188 : Type {67,67,67} Order 134 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * c * a^2 * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH33.189 : Type {67,67,67} Order 134 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH33.190 : Type {67,67,67} Order 134 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH33.191 : Type {67,67,67} Order 134 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c, b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c ] RPH33.192 : Type {67,67,67} Order 134 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH33.193 : Type {67,67,67} Order 134 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH33.194 : Type {67,67,67} Order 134 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * b * c * b * c * b * c * b, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH33.195 : Type {67,67,67} Order 134 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH33.196 : Type {67,67,67} Order 134 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH34.1 : Type {3,6,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, (a * c * b * c)^3, (a * c * a * c * a * c * a * b)^2 ] RPH34.2 : Type {3,6,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, (a * c * b * c)^3, c * b * a * c * a * c * a * b * a * c * a * c * a * c * b * a ] RPH34.3 : Type {3,8,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, c * a * b * a * c * a * b * a * c * a * b * c * b * a ] RPH34.4 : Type {3,15,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, c * a * b * a * c * a * b * a * c * b * c * a * c * b ] RPH34.5 : Type {3,35,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH34.6 : Type {3,36,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH34.7 : Type {3,36,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c ] RPH34.8 : Type {3,36,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH34.9 : Type {3,102,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH34.10 : Type {4,4,35} Order 280 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^35 ] RPH34.11 : Type {4,4,68} Order 272 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH34.12 : Type {4,6,8} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * b * c * a * c, a * c * b * a * c * b * a * c * a * b * c * b, (b * c)^6 ] RPH34.13 : Type {4,6,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (b * c * a * c * a * c)^2, c * a * c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a ] RPH34.14 : Type {4,8,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c ] RPH34.15 : Type {4,9,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b * c * b)^2, c * b * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c * b ] RPH34.16 : Type {4,10,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * b * c * a * b * a * c * b * c * b * c, c * a * c * a * c * b * a * b * c * a * c * a, (a * c * b * c)^3 ] RPH34.17 : Type {4,12,18} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c * a ] RPH34.18 : Type {4,46,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a ] RPH34.19 : Type {5,18,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c ] RPH34.20 : Type {5,85,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a ] RPH34.21 : Type {5,85,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c ] RPH34.22 : Type {6,6,18} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (a * c)^18 ] RPH34.23 : Type {6,6,18} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, (a * c)^18 ] RPH34.24 : Type {6,6,51} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH34.25 : Type {6,9,9} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * c * b * c * b * a * c * a * c * a, (a * b)^6, (c * a)^9 ] RPH34.26 : Type {6,12,16} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, (a * b)^6, c * a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a ] RPH34.27 : Type {6,15,30} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * b)^6, a * c * a * c * a * b * a * c * b * c * b * c ] RPH34.28 : Type {6,15,30} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * b)^6, c * b * c * a * c * b * a * b * c * b * c * b ] RPH34.29 : Type {6,15,30} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH34.30 : Type {6,28,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH34.31 : Type {6,42,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH34.32 : Type {9,27,27} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b, (b * a)^9 ] RPH34.33 : Type {10,16,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c, (a * b)^10 ] RPH34.34 : Type {10,20,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * a * b * c * b * a * c * a * c * a, c * b * c * b * a * b * a * b * c * b * c * b ] RPH34.35 : Type {10,20,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * c * a * c * a * b)^2, a * b * c * a * c * b * a * b * c * b * a * c ] RPH34.36 : Type {10,20,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, b * c * b * a * b * a * b * a * c * a * c * a * c * a ] RPH34.37 : Type {12,12,21} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * b, a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c ] RPH34.38 : Type {15,25,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH34.39 : Type {15,25,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH34.40 : Type {15,25,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, a * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH34.41 : Type {15,25,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b, b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a ] RPH34.42 : Type {16,16,20} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, a * c * a * c * a * c * b * a * b * c * b * a * b * c ] RPH34.43 : Type {18,72,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a^2 * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH34.44 : Type {18,72,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH34.45 : Type {24,36,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c ] RPH34.46 : Type {24,36,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH34.47 : Type {24,36,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b, a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b ] RPH34.48 : Type {24,36,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH34.49 : Type {35,70,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH34.50 : Type {35,70,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH34.51 : Type {35,70,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b * c * b ] RPH34.52 : Type {35,70,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH34.53 : Type {35,70,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b, a * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH34.54 : Type {35,70,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH34.55 : Type {35,70,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a ] RPH34.56 : Type {35,70,70} Order 140 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^35 ] RPH34.57 : Type {36,36,36} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, (a * c * b * a * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * c * a ] RPH34.58 : Type {69,69,69} Order 138 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH34.59 : Type {69,69,69} Order 138 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b, c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH34.60 : Type {69,69,69} Order 138 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * c * b * c, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH34.61 : Type {69,69,69} Order 138 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH35.1 : Type {3,15,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * b * c * a * b * a * c * b * c * a * c ] RPH35.2 : Type {3,20,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * b * c * a, (a * c * a * b * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c ] RPH35.3 : Type {3,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH35.4 : Type {4,4,36} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c ] RPH35.5 : Type {4,4,36} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH35.6 : Type {4,4,36} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^36 ] RPH35.7 : Type {4,4,70} Order 280 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH35.8 : Type {4,6,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (b * c * a * c * a * c)^2, a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * b * a * c * a * c * a * c ] RPH35.9 : Type {4,8,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * b * c * a * c * a * c * a * c ] RPH35.10 : Type {4,8,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a * c * a * c * a * c ] RPH35.11 : Type {4,10,12} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * b * a * b * c * a * c * a * c, (b * c)^10 ] RPH35.12 : Type {4,48,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH35.13 : Type {4,48,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c ] RPH35.14 : Type {6,6,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * a * b * a * c * a * c * b, (a * b)^6, (a * b * c * b * a * b)^2, c * a * b * c * a * b * a * c * b * a * c * b, c * a * c * b * a * c * b * a * b * c * a * b * c * a ] RPH35.15 : Type {6,6,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * b * a * c * b * c * b, (a * b)^6, b * c * a * c * a * b * a * c * a * c * b * a, c * a * c * a * c * b * a * c * a * c * a * b ] RPH35.16 : Type {6,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, (a * b)^6, a * c * a * c * b * a * c * a * c * a * b * c * a * c * a * c * a * c ] RPH35.17 : Type {6,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, (a * c * a * c * b)^2, (a * b)^6 ] RPH35.18 : Type {6,16,16} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^6, (a * c)^16 ] RPH35.19 : Type {6,16,16} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH35.20 : Type {6,18,45} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * b)^6, c * a * c * a * c * b * a * c * a * b * c * a ] RPH35.21 : Type {6,18,45} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * c * a * b * c * b * a * c * a * c * a * c ] RPH35.22 : Type {6,84,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH35.23 : Type {8,8,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, c * a * c * a * c * a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH35.24 : Type {8,8,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * b * a * b * c * b * a * c * a * c * a * c * a * c ] RPH35.25 : Type {8,8,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * b * c * b)^2, b * c * a * b * a * b * a * c * b * c * a * c, b * c * a * c * a * c * b * a * c * a * c * a * c * a ] RPH35.26 : Type {8,8,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * b * c * b)^2, b * c * a * b * a * b * a * c * b * c * a * c, a * c * a * c * a * c * b * a * c * a * b * c * a * c ] RPH35.27 : Type {8,11,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH35.28 : Type {8,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * b, (b * c * b * c * a * c)^2 ] RPH35.29 : Type {8,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * a * b * c * a * c * b * c ] RPH35.30 : Type {8,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * b * a * c, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH35.31 : Type {8,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^8, (a * c)^12 ] RPH35.32 : Type {8,80,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH35.33 : Type {8,80,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH35.34 : Type {8,80,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a ] RPH35.35 : Type {10,40,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, c * b * a * b * c * b * a * b * c * b * c * b, a * c * a * b * a * b * a * b * a * c * a * b * a * c * a * c ] RPH35.36 : Type {10,40,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c, (a * b)^10 ] RPH35.37 : Type {10,40,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, (a * b)^10 ] RPH35.38 : Type {10,40,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, (a * c * b * a * b)^2, (a * b)^10 ] RPH35.39 : Type {11,77,77} Order 154 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b * c * b * c * b, (b * a)^11 ] RPH35.40 : Type {11,77,77} Order 154 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * b * c * b, (b * a)^11 ] RPH35.41 : Type {11,77,77} Order 154 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * b, c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH35.42 : Type {11,77,77} Order 154 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH35.43 : Type {11,77,77} Order 154 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c, c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH35.44 : Type {12,12,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * b, c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a ] RPH35.45 : Type {15,75,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b, a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH35.46 : Type {15,75,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * c * a * c * a * c * a, c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH35.47 : Type {16,16,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * c * b * a * b * c * a * c * a ] RPH35.48 : Type {16,16,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * c * b * a * c * a * c * a * b, c * a * c * a * b * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH35.49 : Type {16,16,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * c * a * b * a * c, c * a * c * a * c * b * a * c * a * b * c * a ] RPH35.50 : Type {20,20,20} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH35.51 : Type {20,20,20} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * b * a * c * a * c, (a * c * b * c * b)^2, b * c * b * c * b * c * b * c * a * c * b * a * b * c * b * c * b * c * b * c * b * c ] RPH35.52 : Type {20,20,20} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH35.53 : Type {36,72,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^36 ] RPH35.54 : Type {36,72,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * b ] RPH35.55 : Type {36,72,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH35.56 : Type {36,72,72} Order 144 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * a * b * a * b * a * b * a * b ] RPH35.57 : Type {71,71,71} Order 142 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH35.58 : Type {71,71,71} Order 142 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a^2 * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH35.59 : Type {71,71,71} Order 142 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b ] RPH35.60 : Type {71,71,71} Order 142 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a^2 * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH35.61 : Type {71,71,71} Order 142 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH35.62 : Type {71,71,71} Order 142 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH35.63 : Type {71,71,71} Order 142 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c ] RPH35.64 : Type {71,71,71} Order 142 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH35.65 : Type {71,71,71} Order 142 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b * c * b * c * b, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a ] RPH35.66 : Type {71,71,71} Order 142 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH35.67 : Type {71,71,71} Order 142 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH35.68 : Type {71,71,71} Order 142 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b * c * b * c * b, a * b * a * b * a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b ] RPH36.1 : Type {3,3,8} Order 672 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^8, b * a * c * a * b * a * c * a * b * a * c * a * b * c * a * c * a * c ] RPH36.2 : Type {3,3,8} Order 672 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^8, b * c * a * c * b * a * c * a * b * a * c * a * c * a * b * a * c * a, b * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * b * c ] RPH36.3 : Type {3,3,10} Order 600 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * b * a * c)^3, (a * c)^10 ] RPH36.4 : Type {3,10,10} Order 300 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (a * c * b * c)^3, (a * c)^10 ] RPH36.5 : Type {3,10,10} Order 300 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, c * a * b * c * a * b * a * c * b * a * c * a, (a * c * b * c)^3, c * a * b * c * a * c * b * a * c * b * c * b * c * b ] RPH36.6 : Type {3,10,10} Order 300 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * b * c * a, (b * c * a * c * a * c)^2, a * b * a * c * a * b * a * c * b * a * b * c * a * b * c * b * c * b * a * c ] RPH36.7 : Type {3,20,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, c * a * c * a * c * a * c * b * c * b ] RPH36.8 : Type {3,37,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH36.9 : Type {3,38,38} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c ] RPH36.10 : Type {3,108,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH36.11 : Type {4,4,7} Order 392 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * b)^2, (b * c)^4, (c * a)^7 ] RPH36.12 : Type {4,4,37} Order 296 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^37 ] RPH36.13 : Type {4,4,72} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH36.14 : Type {4,10,15} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * c * b)^2, c * a * c * a * c * a * c * b * c * b, a * c * b * a * c * a * b * a * c * a * b * c * a * b ] RPH36.15 : Type {4,25,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c ] RPH36.16 : Type {4,26,26} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, (a * c)^26 ] RPH36.17 : Type {4,96,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c ] RPH36.18 : Type {5,6,6} Order 300 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^5, b * c * b * c * b * a * c * a * c * a, c * b * a * c * a * b * a * c * a * b * c * a, (a * c)^6 ] RPH36.19 : Type {5,6,6} Order 300 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^5, b * c * a * c * b * a * c * b * c * a, c * a * b * c * a * b * a * c * b * a * c * a, (a * c)^6 ] RPH36.20 : Type {5,19,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a ] RPH36.21 : Type {5,20,20} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^5, (a * c)^20 ] RPH36.22 : Type {5,20,20} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^5, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * c * a * b * a * c * a * c * a * c ] RPH36.23 : Type {5,20,20} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, (b * a)^5 ] RPH36.24 : Type {5,20,20} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH36.25 : Type {5,90,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a ] RPH36.26 : Type {5,90,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH36.27 : Type {6,6,19} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (c * a)^19 ] RPH36.28 : Type {6,12,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, (a * b)^6, a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * b * c ] RPH36.29 : Type {7,13,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH36.30 : Type {7,14,14} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH36.31 : Type {7,14,14} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b * c * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (b * a)^7 ] RPH36.32 : Type {7,14,14} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * c * a * b * a * b)^2, c * b * a * b * c * b * a * b * c * b * c * b, (b * a)^7 ] RPH36.33 : Type {7,14,14} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^7, (a * c)^14 ] RPH36.34 : Type {7,14,14} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, (b * a)^7, (a * c * a * b * a * b * a * b)^2 ] RPH36.35 : Type {7,84,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH36.36 : Type {7,84,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH36.37 : Type {7,84,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH36.38 : Type {8,8,13} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, (c * a)^13 ] RPH36.39 : Type {9,10,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH36.40 : Type {9,81,81} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b ] RPH36.41 : Type {9,81,81} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b, (b * a)^9 ] RPH36.42 : Type {9,81,81} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b, (b * a)^9 ] RPH36.43 : Type {10,10,10} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * b * a * c * a * c, (a * b * c * b * c * b)^2, (b * c)^10 ] RPH36.44 : Type {10,10,10} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, a * c * a * c * b * a * b * c * a * c, a * b * a * b * a * b * a * b * a * c * a * c, (b * c)^10 ] RPH36.45 : Type {10,10,10} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * a * b * c, (b * a)^10, (b * c)^10 ] RPH36.46 : Type {10,10,10} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^10, (a * c)^10 ] RPH36.47 : Type {10,10,45} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, c * b * c * b * a * b * a * b * c * b * c * b, a * c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c ] RPH36.48 : Type {10,10,45} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * c * a * b)^2, a * c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c ] RPH36.49 : Type {10,80,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c, (a * b)^10 ] RPH36.50 : Type {10,80,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c ] RPH36.51 : Type {12,14,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * b, b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH36.52 : Type {12,21,28} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b * c * b * c * b, (a * b)^12 ] RPH36.53 : Type {13,78,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * c * b * c * b * c, c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH36.54 : Type {13,78,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH36.55 : Type {13,78,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, b * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH36.56 : Type {13,78,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, (b * a)^13 ] RPH36.57 : Type {13,78,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c, c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH36.58 : Type {13,78,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH36.59 : Type {14,14,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, (a * c * a * c * a * c * b)^2, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH36.60 : Type {14,14,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * c * b * c * b, (a * c * a * c * a * b)^2, (a * c * a * c * a * c * b)^2 ] RPH36.61 : Type {14,14,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * c * a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c ] RPH36.62 : Type {14,21,21} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * c * a * c * b * a * b * c * b * a, (a * b * a * c)^3, (a * c * b)^4 ] RPH36.63 : Type {14,21,21} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * b * c * a, (a * c * b)^4, a * c * a * b * a * b * a * b * a * c * a * b * a * c * a * b ] RPH36.64 : Type {14,21,21} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * b * a * c * a * c * a, b * c * b * a * b * a * b * c * b * c, (a * c * b)^4 ] RPH36.65 : Type {16,20,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b, b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c ] RPH36.66 : Type {16,20,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH36.67 : Type {19,76,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH36.68 : Type {19,76,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH36.69 : Type {19,76,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * c * b * c, b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH36.70 : Type {19,76,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, (b * a * b * a * b * a * b * a * c * a * c * a * b * a * b * a * b * a * b * a)^2 ] RPH36.71 : Type {19,76,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH36.72 : Type {19,76,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH36.73 : Type {19,76,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH36.74 : Type {19,76,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH36.75 : Type {19,76,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (b * a)^19 ] RPH36.76 : Type {20,20,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * a * b * c * b * a * c * a * c * a, a * c * b * c * a * c * b * c * b * c * b * c ] RPH36.77 : Type {20,20,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, a * c * a * b * a * b * a * c * a * c * a * c ] RPH36.78 : Type {25,75,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH36.79 : Type {25,75,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * b ] RPH36.80 : Type {25,75,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * c * b, b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a ] RPH36.81 : Type {25,75,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a ] RPH36.82 : Type {25,75,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * c * b * c * b * c, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH36.83 : Type {25,75,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH36.84 : Type {25,75,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c, c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH36.85 : Type {25,75,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c ] RPH36.86 : Type {26,26,39} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * c * a * c * a * c * b * c * b, a * b * a * b * a * b * a * b * c * b * c * b ] RPH36.87 : Type {26,26,39} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * b * a * c * a * b * c * a * c, a * b * a * b * a * b * a * b * a * b * c * b * a * c * a * c ] RPH36.88 : Type {26,26,39} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * c * a * c * b * a * b * c * b * a, (a * c * b * c * b)^2, c * a * b * a * c * a * b * a * c * a * c * a * c * a ] RPH36.89 : Type {26,26,39} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * b * a * b * a * b * a * c * a * c * a * b, (b * c * a * c * a * c)^2 ] RPH36.90 : Type {26,26,39} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * c * b * a * c * a * c, (a * c * b * a * b)^2, b * c * b * c * b * a * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH36.91 : Type {26,26,39} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * b * a * c * a * b, c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a ] RPH36.92 : Type {37,74,74} Order 148 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * c * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * a * b ] RPH36.93 : Type {37,74,74} Order 148 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * a * b ] RPH36.94 : Type {37,74,74} Order 148 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b ] RPH36.95 : Type {37,74,74} Order 148 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH36.96 : Type {37,74,74} Order 148 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * c * b * c, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c ] RPH36.97 : Type {37,74,74} Order 148 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c ] RPH36.98 : Type {37,74,74} Order 148 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c, c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH36.99 : Type {37,74,74} Order 148 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH36.100 : Type {37,74,74} Order 148 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH36.101 : Type {37,74,74} Order 148 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c, c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH36.102 : Type {37,74,74} Order 148 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH36.103 : Type {37,74,74} Order 148 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a^2 * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH36.104 : Type {37,74,74} Order 148 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c ] RPH36.105 : Type {37,74,74} Order 148 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * b * c ] RPH36.106 : Type {37,74,74} Order 148 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c, a * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH36.107 : Type {37,74,74} Order 148 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH36.108 : Type {37,74,74} Order 148 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH36.109 : Type {37,74,74} Order 148 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^37 ] RPH36.110 : Type {38,38,38} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH36.111 : Type {38,38,38} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH36.112 : Type {38,38,38} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH36.113 : Type {38,38,38} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH36.114 : Type {73,73,73} Order 146 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH36.115 : Type {73,73,73} Order 146 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH36.116 : Type {73,73,73} Order 146 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b ] RPH36.117 : Type {73,73,73} Order 146 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH36.118 : Type {73,73,73} Order 146 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH36.119 : Type {73,73,73} Order 146 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH36.120 : Type {73,73,73} Order 146 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH36.121 : Type {73,73,73} Order 146 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH36.122 : Type {73,73,73} Order 146 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * c * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c ] RPH36.123 : Type {73,73,73} Order 146 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH36.124 : Type {73,73,73} Order 146 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c ] RPH36.125 : Type {73,73,73} Order 146 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH36.126 : Type {73,73,73} Order 146 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c, b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH37.1 : Type {3,3,4} Order 1728 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^4, (a * c * a * b)^6, (a * c * b)^8, a * b * c * a * b * c * a * c * a * b * a * c * a * b * a * c * a * c * b * a * c * b * a * c * a * b * a * c ] RPH37.2 : Type {3,3,6} Order 864 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^6, (c * a * b * a * c * a)^3, c * a * c * a * c * b * a * c * b * a * c * a * c * a * b * c * a * b, b * a * c * b * a * c * a * b * a * c * b * a * b * c * a * b * c * a * b * c * a * b * a * c ] RPH37.3 : Type {3,3,9} Order 648 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, b * a * c * b * a * c * a * b * a * c * a * b * c * a * b * c, (c * a)^9, (a * c * a * c * a * c * a * c * a * b)^2 ] RPH37.4 : Type {3,3,9} Order 648 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c * a * c * a * c * b)^2, (c * a * b * a * c * a)^3, b * c * a * b * c * a * b * a * c * a * b * a * c * b * a * c * b * a * c * a * b * a * c * a ] RPH37.5 : Type {3,3,9} Order 648 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c * a * c * a * c * b)^2, (c * a * b * a * c * a)^3, a * c * b * a * c * a * b * a * c * a * b * a * c * a * b * c * a * b * c * a * b * a * c * b ] RPH37.6 : Type {3,3,12} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c * b)^4 ] RPH37.7 : Type {3,3,12} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c * a * c * b * a * c * a * b)^2, c * a * c * a * c * b * a * c * b * a * c * a * c * a * b * c * a * b, c * a * b * a * c * b * a * c * a * b * a * c * b * a * c * a * c * a * c * a ] RPH37.8 : Type {3,3,12} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, a * b * a * c * a * c * a * b * a * c * b * a * c * a * b * c, (a * c * a * c * a * c * a * c * b)^2 ] RPH37.9 : Type {3,4,4} Order 864 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, (a * c * a * b)^4, (a * c * b)^6, c * a * c * a * b * c * a * c * b * a * c * a * c * b * c * a * c * b ] RPH37.10 : Type {3,4,4} Order 864 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, (a * c * a * b)^4, (a * c * b)^6, c * a * c * a * b * c * a * c * a * b * a * c * b * c * a * c * b * c * a * b ] RPH37.11 : Type {3,4,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, b * c * b * a * c * b * a * c * a * b * c * a, (a * c)^6, (c * a * b * a * c * a)^3 ] RPH37.12 : Type {3,4,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c)^6, (a * c * b * c)^3, a * c * a * c * b * c * b * a * c * a * b * c * b * c, a * c * a * c * b * a * c * a * c * b * a * c * a * b * c * a * c * a * b * c ] RPH37.13 : Type {3,4,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c)^6, (a * c * b * c)^3, b * c * a * b * a * c * a * b * a * c * b * c * a * c * a * c, (a * c * a * c * b)^4 ] RPH37.14 : Type {3,4,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c)^6, (a * c * b * c)^3, b * c * a * b * a * c * a * b * a * c * b * c * a * c * a * c, a * c * a * c * b * a * c * a * c * b * a * c * a * b * c * a * c * a * b * c ] RPH37.15 : Type {3,4,12} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * b * c)^3, a * c * a * c * b * c * b * a * c * a * b * c * b * c, c * a * c * a * b * c * a * b * a * c * b * a * c * a * c * a, c * b * a * c * b * a * c * a * b * a * c * a * b * c * a * b * c * a ] RPH37.16 : Type {3,5,15} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^5, (a * b * a * c)^3, a * b * c * a * c * b * a * c * a * c * a * c ] RPH37.17 : Type {3,5,15} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^5, c * a * c * a * c * b * a * c * b * c * a * b ] RPH37.18 : Type {3,6,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^6, (b * c)^6, (a * c * b * a * c * a * b)^2, b * c * a * c * a * c * b * a * c * b * c * b * c * a, c * b * c * a * c * b * a * c * b * a * c * a * c * b * c * b * c * a ] RPH37.19 : Type {3,6,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (a * c)^6, (b * c)^6, c * a * b * c * b * c * a * b * c * b * a * c * b * c * b * a * c * b * c * b ] RPH37.20 : Type {3,6,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (a * c)^6, (b * c * a * c)^6 ] RPH37.21 : Type {3,6,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * c)^6, a * c * b * c * a * b * c * a * b * a * c * b * a * b * c * a * b * c * a * c * b * a * c * b ] RPH37.22 : Type {3,6,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, c * b * a * c * a * b * a * c * a * b * c * a, (a * c)^6, (b * c)^6 ] RPH37.23 : Type {3,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * b * c * b * c * b * a * c * a * c * a * c, (b * c)^6, a * b * a * c * a * c * a * b * a * c * b * a * c * a * b * c ] RPH37.24 : Type {3,6,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, c * a * b * c * a * b * a * c * b * a * c * b, (a * c * b * c)^3, (a * c * a * c * a * c * b)^2 ] RPH37.25 : Type {3,6,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, c * b * a * c * a * b * a * c * a * b * c * a, (b * c)^6, c * b * c * b * c * a * b * a * c * b * c * b * c * a ] RPH37.26 : Type {3,6,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * b * a * c * a * b * c * a, (b * c)^6, c * b * c * b * c * a * b * a * c * b * c * b * c * a ] RPH37.27 : Type {3,6,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, (a * c * b * c)^3, c * a * c * a * b * c * a * b * a * c * b * a * c * a * c * a, c * b * a * c * b * a * c * a * b * a * c * a * b * c * a * c * b * a ] RPH37.28 : Type {3,6,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, (a * c * b * c)^3, c * a * c * a * b * c * b * a * c * a * c * a * c * a, c * b * a * c * b * a * c * a * b * a * c * a * b * c * a * c * b * a ] RPH37.29 : Type {3,8,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * a * c * b * a * c * a * b * c ] RPH37.30 : Type {3,8,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * a * c * a * b)^2, c * a * c * b * a * c * b * a * c * a * c * a * c * b, c * b * a * c * a * c * b * a * c * a * c * b * c * b ] RPH37.31 : Type {3,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * a, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH37.32 : Type {3,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * a * c * a * c * b * c * b * c * b * c, (a * c * b * a * c * a * b)^2 ] RPH37.33 : Type {3,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * c * b)^4, (a * c)^12 ] RPH37.34 : Type {3,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * b * c * a, (a * c * a * b * c * b)^2, a * c * a * c * b * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c * b * c ] RPH37.35 : Type {3,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * a * c * a * b * a * c * b * c * a * b, c * b * c * b * a * c * b * a * c * a * c * b * c * a, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH37.36 : Type {3,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * b, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH37.37 : Type {3,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (a * c * a * b)^4, c * a * b * c * b * c * a * b * a * c * b * c * b * c * a * b ] RPH37.38 : Type {3,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * a * c * a * b * a * c * b * c * a * b, a * c * a * c * a * c * b * a * c * a * b * c * a * c, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH37.39 : Type {3,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH37.40 : Type {3,14,42} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH37.41 : Type {3,15,15} Order 270 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, c * b * a * c * a * b * a * c * a * b * c * a, b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c ] RPH37.42 : Type {3,30,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * c * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH37.43 : Type {3,38,114} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH37.44 : Type {3,39,39} Order 234 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH37.45 : Type {3,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH37.46 : Type {4,4,4} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, (a * c * b * a * b)^2, b * c * a * c * b * c * a * c * b * c * a * c * a * b * a * c * a * c * b * c * a * c * b * c * a * c ] RPH37.47 : Type {4,4,4} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, (a * c * b * a * b)^2, (b * c * a * c)^6 ] RPH37.48 : Type {4,4,5} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (c * a)^5, (a * c * b)^4, c * a * b * a * c * a * b * a * c * b * c * a * c * b ] RPH37.49 : Type {4,4,5} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (c * a)^5, a * c * b * a * c * b * a * c * b * a * b * c * a * b * c * a * c * b ] RPH37.50 : Type {4,4,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c)^6, c * a * b * a * c * a * b * a * c * b * a * c * a * b, c * a * c * a * c * a * b * a * c * a * c * a * c * b ] RPH37.51 : Type {4,4,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * b * c * a * b * a * c * b * a * c * b, (a * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b ] RPH37.52 : Type {4,4,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * a * c * b)^2, (a * c)^6, c * a * b * c * a * b * c * a * b * a * c * b * a * c * b * c * a * b ] RPH37.53 : Type {4,4,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, (a * c)^6, c * a * b * c * a * b * c * a * b * a * c * b * a * c * b * a * c * b ] RPH37.54 : Type {4,4,10} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * b * a * c * b * a * c * b * a * b * c * a * b * c * a * b ] RPH37.55 : Type {4,4,20} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c)^20 ] RPH37.56 : Type {4,4,20} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b, a * b * c * a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * b * a * c * a * c ] RPH37.57 : Type {4,4,20} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c)^20 ] RPH37.58 : Type {4,4,38} Order 304 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^38 ] RPH37.59 : Type {4,4,74} Order 296 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH37.60 : Type {4,5,10} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (c * b)^5, (a * c * b)^4, c * a * c * a * c * b * a * b * c * a * c * a ] RPH37.61 : Type {4,5,10} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (c * b)^5, a * c * b * a * c * b * a * c * a * b * c * b, c * a * c * a * c * b * a * b * c * a * c * a ] RPH37.62 : Type {4,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * b * a * c * b * c, a * c * b * a * c * b * a * c * b * a * c * a * b * c * a * b * c * b, (a * c * a * c * a * c * a * c * b)^2 ] RPH37.63 : Type {4,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * c * b * a * c * a * c * a, (b * c)^6, (a * b * c * b * a * c * b)^2, a * c * a * c * b * c * b * a * b * c * b * c * a * c ] RPH37.64 : Type {4,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * a * c)^3, b * c * b * a * c * b * a * c * a * c * a * c ] RPH37.65 : Type {4,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, (a * b * a * c)^3, (b * c)^6 ] RPH37.66 : Type {4,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * b * a * c * b * c, a * c * a * c * a * c * b * a * b * c * a * c * a * c, (a * c * a * c * b)^4 ] RPH37.67 : Type {4,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * a * c * a * b)^2, (b * c)^6, c * b * a * b * c * a * b * a * c * b * a * b * c * b, a * c * a * c * b * a * c * b * a * b * c * a * b * c * a * c ] RPH37.68 : Type {4,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (b * c)^6 ] RPH37.69 : Type {4,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (b * c * a * c * a * c)^2, (a * c)^12 ] RPH37.70 : Type {4,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^6, (a * c)^12 ] RPH37.71 : Type {4,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * b * a * c * a * b * a * c * a * b * c * b, (a * c * b * c * a * b)^2, (a * c * b)^4, (b * c * a * c * a * c)^2 ] RPH37.72 : Type {4,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (a * c * b)^4, (b * c)^6 ] RPH37.73 : Type {4,8,8} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, a * c * b * a * c * b * a * c * b * a * c * a * b * c * b * a * c * b ] RPH37.74 : Type {4,8,8} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, a * c * b * a * c * b * a * c * b * a * c * a * b * c * a * b * c * b ] RPH37.75 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * c * b * c * b * a * b * c * b * c, a * b * a * c * a * b * a * c * b * c * b * c, c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a ] RPH37.76 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^8, a * c * a * c * a * c * a * c * b * a * c * a * b * c * a * b * c * b * a * c ] RPH37.77 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, c * a * c * a * c * b * a * c * b * a * b * c * a * b * c * a * c * a * c * a ] RPH37.78 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c, c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a ] RPH37.79 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * a * b * a * c * b * c * b, (a * c)^16 ] RPH37.80 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^8, a * c * a * c * a * c * a * c * b * a * c * a * b * c * a * b * c * a * b * c ] RPH37.81 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * b * c * b * a * c * b * c * a, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c, c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a ] RPH37.82 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, c * b * c * b * a * c * b * a * c * b * c * a * c * a, c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a ] RPH37.83 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^8, a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c ] RPH37.84 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, (b * c)^8, c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a ] RPH37.85 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, (a * c)^16 ] RPH37.86 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c, a * c * a * c * a * c * a * c * b * a * c * a * c * a * b * c * a * c ] RPH37.87 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, (b * c)^8, c * a * c * a * c * b * a * c * b * a * c * a * b * c * b * a * c * a * c * a ] RPH37.88 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, c * b * c * b * a * c * b * a * c * b * c * a * c * a, a * c * a * c * a * c * a * c * b * a * c * a * c * a * b * c * a * c ] RPH37.89 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, b * c * b * c * a * c * b * a * c * b * c * a * c * a, a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c ] RPH37.90 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, c * b * c * b * a * c * b * a * c * b * c * a * c * a, a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c ] RPH37.91 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, (b * c)^8, c * a * c * a * c * b * a * c * b * a * c * a * b * c * a * b * c * a * c * a ] RPH37.92 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * b * c * b * a * c * b * c * a, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c, a * c * a * c * a * c * a * c * b * a * c * a * c * a * b * c * a * c ] RPH37.93 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * b * c * b * a * c * b * c * a, a * b * a * c * a * b * a * c * b * c * b * c, a * c * a * c * a * c * a * c * b * a * c * a * c * a * b * c * a * c ] RPH37.94 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, a * b * a * c * a * b * a * c * b * c * b * c, c * a * c * a * c * b * a * c * b * a * b * c * a * c * a * c * a * b * c * a ] RPH37.95 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c, a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c ] RPH37.96 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * b * c * b * a * c * b * c * a, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c, a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c ] RPH37.97 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, (b * c * a * c * a * c * a * c)^2, (b * c)^8 ] RPH37.98 : Type {4,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c, (b * c)^8 ] RPH37.99 : Type {4,14,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * c * b * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c ] RPH37.100 : Type {4,18,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b ] RPH37.101 : Type {4,26,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * a * c * a * c ] RPH37.102 : Type {4,50,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * a * c * b * c ] RPH37.103 : Type {5,10,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^5, b * c * a * c * b * a * c * b * c * a, (a * c * a * b * a * b)^2 ] RPH37.104 : Type {6,6,6} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * a * b * a * b * c * a * c, (a * b)^6, (b * c)^6, (a * c * b * a * c * a * b)^2 ] RPH37.105 : Type {6,6,6} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, c * a * c * b * a * b * a * c * b * c * b * a, (a * c * b)^4, (a * c)^6 ] RPH37.106 : Type {6,6,6} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * b)^6, c * a * b * c * a * b * a * c * b * a * c * b, (a * c)^6, (b * c)^6, (a * c * b * a * b * a * b)^2 ] RPH37.107 : Type {6,6,6} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b * c * b)^2, (b * c * a * c)^2, (a * b)^6, (b * c)^6, a * b * a * c * a * b * a * b * a * c * a * b * a * c * a * c ] RPH37.108 : Type {6,6,6} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c * b * a * b * c * b * c, (a * b)^6, (a * c * a * b * a * b)^2, (a * c * a * c * a * b)^2, (b * c)^6 ] RPH37.109 : Type {6,6,6} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, (a * b)^6, (a * c)^6, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH37.110 : Type {6,6,15} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (b * c * a * c)^2, (a * b)^6, c * b * a * c * a * c * b * a * b * c * a * c * a * b ] RPH37.111 : Type {6,12,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * b)^6, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * a * b * a * b * c * b * c * b, (a * c * b * c)^3 ] RPH37.112 : Type {6,12,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, a * c * a * c * b * a * b * c * a * c, (a * b)^6, c * b * c * b * a * b * a * b * c * b * c * b, (a * c * b * c)^3 ] RPH37.113 : Type {6,12,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, (a * b)^6, (a * c * b * c)^3 ] RPH37.114 : Type {6,12,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, c * a * c * b * a * b * a * c * b * c * b * a, c * a * b * c * a * b * a * c * b * a * c * b, a * c * a * c * a * c * b * c * b * c * b * c ] RPH37.115 : Type {6,12,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, (a * c * b * c)^3 ] RPH37.116 : Type {6,12,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, (a * b)^6, (a * c * b * c)^3, a * c * a * c * a * c * b * a * c * a * b * c * a * c ] RPH37.117 : Type {6,12,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, c * b * c * b * a * b * a * c * a * c * b * a, c * b * a * c * a * b * a * c * a * b * c * b, (a * c * b * c)^3 ] RPH37.118 : Type {6,16,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b ] RPH37.119 : Type {6,16,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH37.120 : Type {6,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, b * c * b * c * b * a * c * a * c * a ] RPH37.121 : Type {6,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, a * c * a * b * a * b * a * c * a * c * b * c, c * a * c * b * a * b * a * c * b * c * b * a ] RPH37.122 : Type {6,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH37.123 : Type {6,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, (a * b)^6, (a * c * b)^4 ] RPH37.124 : Type {6,45,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH37.125 : Type {6,45,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH37.126 : Type {8,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * c, a * c * b * a * c * b * a * c * a * c * b * c, (a * b)^8 ] RPH37.127 : Type {8,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * c * b * a * b * a * b * c * b * c, (a * b * a * c)^3, (a * c * b)^4 ] RPH37.128 : Type {8,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * c, (a * c * a * b * c * b)^2 ] RPH37.129 : Type {8,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * c * b * a * b * a * b * c * b * c, (a * b * a * c)^3, a * c * b * a * c * b * a * c * a * c * b * c ] RPH37.130 : Type {8,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * b * c * a * c * b * c, (a * b)^8 ] RPH37.131 : Type {8,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * c * b * c * a * c * b * a * b * c * b * c * b * c, (a * b)^8 ] RPH37.132 : Type {8,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * a * b * c, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH37.133 : Type {8,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH37.134 : Type {8,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, (a * b)^8 ] RPH37.135 : Type {8,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * b * c * b)^2, a * c * b * a * c * b * a * b * c * a * b * c, a * c * a * c * a * c * a * c * b * c * b * c ] RPH37.136 : Type {8,22,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH37.137 : Type {9,9,9} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * b * a * b * a * c * a * c * a * c, c * b * a * b * a * b * a * b * c * b * c * b, c * a * c * b * a * b * a * c * b * c * b * a, (a * c * b)^4 ] RPH37.138 : Type {10,15,30} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * a * c * a * b * a * c * b * c * a, (a * c * a * c * b)^2, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH37.139 : Type {10,15,30} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * b * a * c)^3, (b * c * b * c * a * c)^2 ] RPH37.140 : Type {10,15,30} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * c, (a * c * a * c * b)^2, (a * b)^10 ] RPH37.141 : Type {12,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * b * a * c * a * b * c * b, a * b * c * b * a * b * a * c * b * c * a * c, (a * c * b)^4 ] RPH37.142 : Type {12,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (a * b * c * b)^2, (b * c * a * c)^2 ] RPH37.143 : Type {12,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH37.144 : Type {12,12,12} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (a * c * b * c * b)^2, a * c * b * a * c * b * a * b * c * a * b * c, c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH37.145 : Type {12,21,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH37.146 : Type {12,28,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH37.147 : Type {16,40,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b * c * b * c * b, (b * a)^16 ] RPH37.148 : Type {16,40,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c, c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH37.149 : Type {16,40,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH37.150 : Type {16,40,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH37.151 : Type {20,40,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH37.152 : Type {20,40,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, a * c * a * b * a * b * a * b * a * c * a * b * a * c * a * c ] RPH37.153 : Type {20,40,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (a * b)^20 ] RPH37.154 : Type {20,40,40} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a ] RPH37.155 : Type {21,21,21} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, a * b * c * b * a * c * b * c, c * b * c * b * c * b * c * b * c * a * c * b * a * b * c * a * c * b * c * b * c * b * c * b ] RPH37.156 : Type {21,21,21} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * b * a * b * a * c * a * b * c * b, c * a * c * b * a * b * a * c * b * c * b * a, c * b * c * b * a * b * a * b * c * b * c * a ] RPH37.157 : Type {26,39,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH37.158 : Type {26,39,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c, c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH37.159 : Type {26,39,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a ] RPH37.160 : Type {26,39,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c, c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH37.161 : Type {26,39,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a ] RPH37.162 : Type {26,39,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b ] RPH37.163 : Type {26,39,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH37.164 : Type {26,39,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH37.165 : Type {26,39,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH37.166 : Type {26,39,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * b ] RPH37.167 : Type {26,39,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b ] RPH37.168 : Type {27,27,27} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b ] RPH37.169 : Type {38,76,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b ] RPH37.170 : Type {38,76,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH37.171 : Type {38,76,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH37.172 : Type {38,76,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH37.173 : Type {38,76,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH37.174 : Type {38,76,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a^2 * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH37.175 : Type {38,76,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH37.176 : Type {38,76,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c, c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH37.177 : Type {38,76,76} Order 152 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^38 ] RPH37.178 : Type {75,75,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH37.179 : Type {75,75,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c, c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH37.180 : Type {75,75,75} Order 150 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b, c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH38.1 : Type {3,40,40} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH38.2 : Type {3,114,114} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH38.3 : Type {4,4,39} Order 312 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^39 ] RPH38.4 : Type {4,4,76} Order 304 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH38.5 : Type {4,8,9} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * b, (c * a)^9 ] RPH38.6 : Type {4,10,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, b * c * a * c * a * c * b * a * c * a * c * a * c * a, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH38.7 : Type {4,12,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * b * c * a * b * a * c * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c ] RPH38.8 : Type {4,14,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, (a * c * b * c * b)^2, b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c ] RPH38.9 : Type {4,15,15} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * b * c * a, a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c * b * c ] RPH38.10 : Type {4,52,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH38.11 : Type {5,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c ] RPH38.12 : Type {5,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c ] RPH38.13 : Type {6,6,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (a * c)^20 ] RPH38.14 : Type {6,6,57} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH38.15 : Type {6,32,32} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^6, b * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH38.16 : Type {8,8,26} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * b * a * b * c * b * a * c * a * c * a * c * a * c * a ] RPH38.17 : Type {8,44,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH38.18 : Type {8,44,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH38.19 : Type {10,18,45} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b, (a * b)^10 ] RPH38.20 : Type {12,12,16} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, b * a * b * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * b * a * b * c ] RPH38.21 : Type {12,42,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * b * c * b * c * b * c * b, c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH38.22 : Type {14,42,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH38.23 : Type {14,42,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH38.24 : Type {14,42,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH38.25 : Type {15,18,18} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * c * a * b * c, b * c * a * c * a * c * b * c * b * c * b * c ] RPH38.26 : Type {20,80,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b ] RPH38.27 : Type {20,80,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c, c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH38.28 : Type {20,80,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH38.29 : Type {21,28,28} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, b * c * a * c * b * a * b * c * a * c, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * c ] RPH38.30 : Type {21,28,28} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, c * a * c * b * a * b * a * b * c * b * c * b, a * b * a * c * a * b * a * c * a * c * a * c ] RPH38.31 : Type {21,28,28} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, (a * c * b * a * b * a * b)^2, a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * c ] RPH38.32 : Type {39,78,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^39 ] RPH38.33 : Type {39,78,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b ] RPH38.34 : Type {39,78,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH38.35 : Type {39,78,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH38.36 : Type {39,78,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * c * b, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a ] RPH38.37 : Type {39,78,78} Order 156 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * c * b * c, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH38.38 : Type {77,77,77} Order 154 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH38.39 : Type {77,77,77} Order 154 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b ] RPH38.40 : Type {77,77,77} Order 154 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH38.41 : Type {77,77,77} Order 154 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * c * b, c * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a ] RPH38.42 : Type {77,77,77} Order 154 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH38.43 : Type {77,77,77} Order 154 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a ] RPH38.44 : Type {77,77,77} Order 154 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * c, c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a ] RPH38.45 : Type {77,77,77} Order 154 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c, c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH39.1 : Type {3,4,10} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, c * b * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * b * a ] RPH39.2 : Type {3,40,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH39.3 : Type {3,117,117} Order 234 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH39.4 : Type {4,4,21} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c * a * c)^2, (c * a)^21 ] RPH39.5 : Type {4,4,40} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^40 ] RPH39.6 : Type {4,4,40} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH39.7 : Type {4,4,40} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, a * c * b * c * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH39.8 : Type {4,4,40} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH39.9 : Type {4,4,78} Order 312 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH39.10 : Type {4,8,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c ] RPH39.11 : Type {4,8,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * b * c * a * c * a * c * a * c * a * c * a * c ] RPH39.12 : Type {4,9,9} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * b * c * b * a * c * a * c * a, c * b * a * c * a * b * a * c * a * b * c * a, (c * a)^9 ] RPH39.13 : Type {4,10,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * c * a * c * a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH39.14 : Type {4,12,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * c * b * c * b * c, c * a * c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a ] RPH39.15 : Type {4,15,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * c * b * a * c * a * c * a, a * c * b * c * a * b * a * c * b * c * a * c ] RPH39.16 : Type {4,27,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * a * c * a * c ] RPH39.17 : Type {4,28,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH39.18 : Type {4,28,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * b * c ] RPH39.19 : Type {4,28,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH39.20 : Type {4,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c ] RPH39.21 : Type {4,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * b * c * a * c ] RPH39.22 : Type {6,10,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, (a * b)^6, c * a * c * a * c * b * a * c * a * b * c * a ] RPH39.23 : Type {6,32,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH39.24 : Type {6,48,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH39.25 : Type {6,48,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, b * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH39.26 : Type {7,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH39.27 : Type {7,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH39.28 : Type {7,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH39.29 : Type {8,8,14} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, (a * c)^14 ] RPH39.30 : Type {8,8,14} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, (a * c)^14 ] RPH39.31 : Type {8,8,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH39.32 : Type {8,8,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * b * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH39.33 : Type {8,16,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, c * a * c * a * b * c * b * a * c * a * c * a * c * a ] RPH39.34 : Type {8,16,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, (a * c * a * c * a * b)^2, a * c * a * c * a * c * b * a * c * a * b * c * a * c ] RPH39.35 : Type {8,16,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, (a * c * a * c * a * b)^2, (a * c * a * c * a * c * b)^2 ] RPH39.36 : Type {8,16,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * b * a * c * a * b * c * a * c, (a * b)^8 ] RPH39.37 : Type {8,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * b, a * c * a * c * a * c * b * c * a * c * b * c ] RPH39.38 : Type {8,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * b, c * a * c * a * c * a * b * a * c * b * c * b * c * b ] RPH39.39 : Type {8,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * b * a * c, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH39.40 : Type {8,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^8, c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b ] RPH39.41 : Type {9,30,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH39.42 : Type {9,30,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH39.43 : Type {12,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * a * b * c * b * a * c * a * c * a, c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH39.44 : Type {12,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (a * c * a * c * b)^2, c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH39.45 : Type {12,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * b * c * a * c * b * a * b * c * b * a * c, c * a * c * a * c * a * b * a * c * b * c * a * c * a ] RPH39.46 : Type {12,12,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * b, c * a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a ] RPH39.47 : Type {12,16,16} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, c * b * c * a * c * b * c * a * b * a * b * a * c * b * c * a * c * b * c * a ] RPH39.48 : Type {12,16,16} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * b * a * c, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH39.49 : Type {14,84,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c, a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH39.50 : Type {14,84,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH39.51 : Type {14,84,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, (a * b)^14 ] RPH39.52 : Type {21,28,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH39.53 : Type {21,28,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH39.54 : Type {21,28,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b ] RPH39.55 : Type {21,28,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH39.56 : Type {21,28,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH39.57 : Type {27,81,81} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * b * c * b, (b * a)^27 ] RPH39.58 : Type {27,81,81} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH39.59 : Type {27,81,81} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH39.60 : Type {27,81,81} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH39.61 : Type {27,81,81} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH39.62 : Type {27,81,81} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b ] RPH39.63 : Type {27,81,81} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH39.64 : Type {27,81,81} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH39.65 : Type {27,81,81} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH39.66 : Type {28,28,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * c * a * c * a * c * b * c * b, b * c * b * a * b * a * b * a * b * c * b * a * c * a ] RPH39.67 : Type {28,28,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * b * c * a, (a * c * b * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * c * a ] RPH39.68 : Type {28,28,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * b * a * c * a * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * b * a * c * a * c * a * c * a * c ] RPH39.69 : Type {40,80,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH39.70 : Type {40,80,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH39.71 : Type {40,80,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH39.72 : Type {40,80,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH39.73 : Type {40,80,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^40 ] RPH39.74 : Type {40,80,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b ] RPH39.75 : Type {40,80,80} Order 160 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a ] RPH39.76 : Type {79,79,79} Order 158 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH39.77 : Type {79,79,79} Order 158 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH39.78 : Type {79,79,79} Order 158 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH39.79 : Type {79,79,79} Order 158 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a^2 * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH39.80 : Type {79,79,79} Order 158 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH39.81 : Type {79,79,79} Order 158 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH39.82 : Type {79,79,79} Order 158 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH39.83 : Type {79,79,79} Order 158 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH39.84 : Type {79,79,79} Order 158 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * c * b * c, b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH39.85 : Type {79,79,79} Order 158 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c, c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH39.86 : Type {79,79,79} Order 158 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b * c * b * c * b, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH39.87 : Type {79,79,79} Order 158 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH39.88 : Type {79,79,79} Order 158 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH39.89 : Type {79,79,79} Order 158 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH40.1 : Type {3,4,5} Order 720 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (c * a)^5, (a * c * b)^4 ] RPH40.2 : Type {3,4,5} Order 720 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (c * a)^5, (a * b * a * c)^3, a * c * a * c * b * c * b * a * c * b * a * c * a * b * c * b * c * a * c * b ] RPH40.3 : Type {3,6,15} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, a * c * a * b * c * b * a * c * a * c * a * c, (a * c * b * c)^3 ] RPH40.4 : Type {3,6,15} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, (a * c * b * c)^3, a * c * a * b * c * a * b * a * c * b * a * c * a * c ] RPH40.5 : Type {3,12,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, a * c * a * c * b * a * c * b * a * c * a * b * c * a * c * b ] RPH40.6 : Type {3,12,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, c * a * b * c * b * a * c * a * c * a ] RPH40.7 : Type {3,16,16} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * a * c * a, b * c * b * c * b * a * c * b * c * a, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b ] RPH40.8 : Type {3,22,33} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * a, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH40.9 : Type {3,41,123} Order 246 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH40.10 : Type {3,42,42} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH40.11 : Type {3,42,42} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c ] RPH40.12 : Type {3,42,42} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH40.13 : Type {3,120,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH40.14 : Type {4,4,15} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * b * c * a * b * a * c * b * a * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * b, c * a * c * b * a * c * b * a * b * c * a * b * c * a ] RPH40.15 : Type {4,4,41} Order 328 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^41 ] RPH40.16 : Type {4,4,80} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH40.17 : Type {4,6,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * b * a * c * b * c, a * c * b * a * c * b * a * c * b * a * c * a * b * c * a * c * b * c, (a * c * a * c * a * c * a * c * b)^2 ] RPH40.18 : Type {4,6,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, (b * c)^6 ] RPH40.19 : Type {4,6,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (b * c * a * c * a * c)^2, c * a * c * a * c * b * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH40.20 : Type {4,6,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^6, a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c ] RPH40.21 : Type {4,7,7} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * c * b * a * c * b * c * a, (b * c * a * c * a * c)^2, a * c * a * b * c * a * b * a * c * b * a * c * a * c ] RPH40.22 : Type {4,7,7} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * b * a * c)^3, (c * b * a * b)^3 ] RPH40.23 : Type {4,8,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * b * a * c * b * a * c * a * b * c * b, a * c * a * c * a * c * b * a * b * c * a * c * a * c ] RPH40.24 : Type {4,12,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * c * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * b * a * c * a * c * a * c ] RPH40.25 : Type {4,15,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * c * b * c * b, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * b * c ] RPH40.26 : Type {4,28,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, (a * c * b * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c ] RPH40.27 : Type {4,54,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH40.28 : Type {5,21,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * b ] RPH40.29 : Type {5,22,22} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^5, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c ] RPH40.30 : Type {5,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a ] RPH40.31 : Type {5,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c ] RPH40.32 : Type {6,6,8} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * c * b)^2, (a * b)^6, c * a * c * b * a * b * a * b * c * a * c * a, (b * c)^6 ] RPH40.33 : Type {6,6,8} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, (a * b)^6, (a * b * c * b * a * b)^2, (a * c)^8 ] RPH40.34 : Type {6,6,8} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, c * a * c * a * b * a * c * a * c * b, (a * b)^6, (b * c)^6, (a * c)^8 ] RPH40.35 : Type {6,6,8} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * b)^6, (a * b * c * b * a * b)^2, a * b * a * c * a * b * a * c * b * c * b * c, (a * c)^8 ] RPH40.36 : Type {6,6,21} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * b)^6, (b * c)^6, a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c ] RPH40.37 : Type {6,6,21} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (c * a)^21 ] RPH40.38 : Type {6,6,21} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, (c * a)^21 ] RPH40.39 : Type {6,6,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH40.40 : Type {6,10,12} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, a * c * b * c * b * a * b * c * b * c, (a * b)^6, (b * c)^10 ] RPH40.41 : Type {6,17,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH40.42 : Type {6,18,18} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c ] RPH40.43 : Type {6,18,18} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * b)^6, (b * c * b * c * a * c)^2, c * b * c * b * c * a * b * a * c * b * c * b * c * b ] RPH40.44 : Type {6,18,18} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * b)^6, a * c * a * c * a * c * b * c * a * c * b * c, (a * c * b * c * b * c * b)^2 ] RPH40.45 : Type {6,18,18} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * b * c * b * c, (a * c * b * a * b * a * b)^2 ] RPH40.46 : Type {6,18,18} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^6, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c * a * c * a * c ] RPH40.47 : Type {6,96,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH40.48 : Type {9,9,18} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, c * b * a * b * a * b * a * b * c * b * c * b, (a * b * a * c)^3, c * a * b * c * a * b * a * c * b * a * c * b ] RPH40.49 : Type {9,11,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH40.50 : Type {9,12,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^9, (a * c)^12 ] RPH40.51 : Type {9,12,12} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, b * c * b * a * b * a * b * a * c * a * b * a * b * a, (b * a)^9 ] RPH40.52 : Type {9,90,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH40.53 : Type {9,90,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, a * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH40.54 : Type {10,10,11} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^10, (c * a)^11 ] RPH40.55 : Type {10,45,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b, (a * b)^10 ] RPH40.56 : Type {10,45,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b, (a * b)^10 ] RPH40.57 : Type {10,45,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a, (a * b)^10 ] RPH40.58 : Type {11,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c, (b * a)^11 ] RPH40.59 : Type {11,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH40.60 : Type {11,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH40.61 : Type {11,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c, (b * a)^11 ] RPH40.62 : Type {11,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, (b * a)^11 ] RPH40.63 : Type {12,12,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * b, c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a ] RPH40.64 : Type {15,18,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH40.65 : Type {15,18,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH40.66 : Type {15,30,30} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * c * b * a * c, (a * c * b * c)^3 ] RPH40.67 : Type {15,30,30} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * c * b * a * c, b * c * a * c * a * c * b * c * b * c * b * c ] RPH40.68 : Type {15,30,30} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (a * c * a * c * b)^2, b * a * b * a * b * a * b * a * c * b * a * b * c * a, b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH40.69 : Type {15,30,30} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, a * c * a * c * b * c * b * c, (b * a)^15 ] RPH40.70 : Type {15,30,30} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH40.71 : Type {15,30,30} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, (b * a)^15 ] RPH40.72 : Type {17,85,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH40.73 : Type {17,85,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * a * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH40.74 : Type {17,85,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * b * c * b * c * b, c * a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a ] RPH40.75 : Type {17,85,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b * c * b * c * b, b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a ] RPH40.76 : Type {17,85,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH40.77 : Type {17,85,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH40.78 : Type {17,85,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c ] RPH40.79 : Type {17,85,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH40.80 : Type {18,18,45} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, a * c * a * c * a * c * b * a * b * c * b * a * b * c ] RPH40.81 : Type {18,18,45} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * c * b * a * c * a * c * a * b, a * c * a * c * b * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c ] RPH40.82 : Type {21,84,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH40.83 : Type {21,84,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * c * b * c, b * a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a ] RPH40.84 : Type {21,84,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (b * a)^21 ] RPH40.85 : Type {22,22,44} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, (a * c * a * c * b)^2, c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * b * c * b * c * b * c * b ] RPH40.86 : Type {22,22,44} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH40.87 : Type {22,22,44} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, a * c * a * b * a * c * a * b * a * c * a * c * a * c * a * c ] RPH40.88 : Type {22,22,44} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * c ] RPH40.89 : Type {22,22,44} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * c * b)^2, a * c * a * c * a * c * a * b * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a * c ] RPH40.90 : Type {28,42,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH40.91 : Type {28,42,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH40.92 : Type {28,42,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH40.93 : Type {28,42,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b, (a * b)^28 ] RPH40.94 : Type {28,42,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH40.95 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b ] RPH40.96 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH40.97 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH40.98 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a, a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH40.99 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH40.100 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH40.101 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * c * b * c * b, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH40.102 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b ] RPH40.103 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH40.104 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH40.105 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH40.106 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c ] RPH40.107 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH40.108 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c, c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH40.109 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH40.110 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH40.111 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH40.112 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH40.113 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH40.114 : Type {41,82,82} Order 164 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^41 ] RPH40.115 : Type {42,42,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH40.116 : Type {42,42,42} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH40.117 : Type {81,81,81} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * c * b * c, a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c ] RPH40.118 : Type {81,81,81} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b, b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH40.119 : Type {81,81,81} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * b * c * b, c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH40.120 : Type {81,81,81} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH40.121 : Type {81,81,81} Order 162 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH41.1 : Type {3,3,8} Order 768 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, a * b * a * c * a * c * a * b * a * c * b * a * c * a * b * c, (a * c)^8 ] RPH41.2 : Type {3,3,8} Order 768 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, c * a * c * b * a * c * b * a * c * a * b * c * a * b, (a * c)^8, (a * c * a * b)^6 ] RPH41.3 : Type {3,4,4} Order 960 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, (a * c * a * b * c * b * a * c * b)^2 ] RPH41.4 : Type {3,4,12} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * b)^4, b * c * a * c * a * c * b * a * c * a * c * a * c * a ] RPH41.5 : Type {3,4,12} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c * a * c)^2, (b * c)^4, c * b * a * c * a * c * a * b * a * c * a * c * a * b * c * a * c * a * c * a ] RPH41.6 : Type {3,5,5} Order 600 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * a)^5, (c * b)^5, (a * c * b * a * c * a * b)^2 ] RPH41.7 : Type {3,5,5} Order 600 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * a)^5, (c * b)^5, (a * c * a * b * c * b)^2, (a * c * b * c * a * c * b)^2 ] RPH41.8 : Type {3,6,6} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^6, (b * c)^6, a * c * b * a * c * a * b * a * c * a * b * c * a * b, c * a * b * c * a * c * b * a * c * a * c * b * c * a ] RPH41.9 : Type {3,6,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^6, b * a * c * a * c * a * b * a * c * a * c * a * b * c, b * c * a * b * a * c * a * b * a * c * b * a * c * b * c * a ] RPH41.10 : Type {3,8,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b * c * b)^2, (a * c * b * c)^3, (a * c * a * c * b * c * b)^2, (a * c * a * b)^4 ] RPH41.11 : Type {3,8,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b * c * b)^2, a * c * b * c * a * c * b * a * c * a * c * a * b * c, (a * c * a * c * b * c * b)^2 ] RPH41.12 : Type {3,8,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c)^3, c * a * c * a * b * c * b * a * c * a * c * b * c * b, a * c * a * c * b * c * b * a * c * a * b * c * b * c ] RPH41.13 : Type {3,8,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * b * c * a * c * b * a * c * a * c * a * b * c, c * a * c * a * b * c * b * a * c * a * c * b * c * b, a * c * a * c * b * c * b * a * c * a * b * c * b * c ] RPH41.14 : Type {3,8,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, c * a * b * c * b * a * c * b * a * c * b * c * b * a * c * b, (a * c)^8 ] RPH41.15 : Type {3,8,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * a * c * a * b * a * c * b * c * a * b, (a * c * b * c)^3, (a * c)^8 ] RPH41.16 : Type {3,8,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * a * c * a * b * a * c * b * c * a * b, c * b * c * b * a * c * b * a * c * a * c * b * c * a, (a * c)^8 ] RPH41.17 : Type {3,8,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (a * c)^8, a * c * b * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c ] RPH41.18 : Type {3,8,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c)^3, c * b * c * a * c * a * b * a * c * a * c * b * c * b, (a * c * a * b)^4 ] RPH41.19 : Type {3,8,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * b * c * a, (a * c * a * b)^4 ] RPH41.20 : Type {3,8,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c * a * c * a * c)^2, (b * c * b * c * a * c)^2, (a * c * a * b)^4, c * b * a * c * b * a * c * b * a * c * b * c * b * a * c * a ] RPH41.21 : Type {3,8,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * a * c * a * b)^2, b * c * b * c * a * c * b * a * c * a * c * b * c * a, (a * c)^8 ] RPH41.22 : Type {3,33,33} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * c * b)^4, b * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c * a * c ] RPH41.23 : Type {3,123,123} Order 246 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH41.24 : Type {4,4,6} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b)^4, (a * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b, b * a * b * a * c * b * a * b * a * c * b * a * c * a * b * c ] RPH41.25 : Type {4,4,6} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b)^4, (a * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b, b * a * b * a * c * b * a * b * a * c * b * c * a * c * b * c ] RPH41.26 : Type {4,4,10} Order 400 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * b)^2, (b * c)^4, (a * c)^10, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c * b ] RPH41.27 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, b * a * c * b * a * b * a * c * a * c * b * c, (a * c * b * c * a * b)^2, (a * c)^12 ] RPH41.28 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (b * c)^4, (a * c * b * a * c * a * b)^2, (a * c)^12 ] RPH41.29 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, (a * c * b * a * c * a * b)^2, c * a * b * c * a * c * b * a * c * a * c * a * c * a ] RPH41.30 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, (a * c * b * a * c * a * b)^2, (a * c * a * c * a * c * b)^2 ] RPH41.31 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, b * a * c * b * a * b * a * c * a * c * b * c, (a * c * a * c * a * c * b)^2 ] RPH41.32 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, b * a * b * c * b * a * b * a * c * b * a * c * b * c, a * c * a * c * b * a * c * b * a * b * c * a * b * c * a * c ] RPH41.33 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, a * c * a * c * b * a * b * a * c * b * a * c * a * b, (a * c)^12 ] RPH41.34 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c * a * c * a * b)^2, (a * c)^12 ] RPH41.35 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, a * c * a * c * a * c * b * a * c * a * c * a * b * c, (a * c * a * b)^4 ] RPH41.36 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, c * a * c * a * b * c * b * a * c * a * c * a * c * a, (a * c * a * b)^4, a * c * a * c * b * a * c * b * a * c * a * b * c * a * c * b ] RPH41.37 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c * a * c * a * c * b)^2, (a * c * a * b)^4 ] RPH41.38 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, c * a * c * a * b * c * b * a * c * a * c * a * c * a, a * c * a * c * b * a * c * b * a * c * a * b * c * a * b * c ] RPH41.39 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, (a * c * b * c * a * c * b)^2, (a * c)^12 ] RPH41.40 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b, (a * c)^12 ] RPH41.41 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * b * a * c * b * a * c * b * a * c * a * c * a * c * b * a ] RPH41.42 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * b * c * a * b * a * c * b * a * c * b, (a * c * a * c * b * a * b)^2, a * c * a * c * b * a * c * b * a * b * c * a * b * c * a * c ] RPH41.43 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * b * c * a * b * a * c * b * a * c * b, (a * c * a * c * b * a * b)^2, b * c * a * c * b * a * c * b * a * b * c * a * c * a * c * a ] RPH41.44 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * b * a * b * a * c * b * a * c * b, (a * c)^12 ] RPH41.45 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, (b * c * a * c * a * c)^2, (a * c)^12 ] RPH41.46 : Type {4,4,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, c * b * a * c * b * a * b * a * c * a * c * a * b * a, (a * c)^12 ] RPH41.47 : Type {4,4,22} Order 352 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c)^22 ] RPH41.48 : Type {4,4,42} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^42 ] RPH41.49 : Type {4,4,82} Order 328 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH41.50 : Type {4,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * a * c)^3, c * b * c * a * c * b * a * c * a * b * c * a, (b * c)^6, a * b * c * b * a * c * b * a * c * a * c * b * c * b ] RPH41.51 : Type {4,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * b * a * c * b * a * c * a * b * c * a, (a * c)^6, (b * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b ] RPH41.52 : Type {4,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * b * c * b * a * c * a * c * a, (a * c)^6, b * c * a * b * c * a * b * a * c * b * a * c * b * a ] RPH41.53 : Type {4,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * b * a * c * a * b * a * c * a * b * c * a, c * b * a * b * c * b * a * c * b * c * a * b, (a * c)^6 ] RPH41.54 : Type {4,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (c * b * a * b)^3, c * a * c * b * c * b * a * c * a * b * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * b, c * b * c * a * c * a * b * a * c * b * a * c * b * a ] RPH41.55 : Type {4,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * b * a * b * c * a, (b * c)^6, a * c * b * a * c * a * b * c * b * a * c * b * a * c * a * b * c * a * b * c * a * b * c * b ] RPH41.56 : Type {4,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c)^6, (b * c)^6, b * c * b * c * a * c * b * a * c * a * c * b * c * a ] RPH41.57 : Type {4,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * c * b * a * c * b * c * a, (a * c)^6 ] RPH41.58 : Type {4,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * a * b * c * b, (a * c)^6, (b * c)^6, c * b * c * a * c * a * b * a * c * a * c * b * c * a ] RPH41.59 : Type {4,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b * c * b)^2, (a * c)^6, (b * c * a * c * a * c)^2, b * a * c * b * a * c * b * a * b * c * b * c * a * c ] RPH41.60 : Type {4,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * a * c)^3, (a * c * b)^4, a * c * a * b * c * b * a * c * a * c * b * c ] RPH41.61 : Type {4,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b)^4, (a * c * a * b * c * b)^2, (a * c)^6, (b * c * a * c * a * c)^2, a * c * b * c * b * c * b * a * b * c * b * c * b * c ] RPH41.62 : Type {4,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * b * a * c * b * a * c * a * b * c * a, (a * c)^6, (b * c * a * c * a * c)^2, c * a * b * a * c * b * a * b * a * c * b * c * a * b * a * b ] RPH41.63 : Type {4,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * b * c * a * b * a * c * b * a * c * a, b * c * b * a * c * b * a * b * c * a * b * c, (a * c)^6 ] RPH41.64 : Type {4,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * a * b * c * b, (a * c)^6, (a * c * b * c)^3 ] RPH41.65 : Type {4,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b)^4, (a * c)^6, (b * c)^6, c * b * c * a * c * a * b * a * c * a * c * b * c * a ] RPH41.66 : Type {4,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b)^4, (a * c)^6, (a * c * b * c)^3 ] RPH41.67 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * b * c ] RPH41.68 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b)^4, b * c * a * c * a * c * b * a * c * b * c * b * c * a, b * c * a * c * a * c * a * c * b * c * b * c * a * c * b * c ] RPH41.69 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * b, c * a * b * c * a * b * a * c * b * a * c * b, b * c * a * c * a * c * a * c * b * c * b * c * a * c * b * c ] RPH41.70 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH41.71 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH41.72 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * b * a * c * a * b * a * c * a * b * c * b, c * a * b * c * a * b * a * c * b * a * c * b, a * c * b * a * c * b * a * b * c * a * b * c, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH41.73 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * c * b * a * c * a * c * a, c * b * a * c * a * b * a * c * b * a * c * b, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH41.74 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * c * b * a * c * a * c * a, b * c * b * c * b * a * c * b * c * a, (b * c * b * c * a * c * a * c)^2 ] RPH41.75 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, b * c * b * c * b * a * c * b * c * a, a * c * b * c * b * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * b * c * b * c ] RPH41.76 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH41.77 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * b * a * c * a * b * a * c * b * a * c * b, a * c * b * a * c * b * a * b * c * b * a * c, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH41.78 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b)^4, b * c * a * c * a * c * b * a * c * b * c * b * c * a, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH41.79 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b)^4, a * c * a * c * a * c * b * a * c * b * c * b * c * b, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH41.80 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * a * b * c * b, b * c * a * c * a * c * b * a * c * b * c * b * c * a, (b * c * a * c * a * c * a * c)^2 ] RPH41.81 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b)^4, b * c * a * c * a * c * b * a * c * b * c * b * c * a, (b * c * a * c * a * c * a * c)^2 ] RPH41.82 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * a * b * c * b, a * c * a * c * a * c * b * a * c * b * c * b * c * b, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH41.83 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * a * b * c * b, a * c * a * c * a * c * b * a * c * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH41.84 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, (a * c * b * c * b)^2, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH41.85 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH41.86 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, a * c * b * c * a * c * a * c * b * c * b * c * b * c * a * c ] RPH41.87 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * b * c * b * c * a * b * a * c * b * c * b * c * b * c * b, a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c ] RPH41.88 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * b * c * b * c * a * b * a * c * b * c * b * c * b * c * b, c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a ] RPH41.89 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * b * c * b * a * c * b * c * a, (b * c * a * c * a * c * a * c)^2, a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c ] RPH41.90 : Type {4,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (b * c * a * c * a * c * a * c)^2, a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c ] RPH41.91 : Type {4,20,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * c * a * c * a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH41.92 : Type {4,56,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH41.93 : Type {4,56,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c ] RPH41.94 : Type {5,5,10} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^5, (c * b)^5, (a * c * b)^4, c * a * c * a * c * b * a * c * a * b * c * a ] RPH41.95 : Type {5,5,10} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (b * a)^5, (c * b)^5, c * b * c * a * b * a * b * a * c * b * c * a * c * a ] RPH41.96 : Type {5,5,10} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^5, (c * b)^5, (a * c * b)^4, c * a * c * a * c * b * a * c * a * c * a * b ] RPH41.97 : Type {5,5,10} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b * c * b)^2, (b * a)^5, (c * b)^5, c * a * c * a * c * b * a * c * a * c * a * b ] RPH41.98 : Type {6,10,15} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * c * b)^2, c * a * c * a * c * a * c * b * c * b, (a * b)^6, a * c * b * a * c * b * a * b * c * a * b * c ] RPH41.99 : Type {6,34,51} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a ] RPH41.100 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, c * a * c * a * b * a * c * a * c * b, b * c * b * a * c * b * a * c * a * b * c * a, (a * b)^8 ] RPH41.101 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, a * c * b * c * b * a * b * c * b * c, a * b * a * c * a * b * a * c * b * c * b * c, (a * b)^8 ] RPH41.102 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^8, (a * c)^8 ] RPH41.103 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * c * a * b * a * b * a * c * b * c * a * c, (a * b)^8 ] RPH41.104 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c * b * a * b * c * b * c, (a * c * b * c * a * b)^2, b * c * b * a * c * b * a * c * a * b * c * a ] RPH41.105 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, a * c * b * c * b * a * b * c * b * c, (a * c * b * c * a * b)^2 ] RPH41.106 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * c * b)^2, b * c * a * b * a * b * a * c * b * c * a * c, c * a * c * a * c * b * a * b * c * b * a * b ] RPH41.107 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (a * b * c * b * a * b)^2, a * c * b * a * c * b * a * b * c * a * b * c, c * a * b * a * b * a * b * a * c * b * c * b * c * b ] RPH41.108 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * a * b * a * b * c * a * b, a * c * a * c * b * a * c * a * b * c, c * a * b * a * b * a * b * a * c * b * c * b * c * b ] RPH41.109 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * c * a * b * a * b * a * c * b * c * a * c, a * b * c * b * a * c * b * a * b * c * b * a * b * c ] RPH41.110 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * a * c * a * b * c, c * a * c * b * a * b * a * c * b * a * c * b, (a * b * c * b * a * b)^2 ] RPH41.111 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (a * c * b)^4, (a * b * c * a * c * b)^2, (b * c * a * c * a * c)^2, b * c * b * a * b * a * b * a * c * b * c * a * b * c ] RPH41.112 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * a * c * a * b * c, b * c * a * b * a * b * a * c * b * c * a * c, (a * b * c * b * a * b)^2 ] RPH41.113 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * c * b)^2, b * c * a * b * a * b * a * c * b * c * a * c, a * c * b * a * c * b * a * b * c * a * b * c, c * b * a * b * c * b * a * c * a * c * a * b ] RPH41.114 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c * b * a * b * c * b * c, (a * c * b * c * a * b)^2, (a * c * b)^4, (a * c * a * b * c * b)^2 ] RPH41.115 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c * b * a * b * c * b * c, (a * c * b * c * a * b)^2, a * c * b * a * c * b * a * b * c * a * b * c, (a * c * a * b * c * b)^2 ] RPH41.116 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * c * b)^2, b * c * a * b * a * b * a * c * b * c * a * c, (a * b * c * a * c * b)^2, c * b * a * b * c * b * a * c * a * c * a * b ] RPH41.117 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c * b * a * b * c * b * c, c * a * b * c * a * b * a * c * b * a * c * b, a * c * b * a * c * b * a * b * c * a * b * c, (a * b)^8 ] RPH41.118 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, a * c * b * c * b * a * b * c * b * c, (a * c * b)^4, (a * b)^8 ] RPH41.119 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * c * b)^2, c * a * c * b * a * b * a * b * c * a * c * b, a * c * b * a * c * b * a * b * c * a * b * c, (a * b)^8 ] RPH41.120 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^8, (a * c)^8 ] RPH41.121 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c * b * a * b * c * b * c, a * b * a * c * a * b * a * c * b * c * b * c, a * c * b * a * c * b * a * b * c * a * b * c, a * c * b * a * b * a * b * a * b * c * a * c * a * c ] RPH41.122 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c * b * a * b * c * b * c, a * b * a * c * a * b * a * c * b * c * b * c, (a * c * b)^4 ] RPH41.123 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, c * a * c * a * b * a * c * a * c * b, (a * c * b)^4 ] RPH41.124 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * b * a * c * b * c * a * c, a * b * a * c * a * b * a * c * b * c * b * c, c * a * c * a * c * b * a * b * c * b * a * b ] RPH41.125 : Type {8,8,8} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * b * a * c * b * c * a * c, c * b * a * c * a * b * a * c * a * b * c * b, (a * c * b)^4 ] RPH41.126 : Type {8,8,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH41.127 : Type {8,8,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * b * c * b * a * c * a * c ] RPH41.128 : Type {8,48,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * a * b * c, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH41.129 : Type {8,48,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a ] RPH41.130 : Type {8,48,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * a * b * c, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH41.131 : Type {8,48,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH41.132 : Type {10,20,20} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, (a * b)^10 ] RPH41.133 : Type {10,20,20} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, b * c * a * b * a * b * a * c * b * a * b * a, (a * b)^10 ] RPH41.134 : Type {10,20,20} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * c * b * a * b * c, a * b * a * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH41.135 : Type {10,20,20} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^10, (a * c * b * c)^5 ] RPH41.136 : Type {12,16,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * b * c, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH41.137 : Type {12,16,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c, (a * b)^12 ] RPH41.138 : Type {12,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, (b * c * a * c)^2, (a * b)^12 ] RPH41.139 : Type {12,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * c * b * a * c * a * c * b, b * a * b * a * b * a * b * a * b * c * b * a * b * c ] RPH41.140 : Type {12,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, c * a * c * b * a * b * a * c * b * c * b * a, (a * c * b)^4, b * a * b * a * b * a * b * a * b * c * b * a * b * c ] RPH41.141 : Type {12,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, a * c * a * c * a * c * b * c * b * c * b * c, c * b * a * b * a * b * a * b * a * c * a * c * a * b * c * b ] RPH41.142 : Type {12,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * b * a * b * a * b * a * c * a * b * a * c * a * c, a * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH41.143 : Type {12,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, (a * b)^12 ] RPH41.144 : Type {12,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, (a * b)^12 ] RPH41.145 : Type {12,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, (a * c * b)^4, a * c * a * b * a * b * a * b * a * c * a * b * c * b * c * b ] RPH41.146 : Type {12,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, (a * c * b * a * b)^2, (a * b)^12 ] RPH41.147 : Type {12,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * b * c, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH41.148 : Type {16,16,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * b * a * c * b * a * c * a * c * a * c * a ] RPH41.149 : Type {16,16,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * c * a * b * a * c, a * c * b * c * a * c * b * c * b * c * b * c, (a * c * a * c * a * c * b)^2 ] RPH41.150 : Type {16,16,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * c * a * b * a * c, a * c * b * c * a * c * b * c * b * c * b * c, c * a * c * b * a * c * b * a * c * a * c * a * c * a ] RPH41.151 : Type {16,16,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * c * a * c * b)^2, c * a * c * a * c * b * c * a * b * a * c * a * c * a * c * a * c * a ] RPH41.152 : Type {18,30,45} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b, (a * b)^18 ] RPH41.153 : Type {18,30,45} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH41.154 : Type {22,44,44} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * b ] RPH41.155 : Type {22,44,44} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH41.156 : Type {22,44,44} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b ] RPH41.157 : Type {22,44,44} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH41.158 : Type {22,44,44} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (a * b)^22 ] RPH41.159 : Type {42,84,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c ] RPH41.160 : Type {42,84,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH41.161 : Type {42,84,84} Order 168 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^42 ] RPH41.162 : Type {83,83,83} Order 166 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH41.163 : Type {83,83,83} Order 166 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a^2 * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH41.164 : Type {83,83,83} Order 166 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH41.165 : Type {83,83,83} Order 166 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH41.166 : Type {83,83,83} Order 166 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH41.167 : Type {83,83,83} Order 166 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * a ] RPH41.168 : Type {83,83,83} Order 166 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH41.169 : Type {83,83,83} Order 166 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b ] RPH41.170 : Type {83,83,83} Order 166 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH41.171 : Type {83,83,83} Order 166 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c ] RPH41.172 : Type {83,83,83} Order 166 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH41.173 : Type {83,83,83} Order 166 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH41.174 : Type {83,83,83} Order 166 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH41.175 : Type {83,83,83} Order 166 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b * c * b * c * b, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH42.1 : Type {3,43,129} Order 258 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH42.2 : Type {3,44,44} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH42.3 : Type {3,126,126} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH42.4 : Type {4,4,43} Order 344 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^43 ] RPH42.5 : Type {4,4,84} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH42.6 : Type {4,8,18} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * b, c * a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c * a ] RPH42.7 : Type {4,8,18} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * a * b * a * c * b * c * b, (a * c)^18 ] RPH42.8 : Type {4,20,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, b * c * a * c * a * c * b * a * c * a * c * a * c * a, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH42.9 : Type {4,29,116} Order 232 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH42.10 : Type {4,30,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * b * c * a, a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c ] RPH42.11 : Type {4,30,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH42.12 : Type {4,112,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH42.13 : Type {5,22,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, b * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c ] RPH42.14 : Type {5,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c ] RPH42.15 : Type {5,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c ] RPH42.16 : Type {6,6,22} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (a * c)^22 ] RPH42.17 : Type {6,10,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH42.18 : Type {6,27,27} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * c * b * c * b * a * c * a * c * a, (a * b)^6, c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b ] RPH42.19 : Type {6,51,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH42.20 : Type {7,15,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH42.21 : Type {7,16,16} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^7, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c * a * c ] RPH42.22 : Type {7,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH42.23 : Type {7,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH42.24 : Type {7,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH42.25 : Type {8,8,15} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, (c * a)^15 ] RPH42.26 : Type {8,13,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH42.27 : Type {8,14,14} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^8, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c ] RPH42.28 : Type {8,96,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH42.29 : Type {8,96,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH42.30 : Type {12,32,32} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * b * a * c, b * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c ] RPH42.31 : Type {13,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * a * c * b * c * b * c * b * c * b, c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH42.32 : Type {13,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b * c * b * c * b, (b * a)^13 ] RPH42.33 : Type {13,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * b * c * b, c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH42.34 : Type {13,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH42.35 : Type {13,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c, c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH42.36 : Type {13,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH42.37 : Type {15,90,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, a * b * a * b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b ] RPH42.38 : Type {15,90,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b ] RPH42.39 : Type {15,90,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c, a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH42.40 : Type {18,45,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH42.41 : Type {18,45,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b, a * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH42.42 : Type {18,45,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH42.43 : Type {22,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH42.44 : Type {22,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH42.45 : Type {22,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b ] RPH42.46 : Type {22,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, (b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a)^2 ] RPH42.47 : Type {22,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH42.48 : Type {29,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH42.49 : Type {29,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b ] RPH42.50 : Type {29,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH42.51 : Type {29,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH42.52 : Type {29,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH42.53 : Type {29,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b, c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH42.54 : Type {29,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH42.55 : Type {29,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH42.56 : Type {29,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a ] RPH42.57 : Type {29,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH42.58 : Type {29,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH42.59 : Type {29,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH42.60 : Type {29,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH42.61 : Type {29,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * b * a * b ] RPH42.62 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH42.63 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a^2 * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH42.64 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c ] RPH42.65 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH42.66 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a ] RPH42.67 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH42.68 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b ] RPH42.69 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH42.70 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH42.71 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH42.72 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a ] RPH42.73 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * c * b * c * b, a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH42.74 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH42.75 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH42.76 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c ] RPH42.77 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH42.78 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH42.79 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH42.80 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c, b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH42.81 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH42.82 : Type {43,86,86} Order 172 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^43 ] RPH42.83 : Type {44,44,44} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * b * a * c * a * c, (a * c * b * c * b)^2, c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b ] RPH42.84 : Type {44,44,44} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * c * a * b * a * c * a * c * a * c, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH42.85 : Type {85,85,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH42.86 : Type {85,85,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b, c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH42.87 : Type {85,85,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * c * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c ] RPH42.88 : Type {85,85,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH42.89 : Type {85,85,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH42.90 : Type {85,85,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * c * a, b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH42.91 : Type {85,85,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH42.92 : Type {85,85,85} Order 170 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a^2 * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH43.1 : Type {3,3,10} Order 720 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, b * a * c * a * b * a * c * a * b * a * c * a * b * c * a * b * a * c ] RPH43.2 : Type {3,4,6} Order 672 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b, (a * c * a * b)^4 ] RPH43.3 : Type {3,4,6} Order 672 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b, (a * c * b * c * a * b * c * b)^2 ] RPH43.4 : Type {3,16,48} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (a * c * b * c * b)^2, c * b * c * b * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a ] RPH43.5 : Type {3,24,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c * a * c * a * c)^2, (b * c * b * c * a * c)^2, (a * c * b * a * c * a * b)^2 ] RPH43.6 : Type {3,24,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c)^3, (a * c * b * a * c * a * b)^2, c * b * c * a * c * a * b * a * c * a * c * b * c * b ] RPH43.7 : Type {3,24,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * a * c * a * b * a * c * b * c * a * b, (a * c * b * c)^3, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH43.8 : Type {3,24,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH43.9 : Type {3,44,132} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH43.10 : Type {3,45,45} Order 270 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH43.11 : Type {3,129,129} Order 258 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH43.12 : Type {4,4,4} Order 672 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, (a * b * a * c)^3, a * b * c * b * a * c * b * a * c * b * c * a * b * c ] RPH43.13 : Type {4,4,4} Order 672 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, c * a * b * a * c * a * b * a * c * b * c * a * c * b, c * b * a * c * b * a * c * b * a * b * c * a * b * c * a * b ] RPH43.14 : Type {4,4,44} Order 352 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH43.15 : Type {4,4,44} Order 352 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH43.16 : Type {4,4,44} Order 352 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^44 ] RPH43.17 : Type {4,4,86} Order 344 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH43.18 : Type {4,8,10} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^8, (a * c)^10 ] RPH43.19 : Type {4,8,10} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, (a * c)^10 ] RPH43.20 : Type {4,9,18} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * a * b * c * b, (a * c * a * c * a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b ] RPH43.21 : Type {4,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, a * c * a * c * a * c * b * c * a * c * b * c, (b * c)^12 ] RPH43.22 : Type {4,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, c * b * c * b * c * a * b * a * c * b * c * b * c * b ] RPH43.23 : Type {4,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, b * c * b * c * b * c * b * a * c * b * c * b * c * a, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH43.24 : Type {4,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH43.25 : Type {4,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * b * c * a * b * a * c * b * c * b * c * b, (a * c)^12 ] RPH43.26 : Type {4,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * b * a * c * b * a * c * b * a * c * a * b * c * a * b * c * b ] RPH43.27 : Type {4,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * b * a * c * b * a * c * b * a * c * a * b * c * b * a * c * b ] RPH43.28 : Type {4,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * b * a * c * a * b * a * c * a * b * c * b, (a * c * b * c * a * b)^2, (a * c * b)^4, b * c * a * c * a * c * b * a * c * a * c * a * c * a ] RPH43.29 : Type {4,12,33} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * c * b * c * b * c, a * c * a * c * a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c ] RPH43.30 : Type {4,30,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c ] RPH43.31 : Type {4,58,116} Order 232 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c ] RPH43.32 : Type {6,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * b)^6, c * b * c * a * c * b * a * c * a * b * c * a ] RPH43.33 : Type {6,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * b)^6, c * b * a * b * c * b * a * c * b * c * a * b, (a * c * b * c)^3 ] RPH43.34 : Type {6,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * b)^6, a * b * a * c * a * b * a * c * b * a * b * c ] RPH43.35 : Type {6,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * b * a * c * b * c * b, (a * c * a * c * b)^2, (a * b)^6 ] RPH43.36 : Type {6,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, a * c * a * c * b * a * b * c * a * c, (a * b)^6, (b * c)^6, b * c * a * c * b * c * b * a * c * a * c * a * b * c ] RPH43.37 : Type {6,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * b)^6, a * c * a * b * a * b * a * c * a * c * a * c, (b * c)^6, c * b * a * c * a * c * b * a * c * b * c * a * c * b ] RPH43.38 : Type {6,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * a * b * a * c * a * c * b, (a * b)^6, b * c * a * b * a * b * a * c * b * a * c * a ] RPH43.39 : Type {6,6,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * a * b * a * c * a * c * b, c * b * a * c * b * a * b * c * a * b, (a * b)^6 ] RPH43.40 : Type {6,8,8} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * c * b * a * c * a * c * a, b * c * b * c * b * a * c * b * c * a, (a * b)^6, a * b * a * c * a * b * a * b * a * c * b * a * b * c * b * c ] RPH43.41 : Type {6,8,8} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * c * b * a * c * a * c * a, b * c * b * c * b * a * c * b * c * a, (a * b)^6, (a * c * b * a * b * a * b)^2, (a * c)^8 ] RPH43.42 : Type {6,10,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * c * b)^2, (a * b)^6, a * c * b * a * c * b * a * b * c * a * b * c, (a * c * b * a * b * a * b)^2, c * a * c * a * b * a * b * a * c * b * c * a * c * a ] RPH43.43 : Type {6,12,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, (a * b)^6, (a * b * c * a * c * a * c * a * c * a * c)^2 ] RPH43.44 : Type {6,15,15} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * c * b * a * c * a * c * a, (a * b)^6, a * c * b * c * a * b * a * c * b * c * a * c ] RPH43.45 : Type {6,36,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c ] RPH43.46 : Type {6,36,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, (a * c * b * a * b * a * b)^2, c * a * c * a * c * a * b * a * c * b * c * a * c * b ] RPH43.47 : Type {6,36,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^6, b * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c * a * c * a * c * a * c ] RPH43.48 : Type {9,12,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH43.49 : Type {9,12,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * c * a * b * a * c * b * c * a, (a * c * a * c * b)^2, (b * a)^9 ] RPH43.50 : Type {9,12,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * c * a * b * a * c * a * c * a * c, (a * c * b * a * b * a * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c ] RPH43.51 : Type {9,33,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH43.52 : Type {9,33,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH43.53 : Type {10,10,10} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * c * a * b * a * c * b * a * c, c * b * a * c * b * a * b * c * a * b ] RPH43.54 : Type {12,12,18} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * b, a * c * a * c * a * b * c * a * c * b * a * c * a * c * a * c * a * c * a * c ] RPH43.55 : Type {12,12,18} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, b * a * b * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c * b * a * b * c ] RPH43.56 : Type {12,32,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, (a * b)^12 ] RPH43.57 : Type {12,32,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH43.58 : Type {12,48,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH43.59 : Type {12,48,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * b * c, b * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH43.60 : Type {16,24,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, b * c * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a ] RPH43.61 : Type {16,24,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, b * a * b * a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a ] RPH43.62 : Type {16,24,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * b * c * a * c * b * c, b * c * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a ] RPH43.63 : Type {16,24,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH43.64 : Type {24,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, c * b * a * c * a * b * a * c * b * c * a * b, a * c * b * c * b * c * b * a * b * c * b * c * b * c ] RPH43.65 : Type {24,24,24} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * b * a * c * a * c, b * c * b * c * a * c * b * a * b * c * b * c * b * c ] RPH43.66 : Type {30,45,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH43.67 : Type {30,45,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH43.68 : Type {30,45,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH43.69 : Type {30,45,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b ] RPH43.70 : Type {30,45,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c ] RPH43.71 : Type {30,45,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * c * b * c * b * c, a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c ] RPH43.72 : Type {44,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH43.73 : Type {44,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH43.74 : Type {44,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH43.75 : Type {44,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH43.76 : Type {44,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH43.77 : Type {44,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH43.78 : Type {44,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH43.79 : Type {44,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * c * b * c, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH43.80 : Type {44,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^44 ] RPH43.81 : Type {44,88,88} Order 176 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b ] RPH43.82 : Type {87,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH43.83 : Type {87,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH43.84 : Type {87,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b ] RPH43.85 : Type {87,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a^2 * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH43.86 : Type {87,87,87} Order 174 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c ] RPH44.1 : Type {3,46,46} Order 276 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c ] RPH44.2 : Type {3,132,132} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH44.3 : Type {4,4,45} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^45 ] RPH44.4 : Type {4,4,88} Order 352 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH44.5 : Type {4,6,14} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^6, (a * c)^14 ] RPH44.6 : Type {4,8,36} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c ] RPH44.7 : Type {4,12,66} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * c * b * c * b * c, a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c ] RPH44.8 : Type {4,60,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH44.9 : Type {5,23,115} Order 230 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH44.10 : Type {5,24,24} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^5, a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH44.11 : Type {5,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a ] RPH44.12 : Type {5,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c ] RPH44.13 : Type {6,6,23} Order 276 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (c * a)^23 ] RPH44.14 : Type {6,6,66} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH44.15 : Type {6,10,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c ] RPH44.16 : Type {6,12,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, (a * b)^6, c * a * c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a ] RPH44.17 : Type {6,15,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * b)^6, c * b * a * b * c * b * a * c * b * c * a * b, c * a * c * a * b * a * b * a * c * b * c * b * c * a ] RPH44.18 : Type {6,54,54} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c ] RPH44.19 : Type {8,8,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * b * c * b * a * c * a * c * a ] RPH44.20 : Type {8,14,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * b * a * c, a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH44.21 : Type {8,26,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH44.22 : Type {9,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH44.23 : Type {9,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH44.24 : Type {10,10,12} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^10, (a * c)^12 ] RPH44.25 : Type {10,10,55} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, c * b * c * b * a * b * a * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * b * c * a ] RPH44.26 : Type {10,10,55} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * c * a * b)^2, a * c * a * c * b * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c ] RPH44.27 : Type {10,50,50} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, (a * b)^10 ] RPH44.28 : Type {10,50,50} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c, (a * b)^10 ] RPH44.29 : Type {12,96,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH44.30 : Type {23,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b ] RPH44.31 : Type {23,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a ] RPH44.32 : Type {23,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH44.33 : Type {23,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * a * b * a^2 * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b ] RPH44.34 : Type {23,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a ] RPH44.35 : Type {23,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * a ] RPH44.36 : Type {23,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH44.37 : Type {23,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH44.38 : Type {23,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, b * a * b * a * b * a * c * a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a ] RPH44.39 : Type {23,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH44.40 : Type {23,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (b * a)^23 ] RPH44.41 : Type {24,32,32} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, c * a * c * b * a * b * a * b * c * b * c * b, c * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH44.42 : Type {24,32,32} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * c * a * b * a * c * b * c * a, (a * c * a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * c ] RPH44.43 : Type {45,90,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH44.44 : Type {45,90,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c, c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH44.45 : Type {45,90,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * a ] RPH44.46 : Type {45,90,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * a * b * a ] RPH44.47 : Type {45,90,90} Order 180 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^45 ] RPH44.48 : Type {46,46,46} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH44.49 : Type {46,46,46} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a^2 * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH44.50 : Type {46,46,46} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH44.51 : Type {46,46,46} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH44.52 : Type {89,89,89} Order 178 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH44.53 : Type {89,89,89} Order 178 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH44.54 : Type {89,89,89} Order 178 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH44.55 : Type {89,89,89} Order 178 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH44.56 : Type {89,89,89} Order 178 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH44.57 : Type {89,89,89} Order 178 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH44.58 : Type {89,89,89} Order 178 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH44.59 : Type {89,89,89} Order 178 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b ] RPH44.60 : Type {89,89,89} Order 178 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * c * b * c * b * c, b * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH44.61 : Type {89,89,89} Order 178 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a, b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH44.62 : Type {89,89,89} Order 178 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH44.63 : Type {89,89,89} Order 178 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH44.64 : Type {89,89,89} Order 178 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH44.65 : Type {89,89,89} Order 178 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH44.66 : Type {89,89,89} Order 178 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b * c * b * c * b, b * a * b * a * b * a * b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a ] RPH45.1 : Type {3,3,5} Order 1320 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (c * a)^5, (a * c * a * b * c * b * a * c * a * b)^2, c * a * c * b * a * c * b * a * c * b * a * c * a * b * c * a * b * c * a * b ] RPH45.2 : Type {3,3,5} Order 1320 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (c * a)^5, (a * c * a * b * c * a * c * b)^2 ] RPH45.3 : Type {3,3,11} Order 726 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * b * a * c)^3, (c * a)^11 ] RPH45.4 : Type {3,3,14} Order 672 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * b, a * c * a * c * b * a * c * a * b * a * c * a * b * c * a * c * a * b ] RPH45.5 : Type {3,4,20} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, c * b * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * b * c * a ] RPH45.6 : Type {3,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * b * a * c)^3, c * b * c * b * a * c * b * a * c * a * b * c * a * b, (a * c * a * c * a * c * b)^2 ] RPH45.7 : Type {3,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, c * b * c * a * c * b * a * c * a * b * c * a, b * c * a * b * c * a * b * a * c * b * a * c * b * c ] RPH45.8 : Type {3,46,138} Order 276 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH45.9 : Type {3,135,135} Order 270 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH45.10 : Type {4,4,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, (b * c * a * c * a * c)^2, c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a ] RPH45.11 : Type {4,4,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * b, c * a * c * a * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * a ] RPH45.12 : Type {4,4,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, b * c * a * c * a * c * b * a * c * a * c * a * c * a, c * a * c * b * c * a * c * a * b * a * c * a * c * b * c * a * c * b ] RPH45.13 : Type {4,4,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, (a * c * a * c * a * c * b)^2, c * a * c * b * c * a * c * a * b * a * c * a * c * b * c * a * c * b ] RPH45.14 : Type {4,4,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c * a * c)^2, (a * c)^24 ] RPH45.15 : Type {4,4,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, b * a * c * b * a * b * a * c * a * c * b * c, (a * c * b * c * a * b)^2, c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a ] RPH45.16 : Type {4,4,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (b * c)^4, (a * c * b * a * c * a * b)^2, a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c ] RPH45.17 : Type {4,4,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c)^24 ] RPH45.18 : Type {4,4,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c * a * c * b * a * b)^2, c * a * c * a * c * a * c * a * c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a ] RPH45.19 : Type {4,4,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * b * a * c * b * a * c * a * c * a * c ] RPH45.20 : Type {4,4,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c * a * c * b * a * b)^2, c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a ] RPH45.21 : Type {4,4,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c)^24 ] RPH45.22 : Type {4,4,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * b * a * b * a * c * b * a * c * b, a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * a * c ] RPH45.23 : Type {4,4,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, (b * c * a * c * a * c)^2, c * a * c * a * c * b * a * c * a * c * b * a * c * a * c * a * b * c * a * c * a * b * c * a * c * a * c * a ] RPH45.24 : Type {4,4,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c * a * c * b * a * b)^2, c * a * c * a * c * a * c * a * c * a * b * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH45.25 : Type {4,4,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, c * b * a * c * b * a * b * a * c * a * c * a * b * a, c * a * c * a * c * a * c * a * c * a * b * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH45.26 : Type {4,4,46} Order 368 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^46 ] RPH45.27 : Type {4,4,90} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH45.28 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * a * c)^3, (a * b * c * a * c * b)^2, a * b * c * b * c * b * a * c * a * c * a * c ] RPH45.29 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * a * c * b)^2, a * b * c * b * c * b * a * c * a * c * a * c, a * c * b * a * c * a * b * a * c * a * b * c * a * c ] RPH45.30 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * a * c)^3, a * b * c * b * c * b * a * c * a * c * a * c, (a * c * a * c * b * a * b)^2 ] RPH45.31 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * b * c * b * c * b * a * c * a * c * a * c, (b * c)^6, (a * c * a * c * b * a * b)^2, a * c * b * a * c * a * b * a * c * a * b * c * a * c ] RPH45.32 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * a * c * b * a * b * c * b * a * b, (b * c * b * c * a * c)^2, (b * c)^6, c * a * b * a * c * b * a * b * a * c * b * c * a * b * a * b ] RPH45.33 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * a * c * b * a * b * c * b * a * b, (b * c)^6, c * b * a * c * a * c * b * a * c * b * c * a * c * b, c * a * b * a * c * b * a * b * a * c * b * c * a * b * a * b ] RPH45.34 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (b * c)^6, c * b * a * c * a * c * b * a * c * b * c * a * c * b ] RPH45.35 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (b * c)^6, c * b * c * a * c * a * b * a * c * b * c * a * c * b, a * c * a * c * b * a * c * b * a * c * a * c * a * b * c * b ] RPH45.36 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * b * c * a * c, (b * c)^6, a * c * b * c * b * a * c * b * a * c * b * c * a * b * c * b ] RPH45.37 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (b * c * b * c * a * c)^2, (b * c)^6, (a * c * a * c * b * a * c * b)^2 ] RPH45.38 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (b * c)^6, c * a * b * c * a * c * b * a * c * b * c * a * c * b ] RPH45.39 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * b * c * a * c, (b * c)^6, (a * c * b * c * b * a * c * b)^2 ] RPH45.40 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * a * c)^3, c * a * c * a * c * b * a * c * b * c * a * b, (b * c)^6 ] RPH45.41 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * a * c * b * a * c * b * c * a * b, (b * c)^6, (a * c * a * c * b * a * b)^2, a * c * a * b * c * a * b * a * c * b * a * c * a * c ] RPH45.42 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * a * c)^3, c * a * c * a * c * b * a * b * c * b * a * b ] RPH45.43 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * b * a * c * b * c, (a * c)^8, a * c * b * a * c * b * a * c * b * a * c * a * b * c * a * b * c * b ] RPH45.44 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * b * a * c * b * c, (a * c)^8, a * c * b * a * c * b * a * c * b * a * c * a * b * c * a * c * b * c ] RPH45.45 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, (b * c)^6, c * b * a * c * b * a * b * a * c * b * c * b * a * b ] RPH45.46 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, (b * c)^6, a * c * b * c * b * c * b * a * b * c * b * c * b * c, c * a * b * a * c * b * a * b * a * c * b * a * c * b * a * b ] RPH45.47 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * a * b * a * c * a * c * b, (b * c)^6, a * b * c * b * a * c * b * a * b * c * a * b * c * b ] RPH45.48 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * a * b * a * c * a * c * b, (a * b * c * b * c * b)^2, (b * c)^6, (a * c)^8 ] RPH45.49 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * c * b * a * c * a * c * a, (b * c)^6, c * b * a * b * c * a * b * a * c * b * a * b * c * b ] RPH45.50 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * a * c * a * b)^2, (b * c)^6, c * b * a * b * c * a * b * a * c * b * a * b * c * b, (a * c)^8 ] RPH45.51 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * a * c * b)^2, (b * c)^6, a * b * a * c * b * a * b * a * c * a * c * a * c * b, c * b * a * b * c * a * b * a * c * b * a * b * c * b, b * a * c * b * c * b * a * b * a * c * b * c * b * c * a * c ] RPH45.52 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * b)^2, (b * c)^6, c * a * c * b * a * c * a * b * a * c * a * c * a * b * c * b ] RPH45.53 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * c * b * c * b * a * b * c * b * c, (b * c)^6, (a * c * a * c * b * a * b)^2, (a * c)^8 ] RPH45.54 : Type {4,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * c * b * c * b * a * b * c * b * c, a * c * b * a * c * b * a * b * c * a * b * c, (b * c)^6, (a * c)^8, (a * c * a * b * a * c * b * a * b)^2 ] RPH45.55 : Type {4,8,72} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * b * c * a * c * a * c * a * c * a * c * a * c ] RPH45.56 : Type {4,8,72} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH45.57 : Type {4,9,36} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b)^4, (a * c * a * c * a * c * b)^2, c * a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c * b ] RPH45.58 : Type {4,10,10} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * b * c * a * b * a * c * b * c * b * c, (a * c * b)^4, c * a * c * a * c * b * a * b * c * a * c * a ] RPH45.59 : Type {4,10,10} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * b * c * a * b * a * c * b * c * b * c, a * c * b * a * c * b * a * c * a * b * c * b, c * a * c * a * c * b * a * b * c * a * c * a ] RPH45.60 : Type {4,31,124} Order 248 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c ] RPH45.61 : Type {4,32,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH45.62 : Type {4,32,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c ] RPH45.63 : Type {4,32,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH45.64 : Type {4,32,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH45.65 : Type {4,32,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, b * c * b * c * b * a * c * b * c * a, a * c * b * c * b * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH45.66 : Type {4,32,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, b * c * b * c * b * a * c * b * c * a, a * c * b * c * b * c * b * c * a * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * a * c * b * c * b * c * b * c ] RPH45.67 : Type {4,32,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c ] RPH45.68 : Type {4,32,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c * a * c ] RPH45.69 : Type {4,120,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH45.70 : Type {4,120,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c ] RPH45.71 : Type {6,12,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, (a * b)^6, c * a * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * b * c * a * c * a ] RPH45.72 : Type {6,15,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, c * a * c * b * a * b * a * c * b * c * b * a, b * c * a * c * a * b * a * c * a * c * b * c ] RPH45.73 : Type {6,19,114} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c ] RPH45.74 : Type {6,20,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^6, a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH45.75 : Type {6,108,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a ] RPH45.76 : Type {7,16,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c ] RPH45.77 : Type {7,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH45.78 : Type {7,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH45.79 : Type {7,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a ] RPH45.80 : Type {8,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * c * b * a * c * a * c * a, (a * b * c * b * a * b)^2, (a * b)^8 ] RPH45.81 : Type {8,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (a * c * b * c * b)^2, c * a * c * a * c * b * a * b * c * b * a * b, (a * b)^8 ] RPH45.82 : Type {8,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b * c * b * a * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, (a * b)^8 ] RPH45.83 : Type {8,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (a * c * a * c * b)^2, (a * b)^8 ] RPH45.84 : Type {8,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, a * c * b * c * b * a * b * c * b * c, a * b * a * c * a * b * a * c * b * c * b * c, c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a ] RPH45.85 : Type {8,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b, a * c * a * c * a * c * a * c * b * a * b * c * a * b * c * a * c * b * a * c ] RPH45.86 : Type {8,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, (a * b)^8, a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * b * a * b * c ] RPH45.87 : Type {8,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, (a * c)^16 ] RPH45.88 : Type {8,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, (a * b)^8, c * a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a ] RPH45.89 : Type {8,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, (a * c)^16 ] RPH45.90 : Type {8,8,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, (a * b)^8, a * c * a * c * a * c * a * c * b * a * b * c * a * c * b * a * c * a * b * c ] RPH45.91 : Type {8,8,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a ] RPH45.92 : Type {8,8,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, c * a * c * a * c * a * c * a * c * a * c * a * c * b * a * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH45.93 : Type {8,14,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * a * b * c, a * c * b * c * b * c * b * c * a * c * b * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c ] RPH45.94 : Type {8,14,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c ] RPH45.95 : Type {8,52,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH45.96 : Type {8,52,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH45.97 : Type {10,11,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^10, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH45.98 : Type {10,12,12} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^10, (a * c)^12 ] RPH45.99 : Type {10,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c, (a * b)^10 ] RPH45.100 : Type {10,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, (a * b)^10 ] RPH45.101 : Type {11,11,11} Order 242 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^11, (c * a)^11 ] RPH45.102 : Type {11,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b, (b * a)^11 ] RPH45.103 : Type {11,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a, (b * a)^11 ] RPH45.104 : Type {11,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b, (b * a)^11 ] RPH45.105 : Type {11,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b, (b * a)^11 ] RPH45.106 : Type {11,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b ] RPH45.107 : Type {14,49,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c, a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH45.108 : Type {14,49,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * b * c * b * c * b * c * b, b * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH45.109 : Type {14,49,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH45.110 : Type {14,49,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c, c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH45.111 : Type {14,49,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b * c * b * c * b, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * b * a * b ] RPH45.112 : Type {14,49,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * b, c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH45.113 : Type {16,96,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH45.114 : Type {16,96,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c, a * b * a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH45.115 : Type {16,96,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, (a * b)^16 ] RPH45.116 : Type {16,96,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH45.117 : Type {16,96,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * c * b * c * b * c, b * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH45.118 : Type {19,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c ] RPH45.119 : Type {19,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH45.120 : Type {19,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c, b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH45.121 : Type {19,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH45.122 : Type {19,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c ] RPH45.123 : Type {19,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b, a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b ] RPH45.124 : Type {19,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b ] RPH45.125 : Type {19,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * b * c * b * c * b, b * a * c * a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a * c * a ] RPH45.126 : Type {19,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH45.127 : Type {24,32,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b ] RPH45.128 : Type {24,32,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH45.129 : Type {24,32,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a ] RPH45.130 : Type {24,32,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH45.131 : Type {24,48,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (a * b)^24 ] RPH45.132 : Type {24,48,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * c * a * b * a * b ] RPH45.133 : Type {24,48,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH45.134 : Type {24,48,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, (a * c * b * a * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * c * a * b * a * b ] RPH45.135 : Type {31,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH45.136 : Type {31,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b ] RPH45.137 : Type {31,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH45.138 : Type {31,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH45.139 : Type {31,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * a * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH45.140 : Type {31,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH45.141 : Type {31,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH45.142 : Type {31,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b ] RPH45.143 : Type {31,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH45.144 : Type {31,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH45.145 : Type {31,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * b * c * b, (b * a)^31 ] RPH45.146 : Type {31,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b, c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH45.147 : Type {31,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * b * a * b * a ] RPH45.148 : Type {31,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH45.149 : Type {31,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b ] RPH45.150 : Type {32,32,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * c * a * b * a * c, (a * c * a * c * a * c * b)^2, b * a * b * c * a * c * b * a * b * c * b * c * b * c ] RPH45.151 : Type {32,32,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * c * b * a * c * a * c, (a * c * b * a * b)^2, b * c * a * c * b * c * b * c * a * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH45.152 : Type {32,32,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * b * a * c * a * c * a, (a * c * b * c * b)^2, c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH45.153 : Type {32,32,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * c * a * c * b)^2, c * a * b * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH45.154 : Type {32,32,48} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * b * a * c * a * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH45.155 : Type {46,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b ] RPH45.156 : Type {46,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH45.157 : Type {46,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH45.158 : Type {46,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c ] RPH45.159 : Type {46,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b ] RPH45.160 : Type {46,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c ] RPH45.161 : Type {46,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c ] RPH45.162 : Type {46,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c, b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH45.163 : Type {46,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH45.164 : Type {46,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH45.165 : Type {46,92,92} Order 184 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^46 ] RPH45.166 : Type {91,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH45.167 : Type {91,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH45.168 : Type {91,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH45.169 : Type {91,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * c * b, a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH45.170 : Type {91,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH45.171 : Type {91,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH45.172 : Type {91,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * b * c * b * c * b, b * a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a * c * a ] RPH45.173 : Type {91,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH45.174 : Type {91,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a ] RPH45.175 : Type {91,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH45.176 : Type {91,91,91} Order 182 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH46.1 : Type {3,3,4} Order 2160 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^4, (a * c * a * b * a * c * a * b * c * b * a * c * b)^2 ] RPH46.2 : Type {3,3,4} Order 2160 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^4, (a * b * a * c)^5 ] RPH46.3 : Type {3,3,18} Order 648 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, a * c * a * c * b * a * c * a * b * a * c * a * b * c * a * c * a * c, (c * a * b * a * c * a)^3 ] RPH46.4 : Type {3,3,18} Order 648 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * b * a * c)^3, (a * c * a * c * a * c * a * c * a * c * a * c * b)^2 ] RPH46.5 : Type {3,4,6} Order 720 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * b)^4, (a * c)^6, a * b * a * c * a * c * a * b * a * c * b * c * a * c * b * c ] RPH46.6 : Type {3,4,6} Order 720 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c)^6, (b * c * a * c * a * c)^2 ] RPH46.7 : Type {3,4,6} Order 720 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c)^6, (a * c * b * c * a * c * b)^2 ] RPH46.8 : Type {3,4,6} Order 720 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c)^6, c * b * c * a * b * c * b * a * c * b * c * a * c * a ] RPH46.9 : Type {3,6,8} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c * b * c * a * c)^2, (b * c)^6, b * c * a * c * a * c * a * b * a * c * b * a * c * b * a * c ] RPH46.10 : Type {3,6,8} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * a * c * a, (b * c)^6, c * b * a * c * b * c * a * b * a * c * b * c * a * b * c * b ] RPH46.11 : Type {3,6,12} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, (a * c * b * c)^3, c * b * a * c * b * a * c * a * b * a * c * a * b * c * a * c * b * a, (a * c * a * c * a * c * a * c * b)^2 ] RPH46.12 : Type {3,6,12} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * b * a * c)^3, b * c * a * b * c * b * a * c * b * c * a * c, a * c * a * b * c * b * c * b * a * c * a * c * a * c * a * c ] RPH46.13 : Type {3,6,12} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c)^3, (b * c)^6, a * c * a * c * a * c * b * a * c * b * c * a * b * c ] RPH46.14 : Type {3,6,12} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, c * a * b * c * a * b * a * c * b * a * c * a, (a * c * b * c)^3, (b * c)^6 ] RPH46.15 : Type {3,8,8} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * b * a * c * a * b * a * c * a * b * c * a * b, (a * c * b * c * a * c * b)^2, (a * c)^8 ] RPH46.16 : Type {3,8,8} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * b * a * c * a * b * c * a, b * c * b * c * b * c * b * a * c * a * c * a * c * a, (a * c)^8 ] RPH46.17 : Type {3,18,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH46.18 : Type {3,18,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, c * b * a * c * a * b * a * c * a * b * c * a, a * c * b * c * b * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH46.19 : Type {3,18,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, c * b * a * c * a * b * a * c * a * b * c * a, a * c * a * c * a * c * b * c * b * c * b * c ] RPH46.20 : Type {3,18,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, a * c * a * b * a * c * a * b * a * c * a * c * b * c * b * c ] RPH46.21 : Type {3,18,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * c * b * c)^3 ] RPH46.22 : Type {3,18,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * b * a * c * a * b * c * a, a * c * a * c * a * c * b * c * b * c * b * c ] RPH46.23 : Type {3,18,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * b * a * c * a * b * c * a, (b * c * a * c * a * c)^2, c * b * c * a * c * a * b * a * c * a * c * b * c * b ] RPH46.24 : Type {3,18,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * b * c * a, c * b * a * c * a * b * a * c * a * b * c * b, a * c * a * c * b * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c * b * c * a * c ] RPH46.25 : Type {3,18,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * b * c * a, a * c * a * b * a * c * a * b * a * c * b * c * b * c * a * c ] RPH46.26 : Type {3,18,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, c * b * a * c * a * b * a * c * a * b * c * b, (a * c * b * c)^3, b * c * a * c * a * c * b * a * c * a * c * a * c * a ] RPH46.27 : Type {3,18,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, c * a * b * c * a * b * a * c * b * a * c * a, (b * c * a * c * a * c)^2 ] RPH46.28 : Type {3,18,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * b * c * a, (b * c * a * c * a * c)^2, (b * c * b * a * c * a)^3 ] RPH46.29 : Type {3,18,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c)^3, (a * c * b * a * c * a * b)^2, a * c * a * c * a * c * b * a * c * a * b * c * a * c ] RPH46.30 : Type {3,18,18} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (a * c * b * c)^3, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH46.31 : Type {3,47,141} Order 282 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH46.32 : Type {3,48,48} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH46.33 : Type {3,48,48} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH46.34 : Type {3,48,48} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (a * c * b * c * b)^2, c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a ] RPH46.35 : Type {3,138,138} Order 276 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH46.36 : Type {4,4,4} Order 720 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, a * b * c * b * a * c * a * b * a * c * b * c * a * b * a * c, (a * c * b * a * b * c * a * b)^2, b * c * a * c * b * c * a * b * a * c * b * c * a * c * b * a ] RPH46.37 : Type {4,4,47} Order 376 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^47 ] RPH46.38 : Type {4,4,92} Order 368 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH46.39 : Type {4,6,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, c * a * b * c * a * b * a * c * b * a * c * b, (a * c)^6, (b * c)^6 ] RPH46.40 : Type {4,6,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b, (a * c)^6, (b * c)^6 ] RPH46.41 : Type {4,6,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * b)^2, (a * c)^6, (b * c * a * c * a * c)^2, (b * c)^6 ] RPH46.42 : Type {4,6,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * b * a * c * a * b * a * c * a * b * c * b, (a * c * b * c * a * b)^2, (a * c)^6, (b * c * a * c * a * c)^2 ] RPH46.43 : Type {4,6,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * b * a * c * a * b * a * c * a * b * c * b, (a * c * b)^4, (a * c)^6, (b * c * a * c * a * c)^2 ] RPH46.44 : Type {4,6,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * b)^2, (a * c)^6, (b * c)^6, (a * c * a * c * b * c * b)^2 ] RPH46.45 : Type {4,6,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c)^6, (b * c)^6, (a * c * b * c * a * c * b)^2 ] RPH46.46 : Type {4,6,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c)^6, (b * c)^6, (a * c * a * c * b * a * c * b)^2, (a * c * b * c * b * a * c * b)^2 ] RPH46.47 : Type {4,6,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c)^6, (b * c * b * c * a * c)^2, (b * c)^6, a * c * b * a * c * b * a * c * b * a * c * a * b * c * b * a * c * b ] RPH46.48 : Type {4,6,6} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * a * c)^3, (c * b * a * b)^3, c * a * c * b * c * b * a * c * a * b * c * b ] RPH46.49 : Type {4,12,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, c * b * c * b * c * a * b * a * c * b * c * b * c * b ] RPH46.50 : Type {4,12,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * c * b * c * b * c, c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH46.51 : Type {4,12,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * b * c * a * b * a * c * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c ] RPH46.52 : Type {4,62,124} Order 248 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH46.53 : Type {5,6,30} Order 300 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^5, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (b * c)^6 ] RPH46.54 : Type {5,24,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a ] RPH46.55 : Type {5,25,25} Order 250 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * b * c ] RPH46.56 : Type {5,115,115} Order 230 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, c * b * c * a * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * b ] RPH46.57 : Type {5,115,115} Order 230 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c ] RPH46.58 : Type {6,6,9} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * b)^6, (b * c)^6, (c * a)^9 ] RPH46.59 : Type {6,6,9} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * b * c * a, (a * b)^6, (b * c)^6, a * c * b * a * c * b * a * c * b * a * c * a * b * c * a * b * c * b ] RPH46.60 : Type {6,6,9} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * b * a * c * a * c * a, b * c * a * c * b * a * b * c * b * a, (b * c)^6, a * c * b * a * c * b * a * c * b * a * c * a * b * c * a * b * c * b ] RPH46.61 : Type {6,6,9} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * b * a * c * b * c * b, (a * b)^6, a * c * b * a * c * b * a * b * c * a * b * c ] RPH46.62 : Type {6,6,9} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * b * a * c * b * c * b, (a * b)^6, a * b * a * c * a * b * a * c * b * a * b * c, (a * c * a * c * a * c * b)^2 ] RPH46.63 : Type {6,6,9} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, b * c * a * b * a * b * a * c * b * c * a * c, b * a * c * b * a * b * a * c * a * c * b * c, (c * a)^9 ] RPH46.64 : Type {6,6,9} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, (a * b * c * b * a * b)^2, c * a * b * c * a * b * a * c * b * a * c * b, c * a * c * a * b * a * b * a * c * a * c * b * c * b ] RPH46.65 : Type {6,6,9} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * c * b * a * b * c * a * b, (a * b)^6, b * c * a * b * a * b * a * c * b * a * c * a, c * a * c * a * c * a * b * a * c * a * c * a * c * b ] RPH46.66 : Type {6,6,9} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (b * c * a * c)^2, (a * b)^6, c * b * c * a * b * a * b * a * c * b * c * b * a * b, (c * a)^9 ] RPH46.67 : Type {6,6,9} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (b * c * a * c)^2, (a * b)^6, (c * b * a * b)^3 ] RPH46.68 : Type {6,6,9} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (b * c * a * c)^2, (a * b)^6, c * a * b * c * a * b * a * b * a * c * b * a * c * b * c * b ] RPH46.69 : Type {6,6,9} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * c * a * b, (a * b)^6, (c * b * a * b)^3 ] RPH46.70 : Type {6,6,9} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * b)^6, a * c * a * b * a * b * a * c * a * b * c * b, (c * b * a * b)^3 ] RPH46.71 : Type {6,6,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * b)^6, (b * c)^6, c * a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a ] RPH46.72 : Type {6,6,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * c * b)^2, (a * b)^6, c * a * b * c * a * b * a * c * b * a * c * a, (b * c)^6 ] RPH46.73 : Type {6,6,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * b * c * b)^2, (a * b)^6, (b * c * a * c * a * c)^2, a * c * a * c * a * c * a * c * b * a * c * a * b * c * a * c * a * c ] RPH46.74 : Type {6,6,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * c * b)^2, (a * b)^6, c * a * c * b * a * b * a * c * b * a * c * a, (b * c)^6 ] RPH46.75 : Type {6,6,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (a * c * b * c * b)^2, (a * b)^6, (a * c * a * c * a * c * a * c * b)^2 ] RPH46.76 : Type {6,6,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (a * c)^24 ] RPH46.77 : Type {6,6,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, (a * c)^24 ] RPH46.78 : Type {6,6,69} Order 276 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH46.79 : Type {6,8,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * b)^6, b * c * a * b * a * b * a * c * b * c * b * c, (a * c * b * c)^3 ] RPH46.80 : Type {6,8,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, a * c * b * c * b * a * b * c * b * c, (a * b)^6, c * a * b * a * c * a * b * a * c * a * b * c * b * a ] RPH46.81 : Type {6,8,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, a * c * b * c * b * a * b * c * b * c, (a * b)^6, c * b * a * c * b * a * c * b * a * c * a * b * c * a * c * a ] RPH46.82 : Type {6,8,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, c * a * c * a * b * a * c * a * c * b, (a * b)^6, a * c * a * c * b * a * c * b * a * c * a * b * c * a * b * c ] RPH46.83 : Type {6,8,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * b)^6, a * c * b * a * c * b * a * b * c * b * a * c, c * a * b * a * c * a * b * a * c * b * a * c * a * b ] RPH46.84 : Type {6,8,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * c * b * a * c * b * c * b, (a * b)^6, c * a * c * b * a * b * a * b * c * a * c * b ] RPH46.85 : Type {6,14,21} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * b)^6, (a * c * a * c * a * c * b)^2, c * a * c * a * c * a * c * b * c * b * c * b * c * b ] RPH46.86 : Type {6,20,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * c * b)^2, c * a * c * a * c * a * c * b * c * b, (a * b)^6, c * b * a * c * a * b * a * c * a * b * c * a ] RPH46.87 : Type {6,20,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH46.88 : Type {6,38,57} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b ] RPH46.89 : Type {8,28,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^8, a * c * b * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH46.90 : Type {9,36,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * b * a * b * a * c * b * c * a * c, a * b * a * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH46.91 : Type {9,36,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, (a * c * b * a * b * a * b)^2, (b * a)^9 ] RPH46.92 : Type {9,36,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH46.93 : Type {12,18,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a, (a * b)^12 ] RPH46.94 : Type {12,18,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * c, (a * c * a * c * b)^2, (a * b)^12 ] RPH46.95 : Type {12,18,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * c * b * a * b * a * b * c * b * c, (a * c * a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c ] RPH46.96 : Type {14,16,16} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, c * b * c * a * c * b * c * a * b * a * b * a * b * a * c * b * c * a * c * b * c * a ] RPH46.97 : Type {15,21,35} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b ] RPH46.98 : Type {18,18,18} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, (a * c * b * a * b * a * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * c * a ] RPH46.99 : Type {18,18,18} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b * c * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * a * b * a * b * a * b * a * b * c * a * b * a * c, a * c * a * c * a * b * a * c * a * b * a * c * a * c * a * c * a * c * a * c ] RPH46.100 : Type {18,18,18} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b ] RPH46.101 : Type {20,25,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH46.102 : Type {20,25,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH46.103 : Type {20,25,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH46.104 : Type {20,25,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b, a * b * c * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * a * b ] RPH46.105 : Type {24,96,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b ] RPH46.106 : Type {24,96,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * a ] RPH46.107 : Type {32,48,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b, (a * b)^32 ] RPH46.108 : Type {32,48,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c ] RPH46.109 : Type {32,48,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH46.110 : Type {32,48,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH46.111 : Type {32,48,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b, c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH46.112 : Type {32,48,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH46.113 : Type {32,48,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH46.114 : Type {32,48,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH46.115 : Type {33,33,33} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH46.116 : Type {33,33,33} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b ] RPH46.117 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH46.118 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH46.119 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c, a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH46.120 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b ] RPH46.121 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c, b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH46.122 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH46.123 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH46.124 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c ] RPH46.125 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c, a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c ] RPH46.126 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH46.127 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * b ] RPH46.128 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH46.129 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH46.130 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a^2 * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b ] RPH46.131 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH46.132 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a ] RPH46.133 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a^2 * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH46.134 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c ] RPH46.135 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH46.136 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, b * a * b * a * b * a * c * a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a * c * a * b * a * b * a * b * a ] RPH46.137 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH46.138 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH46.139 : Type {47,94,94} Order 188 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^47 ] RPH46.140 : Type {93,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH46.141 : Type {93,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b, a * b * a * b * a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b * c * b ] RPH46.142 : Type {93,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * b * c * b, a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH46.143 : Type {93,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b ] RPH46.144 : Type {93,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a, b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH46.145 : Type {93,93,93} Order 186 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH47.1 : Type {3,4,7} Order 672 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, (c * a)^7, a * c * b * a * c * b * a * c * b * a * c * b * a * b * c * a * b * c * a * c * a * b * a * c ] RPH47.2 : Type {3,141,141} Order 282 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH47.3 : Type {4,4,48} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^48 ] RPH47.4 : Type {4,4,48} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH47.5 : Type {4,4,48} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH47.6 : Type {4,4,48} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, a * c * b * c * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH47.7 : Type {4,4,94} Order 376 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH47.8 : Type {4,5,6} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (c * b)^5, (a * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b ] RPH47.9 : Type {4,6,28} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^6, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c ] RPH47.10 : Type {4,8,20} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^8, c * a * c * a * c * b * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a * c * b * a ] RPH47.11 : Type {4,8,20} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, c * a * c * a * c * b * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a * c * b * a ] RPH47.12 : Type {4,8,20} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, (a * c)^20 ] RPH47.13 : Type {4,8,20} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * a * b * a * c * b * c * b, (a * c)^20 ] RPH47.14 : Type {4,8,20} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^8, a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c ] RPH47.15 : Type {4,8,20} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^8, c * a * b * c * a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a * c * b * a ] RPH47.16 : Type {4,18,18} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * a * b * c * b, (a * c * a * c * a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b ] RPH47.17 : Type {4,18,18} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * c * b * c * b, a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c ] RPH47.18 : Type {4,18,18} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * b * c * a, a * c * b * c * b * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c ] RPH47.19 : Type {4,33,44} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH47.20 : Type {4,64,64} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH47.21 : Type {4,64,64} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH47.22 : Type {6,20,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * a ] RPH47.23 : Type {6,30,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * c * b * a * c * a * c * a, (a * b)^6, b * c * a * c * a * b * a * c * a * c * b * c ] RPH47.24 : Type {6,57,114} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c ] RPH47.25 : Type {8,8,9} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (b * c * a * c)^2, (a * b * c * b * a * b)^2, (c * a)^9 ] RPH47.26 : Type {8,8,9} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * a * b * a * b * c * a * b, b * c * b * c * b * a * c * b * c * a, (c * a)^9 ] RPH47.27 : Type {8,8,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH47.28 : Type {8,8,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * b * c * b * a * c * a * c * a * c ] RPH47.29 : Type {8,15,24} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, b * c * b * a * c * b * a * c * b * c * b * c, (a * b)^8 ] RPH47.30 : Type {8,28,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * a * b * c, a * c * b * c * b * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c ] RPH47.31 : Type {8,28,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH47.32 : Type {10,12,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, a * c * b * c * b * a * b * c * b * c, c * b * c * b * a * c * b * a * c * b * c * b * c * b, c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH47.33 : Type {10,22,55} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^10, b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH47.34 : Type {15,21,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * b * c * b, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH47.35 : Type {20,50,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b * c * b * c * b, b * a * b * a * b * a * b * a * b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a ] RPH47.36 : Type {20,50,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH47.37 : Type {20,50,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c, a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b ] RPH47.38 : Type {20,50,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c ] RPH47.39 : Type {48,96,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^48 ] RPH47.40 : Type {48,96,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b ] RPH47.41 : Type {48,96,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * b ] RPH47.42 : Type {48,96,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH47.43 : Type {48,96,96} Order 192 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c ] RPH47.44 : Type {95,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH47.45 : Type {95,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH47.46 : Type {95,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH47.47 : Type {95,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a^2 * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH47.48 : Type {95,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * a * c * b * c * b * c * b * c * b, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * b ] RPH47.49 : Type {95,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH47.50 : Type {95,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b * c * b * c * b, b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * a * b * a * b * a * b * a ] RPH47.51 : Type {95,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH47.52 : Type {95,95,95} Order 190 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH48.1 : Type {3,14,28} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, c * a * b * c * a * b * a * c * b * a * c * a, a * c * b * c * b * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH48.2 : Type {3,26,39} Order 312 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * a, c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * b ] RPH48.3 : Type {3,49,147} Order 294 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH48.4 : Type {3,50,50} Order 300 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c ] RPH48.5 : Type {3,144,144} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH48.6 : Type {4,4,49} Order 392 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^49 ] RPH48.7 : Type {4,4,96} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH48.8 : Type {4,6,42} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (b * c * a * c * a * c)^2, c * a * c * a * c * b * a * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH48.9 : Type {4,10,16} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c, (b * c)^10 ] RPH48.10 : Type {4,20,35} Order 280 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c ] RPH48.11 : Type {4,33,132} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * b * c ] RPH48.12 : Type {4,34,34} Order 272 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH48.13 : Type {4,44,66} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * c * a * c * a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH48.14 : Type {4,128,128} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * b * c * a * c * a * c * b * c ] RPH48.15 : Type {5,26,26} Order 260 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^5, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c ] RPH48.16 : Type {5,120,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c ] RPH48.17 : Type {5,120,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c ] RPH48.18 : Type {6,6,25} Order 300 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (c * a)^25 ] RPH48.19 : Type {6,30,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH48.20 : Type {6,40,40} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^6, b * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH48.21 : Type {7,17,119} Order 238 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH48.22 : Type {7,18,18} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^7, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c ] RPH48.23 : Type {7,112,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH48.24 : Type {7,112,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c ] RPH48.25 : Type {7,112,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c ] RPH48.26 : Type {8,8,17} Order 272 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, (c * a)^17 ] RPH48.27 : Type {8,15,40} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, c * b * c * a * c * b * a * b * c * b * c * b, (a * b)^8 ] RPH48.28 : Type {9,13,117} Order 234 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH48.29 : Type {9,14,14} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^9, (a * c)^14 ] RPH48.30 : Type {9,108,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH48.31 : Type {9,108,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH48.32 : Type {9,108,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH48.33 : Type {10,10,13} Order 260 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^10, (c * a)^13 ] RPH48.34 : Type {10,10,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, c * b * c * b * a * b * a * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a * c * a * c ] RPH48.35 : Type {10,10,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * c * a * b)^2, c * a * c * a * c * a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH48.36 : Type {10,12,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * c * b * c * a * c * b * a * b * c * b * c * b * c, a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c ] RPH48.37 : Type {10,15,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * b * a * c)^3, c * a * c * a * c * b * a * c * b * c * b * a, (b * c * b * c * a * c)^2 ] RPH48.38 : Type {10,15,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * c, a * c * a * b * a * b * a * c * a * c * a * c, (a * c * a * b * c * a * c * b)^2 ] RPH48.39 : Type {10,15,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * a * c * a * b * a * c * b * c * a, a * c * a * c * b * a * b * c * a * c, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH48.40 : Type {12,12,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^12, a * c * b * a * b * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c * b * a * b * c ] RPH48.41 : Type {12,27,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b, c * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH48.42 : Type {12,27,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b, (a * b)^12 ] RPH48.43 : Type {13,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH48.44 : Type {13,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH48.45 : Type {13,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH48.46 : Type {13,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH48.47 : Type {13,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c, c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH48.48 : Type {13,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, (b * a)^13 ] RPH48.49 : Type {14,14,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b, (a * c * a * c * a * c * a * c * b)^2 ] RPH48.50 : Type {14,14,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * c * b * c * b, (a * c * a * c * a * b)^2, (a * c * a * c * a * c * a * c * b)^2 ] RPH48.51 : Type {14,14,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * c * a * c * a * b)^2, a * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c ] RPH48.52 : Type {15,35,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH48.53 : Type {15,35,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b * c * b * c * b, b * a * b * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a ] RPH48.54 : Type {15,35,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * b, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH48.55 : Type {16,16,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b, a * c * a * c * a * c * a * c * b * a * b * c * b * a * c * a * b * c ] RPH48.56 : Type {17,102,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b, c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH48.57 : Type {17,102,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH48.58 : Type {17,102,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c, a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH48.59 : Type {17,102,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * c * b * c * b * c, b * a * b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH48.60 : Type {17,102,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a * c * a ] RPH48.61 : Type {17,102,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a ] RPH48.62 : Type {17,102,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH48.63 : Type {17,102,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, (b * a)^17 ] RPH48.64 : Type {18,27,27} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * a * c * a * b * a * c * b * c * a, (a * c * b)^4, a * b * c * b * a * b * a * b * a * b * c * b * a * b * c * b ] RPH48.65 : Type {18,27,27} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * b * c * a, (a * c * b)^4, b * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * c * a ] RPH48.66 : Type {18,27,27} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * c * b * a * b * a * b * c * b * c, (a * c * b)^4, b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH48.67 : Type {25,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a, a * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH48.68 : Type {25,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a * c ] RPH48.69 : Type {25,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH48.70 : Type {25,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a ] RPH48.71 : Type {25,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH48.72 : Type {25,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (b * a)^25 ] RPH48.73 : Type {25,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH48.74 : Type {25,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH48.75 : Type {26,26,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, (a * c * a * c * b)^2, c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * b ] RPH48.76 : Type {26,26,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH48.77 : Type {26,26,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b, a * c * a * b * a * c * a * b * a * c * a * c * a * c * a * c ] RPH48.78 : Type {26,26,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * c * b * c * b, c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH48.79 : Type {26,26,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * a ] RPH48.80 : Type {26,26,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH48.81 : Type {33,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b, b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH48.82 : Type {33,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c ] RPH48.83 : Type {33,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH48.84 : Type {33,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * c * b, c * a * b * a * b * a * b * a * b * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * b * a * b * a * b * a * c * a ] RPH48.85 : Type {33,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a ] RPH48.86 : Type {33,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH48.87 : Type {33,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH48.88 : Type {33,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH48.89 : Type {33,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH48.90 : Type {34,34,51} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, (a * c * a * c * a * c * b)^2, c * b * c * b * c * a * c * a * c * b * a * b * c * b * c * b * c * b * c * b ] RPH48.91 : Type {34,34,51} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * c * a * c * a * b)^2, (a * c * a * c * a * c * b)^2, b * a * b * c * a * c * b * a * b * c * b * c * b * c ] RPH48.92 : Type {34,34,51} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * c * a * c * b * a * b * c * b * c * b, a * b * a * b * a * b * a * b * a * b * c * b * a * c * a * c ] RPH48.93 : Type {34,34,51} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * a * b * c * b * a * c * a * b * c, c * b * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a ] RPH48.94 : Type {34,34,51} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH48.95 : Type {34,34,51} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * c * a * c * a * c * b * c * b, a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * c ] RPH48.96 : Type {34,34,51} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * b * c * a, (a * c * b * c * b)^2, a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b ] RPH48.97 : Type {34,34,51} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * b * a * c * a * b, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a ] RPH48.98 : Type {49,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH48.99 : Type {49,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c ] RPH48.100 : Type {49,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c ] RPH48.101 : Type {49,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH48.102 : Type {49,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b ] RPH48.103 : Type {49,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b ] RPH48.104 : Type {49,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH48.105 : Type {49,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, a * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b ] RPH48.106 : Type {49,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c, c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH48.107 : Type {49,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH48.108 : Type {49,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a ] RPH48.109 : Type {49,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * b ] RPH48.110 : Type {49,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH48.111 : Type {49,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a^2 * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH48.112 : Type {49,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^49 ] RPH48.113 : Type {49,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH48.114 : Type {49,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH48.115 : Type {49,98,98} Order 196 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH48.116 : Type {50,50,50} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH48.117 : Type {50,50,50} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c, b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH48.118 : Type {50,50,50} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * c * b, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH48.119 : Type {97,97,97} Order 194 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH48.120 : Type {97,97,97} Order 194 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH48.121 : Type {97,97,97} Order 194 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b ] RPH48.122 : Type {97,97,97} Order 194 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * a * b * a^2 * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c ] RPH48.123 : Type {97,97,97} Order 194 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, b * a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a ] RPH48.124 : Type {97,97,97} Order 194 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH48.125 : Type {97,97,97} Order 194 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c, a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH48.126 : Type {97,97,97} Order 194 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH48.127 : Type {97,97,97} Order 194 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a ] RPH48.128 : Type {97,97,97} Order 194 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c ] RPH48.129 : Type {97,97,97} Order 194 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH48.130 : Type {97,97,97} Order 194 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * b * c * b * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH48.131 : Type {97,97,97} Order 194 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH48.132 : Type {97,97,97} Order 194 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH48.133 : Type {97,97,97} Order 194 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH48.134 : Type {97,97,97} Order 194 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * c * a^2 * b * a * b * c * b * c * b * c * b * a * b * c * b * c * b * c ] RPH48.135 : Type {97,97,97} Order 194 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH49.1 : Type {3,3,5} Order 1440 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (c * a)^5, (a * c * a * b * c * a * c * b * a * c * b)^2, a * b * c * b * a * c * b * a * c * a * b * a * c * a * b * c * b * a * c * a * c * b * a * c ] RPH49.2 : Type {3,3,6} Order 1152 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^6, (c * a * b * a * c * a)^3, c * a * c * a * c * b * a * c * b * a * c * a * c * a * b * c * a * b, (a * c * b)^8 ] RPH49.3 : Type {3,3,6} Order 1152 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^6, (a * c * a * c * b * a * c * a * b)^2, (b * c * b * a * c * a)^3 ] RPH49.4 : Type {3,3,7} Order 1008 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (c * a)^7, (a * c * b)^6, c * a * c * b * a * c * a * c * b * a * c * a * b * c * a * c * a * b ] RPH49.5 : Type {3,3,7} Order 1008 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (c * a)^7, (a * c * a * c * a * c * a * b)^2, c * a * b * a * c * a * b * c * a * b * c * a * b * c * b * a * c * b * a * c * b * a ] RPH49.6 : Type {3,4,4} Order 1152 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, (a * c * a * b)^4, (b * c * a * c)^4, (b * c * b * a * c * a)^3 ] RPH49.7 : Type {3,4,6} Order 768 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c)^6, (a * c * b * c)^3, b * c * a * b * a * c * a * b * a * c * b * c * a * c * a * c, a * c * b * a * c * a * b * a * c * a * c * b * a * b * c * a * b * c * a * c * a * b * a * c ] RPH49.8 : Type {3,4,6} Order 768 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * b * a * c)^3, (a * c)^6, (a * c * a * c * a * b * c * b)^2 ] RPH49.9 : Type {3,4,6} Order 768 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c)^6, c * a * b * c * a * c * b * a * c * a * c * b * c * a, (a * c * a * c * a * b * c * b)^2 ] RPH49.10 : Type {3,4,6} Order 768 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c)^6, (a * c * b * c)^3, b * c * a * b * a * c * a * b * a * c * b * c * a * c * a * c, a * c * b * a * c * a * b * a * c * a * c * b * a * b * c * a * c * a * b * a * c * a * b * c ] RPH49.11 : Type {3,4,12} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * b * c)^3, a * c * a * c * b * c * b * a * c * a * b * c * b * c, c * a * c * a * b * c * a * b * a * c * b * a * c * a * c * a, a * c * a * c * b * a * c * a * c * b * a * c * a * b * c * a * c * a * b * c ] RPH49.12 : Type {3,4,12} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, c * a * b * a * c * a * c * a * c * a * b * a * c * a * b * c * a * c * a * b * c * a ] RPH49.13 : Type {3,4,12} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * b * c)^3, a * c * a * c * b * c * b * a * c * a * b * c * b * c, c * b * a * c * b * a * c * a * b * a * c * a * b * c * a * b * c * a, (a * c * a * c * a * c * a * c * b)^2 ] RPH49.14 : Type {3,4,12} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, (a * c * b * a * c * a * b)^2 ] RPH49.15 : Type {3,5,5} Order 720 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * a)^5, (c * b)^5, (a * c * b)^4, (a * c * b * c)^3 ] RPH49.16 : Type {3,6,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^4, (a * c)^6, (a * c * b * c)^3, (b * c)^6 ] RPH49.17 : Type {3,6,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^4, (a * c)^6, (b * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b ] RPH49.18 : Type {3,6,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^6, (b * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b, c * b * c * a * c * a * b * a * c * b * a * c * b * a ] RPH49.19 : Type {3,6,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, (a * c)^6, (a * c * b * c)^3, c * a * b * a * c * a * c * b * a * c * a * b * a * c * a * b * c * a * b * c * a * c * b * a ] RPH49.20 : Type {3,6,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * c)^6, (a * c * b)^8 ] RPH49.21 : Type {3,6,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^6, (b * c)^6, (a * c * b * a * c * a * b)^2, b * c * a * c * a * c * b * a * c * b * c * b * c * a, c * a * c * b * c * b * a * c * b * a * c * a * c * b * c * a * c * b ] RPH49.22 : Type {3,6,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^4, (a * c)^6, (b * c)^6, b * c * a * c * a * c * b * a * c * b * c * b * c * a, b * a * c * a * b * a * c * a * b * a * c * b * a * c * a * c * b * c ] RPH49.23 : Type {3,6,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b * c * b)^2, (a * c)^6, (b * c * a * c * a * c)^2, (c * a * b * a * c * b)^3 ] RPH49.24 : Type {3,6,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b * c * b)^2, (a * c)^6, (a * c * b * c)^3, (b * c)^6 ] RPH49.25 : Type {3,6,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * b * a * c * a * b * c * a, (a * c)^6, (a * c * b * c)^3, (a * c * a * b)^4 ] RPH49.26 : Type {3,6,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (a * c)^6, c * a * c * a * c * b * c * a * c * b * c * b * a * c * a * c * a * c * a * b * c * b * c * a * c * b * c * a * c * a * c * b * c * b ] RPH49.27 : Type {3,6,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^6, (b * c)^6, b * c * a * c * a * c * b * a * c * b * c * b * c * a, (a * c * a * b)^4, c * b * a * c * b * a * c * a * b * a * c * a * c * b * c * a * b * a, c * b * c * b * c * b * a * c * b * a * c * a * c * a * c * b * c * a ] RPH49.28 : Type {3,6,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^6, (b * c)^6, b * c * a * c * a * c * b * a * c * b * c * b * c * a, (a * c * a * b)^4, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c, c * b * a * c * b * a * c * a * b * a * c * a * c * b * c * a * b * a ] RPH49.29 : Type {3,6,10} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^6, c * b * c * b * c * a * b * a * c * b * c * b * c * a, c * b * a * c * a * c * b * a * c * a * c * a * c * b, b * a * c * a * b * a * c * a * b * a * c * a * c * b * c * a * b * c ] RPH49.30 : Type {3,8,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, (a * c * a * c * a * c * b)^2, b * c * a * c * b * c * a * c * b * c * a * c * b * c * b * c ] RPH49.31 : Type {3,12,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * c * a * b)^4 ] RPH49.32 : Type {3,12,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * a * c * a * c * b * c * b * c * b * c, (a * c * a * b)^4, c * a * b * c * b * a * c * b * a * c * a * b * c * a * c * b ] RPH49.33 : Type {3,12,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^4, b * c * a * c * a * c * b * a * c * b * c * b * c * a, c * a * b * c * a * c * b * a * c * a * c * a * c * a ] RPH49.34 : Type {3,12,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c * a * c)^2, (a * c * b)^4, (a * c * a * b)^4 ] RPH49.35 : Type {3,12,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c * a * c)^2, (a * c * a * b)^4, c * a * c * b * a * c * a * b * a * c * b * c * b * c * b * a ] RPH49.36 : Type {3,12,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, c * a * c * b * a * c * b * a * c * b * c * b * c * a, c * a * b * c * a * c * b * a * c * a * c * a * c * a ] RPH49.37 : Type {3,12,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, a * c * a * c * a * b * a * c * b * c * a * b, a * c * a * c * a * c * b * a * c * a * b * c * a * c, (b * c * a * c)^4 ] RPH49.38 : Type {3,12,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (b * c * a * c)^4, (b * c * a * c * a * c * a * c * a * c)^2 ] RPH49.39 : Type {3,14,42} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * a, b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c ] RPH49.40 : Type {3,15,15} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * c * b)^4, c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b ] RPH49.41 : Type {3,15,15} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, c * a * c * a * c * b * a * c * a * b * c * a, b * c * a * b * c * b * a * c * b * c * b * c ] RPH49.42 : Type {3,15,15} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (c * a * c * b * c * a)^3, a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH49.43 : Type {3,15,15} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * b * a * c)^3, (a * c * a * b * c * b)^2 ] RPH49.44 : Type {3,15,15} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c * a * c)^2, (a * b * a * c)^3 ] RPH49.45 : Type {3,39,39} Order 312 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * c * b)^4, b * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c ] RPH49.46 : Type {3,50,150} Order 300 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH49.47 : Type {3,51,51} Order 306 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH49.48 : Type {3,147,147} Order 294 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH49.49 : Type {4,4,5} Order 640 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, (c * a)^5, c * a * c * b * c * a * c * a * b * a * c * a * c * b * c * a * c * b ] RPH49.50 : Type {4,4,5} Order 640 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, (c * a)^5, (b * c * a * c)^4 ] RPH49.51 : Type {4,4,5} Order 640 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (c * a)^5, (a * c * b * c * a * b)^2, (a * c * b * a * c * a * b)^2 ] RPH49.52 : Type {4,4,5} Order 640 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (c * a)^5, (a * c * a * c * a * b)^2, (a * c * b * a * b * c * a * b)^2 ] RPH49.53 : Type {4,4,5} Order 640 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (c * a)^5, a * c * b * a * c * a * b * a * c * a * b * c * a * b ] RPH49.54 : Type {4,4,5} Order 640 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (c * a)^5, (a * c * b * c * a * b)^2, c * a * c * b * a * c * b * a * c * a * b * c * a * b, c * b * a * c * a * c * b * a * b * c * a * c * a * b ] RPH49.55 : Type {4,4,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, (a * c * b)^4, (a * c * a * b * c * b)^2, (a * c)^6 ] RPH49.56 : Type {4,4,6} Order 576 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * b * c * a * b * a * c * b * a * c * b, (a * b * c * a * c * b)^2, (a * c)^6 ] RPH49.57 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * a * c * b)^2, (a * c * a * b)^4, (a * b * c * b)^4 ] RPH49.58 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, (a * b * c * b)^4 ] RPH49.59 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * a * c * b)^2, (a * c * a * b)^4, (a * c * b * a * b * c * b * a * b)^2 ] RPH49.60 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, (a * c)^8, (a * c * b * a * b * c * b * a * b)^2 ] RPH49.61 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, (a * c * a * c * b * a * b)^2, a * c * a * c * b * c * b * a * c * a * b * c * b * c, (a * c)^8 ] RPH49.62 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * b * c * a * b * a * c * b * a * c * b, (a * c * a * c * b * a * b)^2, (a * c)^8 ] RPH49.63 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * b * c * a * c * b)^2, a * c * a * c * b * c * b * a * c * a * b * c * b * c, a * c * b * a * c * b * a * b * a * c * a * b * c * b * a * b ] RPH49.64 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b)^4, (a * b * c * a * c * b)^2, (a * c * a * b * c * b)^2 ] RPH49.65 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b)^4, (a * c * a * c * b * a * b)^2, a * c * a * c * b * c * b * a * c * a * b * c * b * c ] RPH49.66 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, (a * c * b)^4, (a * c * a * b * c * b)^2, (a * c)^8, (b * c * a * c)^4 ] RPH49.67 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, (a * b * c * a * c * b)^2, (a * c * a * b * c * b)^2 ] RPH49.68 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * b * c * a * c * b)^2, (a * c * a * b * c * b)^2, b * c * a * c * a * c * a * b * a * c * b * c * a * b * c * a ] RPH49.69 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * b * c * a * b * a * c * b * a * c * b, (a * b * c * a * c * b)^2, (a * c)^8, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * b ] RPH49.70 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * a * c * b * a * b)^2, (a * b * c * b * a * c * b)^2, a * c * a * c * b * c * b * a * c * a * b * c * b * c ] RPH49.71 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * b * c * a * b * a * c * b * a * c * b, (a * b * c * a * c * b)^2, (a * c)^8, a * c * a * c * b * a * c * b * a * b * a * c * a * c * a * c * b * c * a * c ] RPH49.72 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * b)^2, (b * c)^4, (a * c)^8 ] RPH49.73 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * b * c * a * c * b)^2, (a * c * a * b * c * b)^2, a * b * a * c * b * a * b * a * c * a * c * a * c * b ] RPH49.74 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, (a * c * a * c * b * a * b)^2, (a * c * b * c * a * c * b)^2, (a * c)^8 ] RPH49.75 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, (a * c)^8, (b * c * a * c)^4, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * b ] RPH49.76 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, c * a * c * a * c * b * a * b * c * b * a * b, (b * c * a * c)^4 ] RPH49.77 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, b * c * b * a * c * b * a * c * a * b * c * a, (a * c)^8, (b * c * a * c)^4 ] RPH49.78 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, (a * c * b)^4, (a * c * a * b * c * b)^2, (a * c)^8, a * c * b * c * a * c * a * c * b * a * b * c * b * c * a * c * a * c ] RPH49.79 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, (a * c * b)^4, (a * c)^8 ] RPH49.80 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, (a * c)^8, a * c * b * c * a * c * a * c * b * a * c * a * c * a * b * c * b * c ] RPH49.81 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, b * c * b * a * c * b * a * c * a * b * c * a, (a * c)^8, a * c * b * c * a * c * a * c * b * a * b * c * b * c * a * c * a * c ] RPH49.82 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, c * a * c * a * c * b * a * b * c * b * a * b, c * a * c * a * b * c * a * c * b * a * c * a * c * b * c * a * c * b ] RPH49.83 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, (a * c)^8, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * b, c * a * c * a * b * c * a * c * b * a * c * a * c * b * c * a * c * b ] RPH49.84 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, b * c * b * a * c * b * a * c * a * b * c * a, (a * b * c * a * c * b)^2 ] RPH49.85 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * b * c * a * c * b)^2, c * b * c * a * b * c * b * a * c * b * c * a * c * a ] RPH49.86 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b)^4, c * a * c * a * c * b * a * b * c * b * a * b ] RPH49.87 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * a * b * c * b)^2, (a * c * a * c * b * a * b)^2, (a * c * b * c * a * c * b)^2 ] RPH49.88 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b)^4, (a * c * a * c * b * a * b)^2, c * b * c * a * b * c * b * a * c * b * c * a * c * a ] RPH49.89 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * c * b * a * b * c * b * a * b, (a * c * a * b * c * b)^2 ] RPH49.90 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, (a * c)^8, (b * c * a * c)^4, (a * c * b * c * a * c * a * c * b)^2 ] RPH49.91 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, (b * c * a * c * a * c)^2, (a * c * b * a * c * a * b)^2, (a * c)^8 ] RPH49.92 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * b * c * b * a * c * a * c * a, c * b * a * c * b * a * c * b * a * c * b * a * b * c * a * b * c * a * b * c * a * b * c * a ] RPH49.93 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c)^8, a * c * a * c * a * c * b * a * b * a * c * b * a * c * a * c * a * b, b * a * c * a * b * a * c * a * b * a * c * a * c * b * a * c * a * c ] RPH49.94 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c)^8, a * c * a * b * a * c * b * a * b * a * c * a * c * a * b * c * a * c ] RPH49.95 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, a * c * b * a * c * b * a * b * c * a * c * b, (a * c)^8 ] RPH49.96 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c * a * c * a * c * a * b)^2, (a * c)^8, c * b * a * b * a * c * b * a * b * a * c * a * b * a * c * a * b * a ] RPH49.97 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c)^8, c * b * a * b * a * c * b * a * b * a * c * a * b * a * c * a * b * a, a * c * a * c * a * c * b * a * b * a * c * b * a * c * a * c * a * b ] RPH49.98 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c * a * b)^4, (a * c * a * c * a * c * a * b)^2, (a * c)^8 ] RPH49.99 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, c * b * a * b * c * b * a * c * a * c * a * b, c * b * a * b * a * c * b * a * b * a * c * a * b * a * c * a * b * a ] RPH49.100 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * c * a * b)^2, c * b * a * b * c * b * a * c * a * c * a * b, b * a * c * a * b * a * c * a * b * a * c * a * c * b * c * a * c * a ] RPH49.101 : Type {4,4,8} Order 512 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * b * c * b * a * c * a * c * a, c * b * a * c * b * a * c * b * a * c * b * a * b * c * a * b * c * a * b * c * a * c * b * a ] RPH49.102 : Type {4,4,10} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b)^4, c * a * c * a * c * b * a * c * a * c * a * b ] RPH49.103 : Type {4,4,10} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * a * c * a * b)^2, (a * c * b)^4, (b * c * a * c * a * c)^2, b * a * b * a * c * b * a * b * a * c * a * b * c * b * a * c ] RPH49.104 : Type {4,4,10} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, a * c * b * c * b * a * b * c * b * c, a * c * a * b * c * b * a * c * a * c * a * c, a * c * b * a * c * b * a * c * b * a * b * c * a * b * c * a * c * b ] RPH49.105 : Type {4,4,14} Order 448 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b, (a * c)^14 ] RPH49.106 : Type {4,4,26} Order 416 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c)^26 ] RPH49.107 : Type {4,4,50} Order 400 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^50 ] RPH49.108 : Type {4,4,98} Order 392 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH49.109 : Type {4,6,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * b * c * a * c * b * a * c * a * b * c * a, (b * c)^6, b * a * c * a * c * a * b * a * c * a * c * a * b * c ] RPH49.110 : Type {4,6,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * a * c)^3, b * c * b * a * c * b * a * c * a * b * c * a ] RPH49.111 : Type {4,6,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (b * c)^6, c * b * c * a * c * a * b * a * c * b * c * a * c * b, (a * c * a * c * a * c * b)^2 ] RPH49.112 : Type {4,6,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * a * b * c * b, (b * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b ] RPH49.113 : Type {4,6,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (b * c * b * c * a * c)^2, (b * c)^6, b * c * a * c * a * c * b * a * c * a * c * a * c * a ] RPH49.114 : Type {4,6,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b)^4, (b * c * a * c * a * c)^2, (b * c)^6 ] RPH49.115 : Type {4,6,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (b * c)^6, a * c * a * c * a * c * b * a * b * c * a * c * a * c, a * c * b * c * a * c * b * a * c * a * c * b * c * b ] RPH49.116 : Type {4,6,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * a * c)^3, (a * c * a * b * c * b)^2, (b * c * a * c * a * c)^2, b * a * c * b * a * c * b * a * b * c * b * c * a * c ] RPH49.117 : Type {4,6,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * c * a * b * c * b * a * c * a * c * b * c, (b * c)^6, a * b * c * a * c * a * b * a * c * a * c * b * a * c, b * a * c * b * a * c * b * a * b * c * b * c * a * c ] RPH49.118 : Type {4,6,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b)^4, a * c * a * b * c * b * a * c * a * c * b * c, b * c * b * c * b * c * a^2 * b * c * b * c * b * c, a * b * c * a * c * a * b * a * c * a * c * b * a * c ] RPH49.119 : Type {4,6,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * a * c)^3, (a * c * b)^4, (a * c * a * b * c * b)^2 ] RPH49.120 : Type {4,6,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * a * b * a * c * b * c, a * c * a * c * a * c * b * a * b * c * a * c * a * c, a * c * b * a * c * b * a * c * b * a * c * b * a * c * a * b * c * a * b * c * b * a * c * b ] RPH49.121 : Type {4,6,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * c * b)^2, c * b * a * b * c * b * a * c * a * c * a * b, a * c * a * c * a * c * a * c * b * c * b * c, (a * c * a * b * a * c * b * a * b)^2 ] RPH49.122 : Type {4,6,84} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (b * c * a * c * a * c)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a ] RPH49.123 : Type {4,8,40} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c, c * a * c * a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a * c * a ] RPH49.124 : Type {4,8,40} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c, c * a * c * b * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a ] RPH49.125 : Type {4,8,40} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * b * c * b * a * c * a * c * a * c * a * c ] RPH49.126 : Type {4,8,40} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c ] RPH49.127 : Type {4,8,40} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c ] RPH49.128 : Type {4,8,40} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH49.129 : Type {4,10,20} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * c * b)^2, a * c * b * a * c * b * a * b * c * a * b * c, c * b * a * b * c * b * a * c * a * c * a * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH49.130 : Type {4,18,36} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b)^4, (a * c * a * c * a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b ] RPH49.131 : Type {4,18,36} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH49.132 : Type {4,20,70} Order 280 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * c * a * c * a * c * b * a * c * a * b * c * a * c * a ] RPH49.133 : Type {4,24,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, b * c * b * c * b * c * b * a * c * b * c * b * c * a, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH49.134 : Type {4,24,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH49.135 : Type {4,24,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * b * a * c * a * b * c * b * a * c * b ] RPH49.136 : Type {4,24,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * b * a * c * a * b * c * a * b * c * b ] RPH49.137 : Type {4,28,35} Order 280 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * b * a * c * b * c * a * c * a * c ] RPH49.138 : Type {4,34,68} Order 272 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH49.139 : Type {4,66,132} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH49.140 : Type {5,10,10} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (b * a)^5, (a * c * b)^4, (a * b * c * b * c * b)^2 ] RPH49.141 : Type {5,10,10} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^5, c * a * c * a * c * b * a * c * a * b * c * a, (a * b * c * b * c * b)^2, (b * c * b * c * a * c)^2 ] RPH49.142 : Type {5,10,10} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (b * a)^5, (a * c * a * b * a * b)^2, (a * c * b)^4 ] RPH49.143 : Type {5,10,10} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^5, (a * c * a * b * a * b)^2, a * b * c * a * c * b * a * c * a * c * a * c ] RPH49.144 : Type {6,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, c * a * c * b * a * b * a * c * b * c * b * a, (a * c)^6, (b * c)^6, (a * c * a * b)^4 ] RPH49.145 : Type {6,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * a * b * a * b * c * a * c, (a * b)^6, (b * c)^6, a * b * c * b * c * a * b * a * c * b * c * b * a * c, (a * c * a * b)^4 ] RPH49.146 : Type {6,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * b)^6, (a * c * b)^4, (a * c)^6, (b * c)^6, (a * c * b * a * b * a * b)^2 ] RPH49.147 : Type {6,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, a * c * a * b * a * b * a * c * a * c * b * c, c * b * c * b * a * b * a * b * c * b * c * a, (a * c * b)^4, (a * c)^6 ] RPH49.148 : Type {6,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * b)^6, (a * c)^6, (b * c)^6, (a * c * b * a * b * a * b)^2, c * a * b * c * b * a * b * a * c * a * b * c * a * b ] RPH49.149 : Type {6,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, a * c * a * b * a * b * a * c * a * c * b * c, c * b * c * b * a * b * a * b * c * b * c * a, (a * c)^6, (b * c)^6, c * a * b * c * b * a * b * a * c * a * b * c * a * b ] RPH49.150 : Type {6,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, (a * b)^6, (a * c)^6, (b * c * a * c)^4 ] RPH49.151 : Type {6,6,6} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (a * b * c * b)^2, (a * b)^6, (a * c)^6, (b * c * a * c)^4 ] RPH49.152 : Type {6,8,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, b * c * a * b * a * b * a * c * b * c * b * c, b * a * c * b * a * b * a * c * a * c * a * c ] RPH49.153 : Type {6,8,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * a * c * a * b * c, (a * b)^6, b * c * a * b * a * b * a * c * b * c * b * c ] RPH49.154 : Type {6,8,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * b * a * c * a * b * a * c * a * c * a * c ] RPH49.155 : Type {6,8,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, (a * c * b * a * b * a * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH49.156 : Type {6,8,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * b)^6, c * a * c * a * b * c * b * a * c * a * c * a * c * a ] RPH49.157 : Type {6,8,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * b)^6, (a * c * a * c * a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH49.158 : Type {6,8,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * b * c * b)^2, (a * b)^6, b * c * a * c * a * c * b * a * c * a * c * a * c * a, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH49.159 : Type {6,8,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * b * c * b)^2, (a * b)^6, a * c * a * c * a * c * b * a * c * a * b * c * a * c ] RPH49.160 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * c * b)^2, (a * b)^6, a * c * b * a * c * b * a * b * c * a * b * c, (a * c * b * c)^3 ] RPH49.161 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * c * b * c * b * a * c * a * c * a, (a * b)^6, (a * c)^12 ] RPH49.162 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * b)^6, (a * c * b)^4, a * c * a * c * a * c * b * c * b * c * b * c ] RPH49.163 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * c * b * a * c * a * c * a, (a * b)^6, (a * c * b * a * b * a * b)^2, c * a * b * c * b * a * b * a * c * a * b * c * a * b, c * b * c * b * c * a * b * a * c * b * c * b * c * a ] RPH49.164 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, c * a * c * b * a * b * a * c * b * c * b * a, (a * c * b)^4, a * c * a * c * a * c * b * c * b * c * b * c ] RPH49.165 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c ] RPH49.166 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * b)^6, c * b * a * c * a * b * a * c * a * b * c * b, (a * c * b * c)^3 ] RPH49.167 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * b)^6, b * a * c * b * a * b * a * c * b * c * b * c, (a * c * b * c)^3 ] RPH49.168 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, c * b * c * b * a * b * a * c * a * c * b * a, (a * c * a * b * c * b)^2, (b * c * a * c * a * c)^2 ] RPH49.169 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^6, c * b * c * b * a * b * a * c * a * c * b * a, (a * c * a * b * c * b)^2, (a * c * b * c)^3 ] RPH49.170 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (a * b * c * b)^2, (a * b)^6, c * b * c * b * a * c * b * a * c * a * c * b * c * a, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH49.171 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, (a * b)^6, (a * c * b * c)^3, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH49.172 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, b * c * a * c * b * a * c * b * c * a, (a * b)^6, a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH49.173 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * b)^6, b * c * b * a * c * b * a * c * a * b * c * a, (a * c * b * c)^3, c * a * c * b * c * a * b * a * c * b * c * a * c * a ] RPH49.174 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, (a * b)^6, a * c * a * c * a * c * b * a * c * a * b * c * a * c, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH49.175 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH49.176 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (a * b * c * b)^2, (a * b)^6, a * c * a * c * a * c * b * a * c * b * c * a * b * c, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH49.177 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * b * a * c * a * b * a * b * a * c * a * b * a * c * a * c ] RPH49.178 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, a * c * b * c * b * a * b * c * b * c, (a * b)^6, (b * c)^12 ] RPH49.179 : Type {6,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, a * c * a * c * b * a * b * c * a * c, (a * b)^6, (b * c)^12 ] RPH49.180 : Type {6,18,63} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * b)^6, a * c * b * c * a * c * b * c * b * c * b * c, c * a * c * a * c * a * c * b * a * c * a * c * a * b * c * a ] RPH49.181 : Type {6,18,63} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * b)^6, (b * c * a * c * a * c)^2, a * c * a * b * c * a * c * b * a * c * a * c * a * c * a * c ] RPH49.182 : Type {6,21,42} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c ] RPH49.183 : Type {6,21,42} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * b)^6, (a * c * b * c * b * c * b)^2, a * c * a * c * a * c * a * b * a * c * b * c * b * c * a * c ] RPH49.184 : Type {6,21,42} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * b)^6, (a * c * b * c * b * c * b)^2, c * a * c * b * c * a * c * b * c * b * c * b * c * b ] RPH49.185 : Type {6,40,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH49.186 : Type {6,60,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH49.187 : Type {7,7,7} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b * a * c)^3, (a * c * b * c * a * b)^2, (a * b * c * a * c * b)^2, (c * b * a * b)^3, (a * c * a * b * c * b)^2 ] RPH49.188 : Type {8,8,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b * c * b)^2, (a * c * a * b * a * b)^2, c * a * b * c * a * b * a * c * b * a * c * b, (a * c * a * c * a * c * b)^2 ] RPH49.189 : Type {8,8,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b * c * b)^2, (a * c * a * b * a * b)^2, c * a * b * c * a * b * a * c * b * a * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * b ] RPH49.190 : Type {8,15,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH49.191 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^8, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH49.192 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, c * a * b * c * a * b * a * c * b * a * c * b, a * c * b * a * c * b * a * b * c * a * b * c, b * c * a * c * a * c * a * c * b * c * b * c * a * c * b * c ] RPH49.193 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * b, b * c * a * c * a * c * a * c * b * c * b * c * a * c * b * c ] RPH49.194 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * b * c * b)^2, a * c * b * a * c * b * a * b * c * a * b * c, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH49.195 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^8, (b * c * a * c)^4 ] RPH49.196 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * b * a * c * a * b * a * c * a * b * c * b, (a * c * b)^4, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH49.197 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, c * a * b * a * b * a * b * a * c * a * c * a * c * b, a * c * b * a * b * a * b * a * b * c * b * c * b * c ] RPH49.198 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * a * b * c * a * b * a * c * b * c * a * c, (a * b)^8 ] RPH49.199 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * b * a * c, a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH49.200 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^8, c * b * c * a * c * a * c * a * b * a * c * b * c * a * c * b * c * a ] RPH49.201 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^8, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH49.202 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^8, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH49.203 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * c * a * b * a * c * a * c * a * c, c * b * a * b * c * b * a * b * c * b * c * b, (a * b)^8 ] RPH49.204 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, (a * b)^8, (a * c * b * a * b * a * b * a * b)^2 ] RPH49.205 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * b * a * b * a * c * a * c * a * c, (a * c * a * b * c * b)^2 ] RPH49.206 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, (a * c * a * b * c * b)^2 ] RPH49.207 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * a * b * a * b * c * b * c * b, (a * c * a * b * c * b)^2 ] RPH49.208 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * b * a * b * a * c * a * c * a * c, (a * c * b)^4 ] RPH49.209 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * a * b * a * b * c * b * c * b, (a * c * b)^4, c * a * b * a * c * a * b * a * c * a * b * a * c * b ] RPH49.210 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, (a * c * b)^4, (a * b)^8 ] RPH49.211 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, a * c * a * c * a * c * a * c * b * a * c * a * c * a * b * c * a * c ] RPH49.212 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, (a * c * a * c * a * b)^2, (a * c * a * c * a * c * a * c * b)^2 ] RPH49.213 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, c * b * a * c * a * b * a * c * a * b * c * b, (a * c * a * c * a * c * a * c * b)^2 ] RPH49.214 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, (a * b)^8, a * c * a * c * a * c * a * c * b * a * c * a * c * a * b * c * a * c ] RPH49.215 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, b * c * b * a * b * a * c * a * b * a, (a * c * b)^4 ] RPH49.216 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * a * b)^2, (a * c * b)^4 ] RPH49.217 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * a * b)^2, b * c * b * a * c * b * a * c * a * b * c * a ] RPH49.218 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, b * c * b * a * b * a * c * a * b * a, b * c * b * a * c * b * a * c * a * b * c * a ] RPH49.219 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, (a * c * a * b * c * b)^2 ] RPH49.220 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * a * b)^2, (a * c * a * b * c * b)^2 ] RPH49.221 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * a * b)^2, (a * c * b)^4, (a * b * c * b * c * b)^2 ] RPH49.222 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, (a * c * b)^4, (a * b)^8 ] RPH49.223 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, b * a * b * c * a * c * b * a * b * c * b * a * b * c ] RPH49.224 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, a * c * a * c * b * a * b * c * a * c, c * b * a * c * a * b * a * c * a * b * c * b ] RPH49.225 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * a * c * a * b * a * c * a * b * c * b ] RPH49.226 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, a * c * a * c * b * a * b * c * a * c, (a * c * b * c * b)^2, (a * b)^8 ] RPH49.227 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c ] RPH49.228 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * a * b * c, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH49.229 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^8, b * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH49.230 : Type {8,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^8, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * b * c * a ] RPH49.231 : Type {8,24,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * b, b * c * a * c * a * c * b * a * b * c * b * a * c * a ] RPH49.232 : Type {8,112,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH49.233 : Type {8,112,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH49.234 : Type {8,112,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH49.235 : Type {9,9,9} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * b * a * b * a * c * a * c * a * c, c * b * a * b * a * b * a * b * c * b * c * b, c * a * c * b * a * b * a * c * b * c * b * a, (a * c * a * b)^4 ] RPH49.236 : Type {10,12,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^10, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH49.237 : Type {10,15,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * a * c * a * b * a * c * b * c * a, (a * c * b)^4, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH49.238 : Type {10,15,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * c, a * c * b * a * c * b * a * c * a * c * b * c, (a * b)^10 ] RPH49.239 : Type {10,15,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * b * a * c)^3, (a * c * b)^4, (b * c * b * c * a * c)^2 ] RPH49.240 : Type {10,55,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^10, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH49.241 : Type {10,55,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^10, b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH49.242 : Type {10,55,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^10, b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH49.243 : Type {12,12,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * b, c * a * c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a ] RPH49.244 : Type {12,54,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH49.245 : Type {12,54,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH49.246 : Type {14,16,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c, c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH49.247 : Type {14,28,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, b * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c ] RPH49.248 : Type {14,28,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH49.249 : Type {14,28,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, (a * b)^14 ] RPH49.250 : Type {15,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH49.251 : Type {15,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH49.252 : Type {16,16,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * c * a * b * a * c, a * c * b * c * a * c * b * c * b * c * b * c, c * a * c * a * c * a * c * b * a * c * a * c * a * b * c * a ] RPH49.253 : Type {16,16,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * c * a * c * b * a * c * a * b * c * a * c * a ] RPH49.254 : Type {16,16,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * b, c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH49.255 : Type {18,36,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, a * c * a * c * b * c * b * c, (a * b)^18 ] RPH49.256 : Type {18,36,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, (a * b)^18 ] RPH49.257 : Type {18,36,36} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * c * b * c)^3, b * a * b * a * b * a * b * a * c * a * b * a * c * a ] RPH49.258 : Type {21,35,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b, a * b * a * b * a * b * a * b * a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b ] RPH49.259 : Type {21,35,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH49.260 : Type {21,35,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH49.261 : Type {21,35,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c, a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b ] RPH49.262 : Type {21,35,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c ] RPH49.263 : Type {26,52,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b ] RPH49.264 : Type {26,52,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a^2 * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b ] RPH49.265 : Type {26,52,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH49.266 : Type {26,52,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH49.267 : Type {26,52,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH49.268 : Type {26,52,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (a * b)^26 ] RPH49.269 : Type {27,27,27} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * b * a * c * b * c * b * a, a * b * c * b * a * b * a * b * c * b * a * c, a * c * a * c * a * c * b * c * b * c * b * c ] RPH49.270 : Type {27,27,27} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, (b * c * a * c)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * b * a * b * c * b * a ] RPH49.271 : Type {34,51,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH49.272 : Type {34,51,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * c * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c ] RPH49.273 : Type {34,51,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * a * b * c * b * c * b * c * b ] RPH49.274 : Type {34,51,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH49.275 : Type {34,51,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH49.276 : Type {34,51,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH49.277 : Type {34,51,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a * c * a ] RPH49.278 : Type {34,51,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a, c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b ] RPH49.279 : Type {34,51,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH49.280 : Type {34,51,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH49.281 : Type {34,51,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a ] RPH49.282 : Type {34,51,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH49.283 : Type {34,51,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH49.284 : Type {34,51,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b ] RPH49.285 : Type {34,51,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH49.286 : Type {50,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^50 ] RPH49.287 : Type {50,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH49.288 : Type {50,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a ] RPH49.289 : Type {50,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH49.290 : Type {50,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * b ] RPH49.291 : Type {50,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH49.292 : Type {50,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH49.293 : Type {50,100,100} Order 200 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH49.294 : Type {99,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH49.295 : Type {99,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH49.296 : Type {99,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * a ] RPH49.297 : Type {99,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH49.298 : Type {99,99,99} Order 198 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * c, a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c ] RPH50.1 : Type {3,4,4} Order 1176 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c)^4, (b * c)^4, (a * c * a * b)^4, (a * c * b)^6, b * c * a * b * c * b * a * c * b * a * c * a * b * c * b * a * c * a ] RPH50.2 : Type {3,6,6} Order 588 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * b)^2, (a * c)^6, b * c * a * c * b * c * a * c * b * c * b * a * c * a * c * a * b * c * b * c * a * c * b * c * a * c * b * c * a * c ] RPH50.3 : Type {3,6,6} Order 588 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * c)^6, b * a * c * b * c * a * b * c * a * b * a * c * b * a * b * c * a * b * a * c * a * b * a * c * b * a * b * c ] RPH50.4 : Type {3,21,28} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (a * c * b * c * b * c * b)^2, c * a * c * a * c * a * c * a * c * b * c * b * c * b ] RPH50.5 : Type {3,52,52} Order 312 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH50.6 : Type {3,150,150} Order 300 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH50.7 : Type {4,4,51} Order 408 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^51 ] RPH50.8 : Type {4,4,100} Order 400 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH50.9 : Type {4,18,72} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, (a * c * b * c * b)^2, a * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c ] RPH50.10 : Type {4,28,70} Order 280 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * b * c * b ] RPH50.11 : Type {4,68,68} Order 272 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH50.12 : Type {5,26,130} Order 260 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c ] RPH50.13 : Type {5,125,125} Order 250 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * b * c ] RPH50.14 : Type {5,125,125} Order 250 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, c * b * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a ] RPH50.15 : Type {6,6,26} Order 312 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (a * c)^26 ] RPH50.16 : Type {6,6,75} Order 300 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH50.17 : Type {6,22,22} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^6, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c ] RPH50.18 : Type {6,120,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c ] RPH50.19 : Type {8,8,34} Order 272 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * b * c * b * a * c * a * c * a * c * a ] RPH50.20 : Type {8,24,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * c * a * c * b * a * c * a * b * c * a, (a * b)^8 ] RPH50.21 : Type {8,24,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * a * b * c * b * a * c * a * c * a * c, a * c * b * c * a * c * b * c * b * c * b * c ] RPH50.22 : Type {8,30,40} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, a * c * a * c * a * b * a * c * b * c * b * c, (a * b)^8 ] RPH50.23 : Type {10,20,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, c * a * b * c * a * c * b * a * c * a * c * a * c * a ] RPH50.24 : Type {10,20,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * c * a * c * a * b)^2, a * c * a * c * a * c * b * a * b * c * a * c * a * c ] RPH50.25 : Type {10,20,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c ] RPH50.26 : Type {10,24,24} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^10, c * b * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * b * c * a * c * b * c * a ] RPH50.27 : Type {11,12,12} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^11, (a * c)^12 ] RPH50.28 : Type {11,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c, (b * a)^11 ] RPH50.29 : Type {11,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c, (b * a)^11 ] RPH50.30 : Type {11,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c, (b * a)^11 ] RPH50.31 : Type {11,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c, (b * a)^11 ] RPH50.32 : Type {11,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c, (b * a)^11 ] RPH50.33 : Type {12,12,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * b, c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a ] RPH50.34 : Type {12,20,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, b * c * a * c * b * c * a * c * b * c * a * b * a * c * b * c * a * c * b * c * a * c ] RPH50.35 : Type {14,28,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * a * b * c * b * a * c * a * c * a, b * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c ] RPH50.36 : Type {14,28,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * c * a * c * a * b)^2, a * c * a * c * a * c * b * a * b * c * b * c * b * c ] RPH50.37 : Type {14,28,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * b * c * a * c * b * a * b * c * b * a * c, a * c * a * b * a * c * a * b * a * c * a * c * a * c * a * c ] RPH50.38 : Type {14,28,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, a * c * a * c * a * c * a * c * b * c * b * c ] RPH50.39 : Type {14,28,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * b * c ] RPH50.40 : Type {15,15,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * c * a * b * a * c * a * b * c, b * c * a * c * b * a * b * c * a * c ] RPH50.41 : Type {15,15,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, b * c * b * a * c * b * a * c * b * c * b * a, b * a * c * a * b * a * b * a * c * b * c * a * b * a ] RPH50.42 : Type {18,54,54} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH50.43 : Type {18,54,54} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a * c * a * b ] RPH50.44 : Type {18,54,54} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH50.45 : Type {21,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c ] RPH50.46 : Type {21,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b, b * a * b * c * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * a * b * a ] RPH50.47 : Type {21,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH50.48 : Type {22,22,55} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, c * a * c * a * c * a * c * b * a * b * c * a * c * b * c * b ] RPH50.49 : Type {22,22,55} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * c * a * c * a * b)^2, b * c * a * c * a * c * b * a * b * c * b * a * c * a ] RPH50.50 : Type {22,22,55} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, c * a * c * a * c * b * a * b * c * a * c * a ] RPH50.51 : Type {22,22,55} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * c * a * c * b * a * c * a * b * c * a, a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * c ] RPH50.52 : Type {22,22,55} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * c * b * a * c * a * c * a * b, a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c ] RPH50.53 : Type {26,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a ] RPH50.54 : Type {26,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH50.55 : Type {26,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a * c * a * b * a * b * a * b * a * b * a ] RPH50.56 : Type {26,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c ] RPH50.57 : Type {26,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a ] RPH50.58 : Type {26,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a ] RPH50.59 : Type {51,102,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH50.60 : Type {51,102,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH50.61 : Type {51,102,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH50.62 : Type {51,102,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c ] RPH50.63 : Type {51,102,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * c * b * c, a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH50.64 : Type {51,102,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH50.65 : Type {51,102,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c ] RPH50.66 : Type {51,102,102} Order 204 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^51 ] RPH50.67 : Type {52,52,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * b * a * c * a * c, (a * c * b * c * b)^2, b * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH50.68 : Type {52,52,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * c * a * b * a * c * a * c * a * c, c * b * a * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH50.69 : Type {52,52,52} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c ] RPH50.70 : Type {101,101,101} Order 202 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH50.71 : Type {101,101,101} Order 202 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH50.72 : Type {101,101,101} Order 202 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b ] RPH50.73 : Type {101,101,101} Order 202 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c ] RPH50.74 : Type {101,101,101} Order 202 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c ] RPH50.75 : Type {101,101,101} Order 202 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH50.76 : Type {101,101,101} Order 202 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH50.77 : Type {101,101,101} Order 202 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b ] RPH50.78 : Type {101,101,101} Order 202 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH50.79 : Type {101,101,101} Order 202 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c, b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH50.80 : Type {101,101,101} Order 202 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b, b * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH50.81 : Type {101,101,101} Order 202 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH50.82 : Type {101,101,101} Order 202 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * c * b * c * b * c, a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c ] RPH50.83 : Type {101,101,101} Order 202 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a, b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH50.84 : Type {101,101,101} Order 202 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH50.85 : Type {101,101,101} Order 202 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a ] RPH50.86 : Type {101,101,101} Order 202 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH51.1 : Type {3,3,6} Order 1200 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^6, b * a * c * a * c * a * b * a * c * a * c * a * b * c, b * c * a * b * a * c * b * a * b * c * a * b * a * c * a * b * a * c * b * a * b * c * a * b * c * a * b * c * a * b * a * c * b * a * c * b * a * c * b * a ] RPH51.2 : Type {3,3,15} Order 750 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c * a * c * a * c * b)^2, (a * b * a * c)^5 ] RPH51.3 : Type {3,4,12} Order 600 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (b * c)^4, c * b * c * a * b * a * c * b * c * a, c * a * c * a * b * c * b * a * c * a * c * a * c * a, c * b * a * c * a * b * a * c * a * c * b * a * c * b * a * b * c * a * b * c * a * b * c * a * b * c * a * b * c * a ] RPH51.4 : Type {3,8,8} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * c * b * a * c * a * c * a * c * a, b * a * c * b * a * c * a * b * a * c * b * c * b * c * a * c, c * b * c * b * a * c * a * b * a * c * a * b * c * b * c * a ] RPH51.5 : Type {3,8,8} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * c * b * a * c * a * c * a * c * a, b * a * c * b * a * c * a * b * a * c * b * c * b * c * a * c, c * b * c * b * a * c * a * b * a * c * a * c * b * c * b * a ] RPH51.6 : Type {3,21,42} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * a * c * a * b)^2, (a * c * a * c * a * c * b)^2, c * a * c * a * c * a * c * a * c * b * c * a * c * b ] RPH51.7 : Type {3,28,28} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * b * c * a, (a * c * a * b * c * b)^2, (c * a * c * a * c * b * c * a * c * a * c * a * c * a)^2 ] RPH51.8 : Type {3,52,156} Order 312 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH51.9 : Type {3,153,153} Order 306 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH51.10 : Type {4,4,4} Order 800 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, (a * c * b * a * b)^2, a * c * a * b * c * b * a * c * b * a * c * b * a * c * b * a * c * a * b * c * a * b * c * a * b * c * a * b * c * b ] RPH51.11 : Type {4,4,4} Order 800 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, (a * c * b)^4, b * a * b * a * c * b * a * b * a * c * b * a * c * a * b * c ] RPH51.12 : Type {4,4,4} Order 800 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * a * c * b * c * a * b * c * a * b * c * a * b * a * c * b * a * c * b * a * c * b * a * c * b * a * c * b ] RPH51.13 : Type {4,4,6} Order 600 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, (a * c)^6, b * a * b * a * c * b * a * b * c * b * a * b * c * b * a * b * c * a * b * a * b * c ] RPH51.14 : Type {4,4,27} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c * a * c)^2, (c * a)^27 ] RPH51.15 : Type {4,4,52} Order 416 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH51.16 : Type {4,4,52} Order 416 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH51.17 : Type {4,4,52} Order 416 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^52 ] RPH51.18 : Type {4,4,102} Order 408 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH51.19 : Type {4,6,6} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c)^6, (b * c)^6, a * c * a * c * b * a * c * b * a * c * b * c * b * a * c * b ] RPH51.20 : Type {4,6,6} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c)^6, (b * c)^6, a * c * a * c * b * a * c * b * a * c * b * c * a * b * c * b ] RPH51.21 : Type {4,6,6} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b)^4, (a * b * c * b * c * b)^2, (a * c)^6, (b * c)^6 ] RPH51.22 : Type {4,6,6} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * b * c * b)^2, (a * c)^6, (b * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b ] RPH51.23 : Type {4,6,16} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^6, (a * c)^16 ] RPH51.24 : Type {4,6,16} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * c * b * c * b * a * b * c * b * c, (b * c)^6, (a * c * a * c * b * a * b)^2, c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a ] RPH51.25 : Type {4,8,8} Order 400 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, (a * c * b * c)^5 ] RPH51.26 : Type {4,8,8} Order 400 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, b * c * a * c * b * c * a * c * b * c * a * b * c * b * c * a * c * b * c * b * a * c ] RPH51.27 : Type {4,10,40} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH51.28 : Type {4,10,40} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * c * a * c * a * c * a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH51.29 : Type {4,12,14} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * b * c * a * b * a * c * b * c * b * c * b, (a * c)^14 ] RPH51.30 : Type {4,12,39} Order 312 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * c * b * c * b * c, a * c * a * c * a * c * a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH51.31 : Type {4,35,140} Order 280 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH51.32 : Type {4,36,36} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * b * c * a, a * c * b * c * b * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c * b * c * a * c ] RPH51.33 : Type {4,36,36} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * c * b * c * b, (a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c)^2 ] RPH51.34 : Type {4,36,36} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c ] RPH51.35 : Type {4,36,36} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c ] RPH51.36 : Type {4,36,36} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, (a * c)^36 ] RPH51.37 : Type {4,136,136} Order 272 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * b * c ] RPH51.38 : Type {4,136,136} Order 272 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH51.39 : Type {6,6,14} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * a * b * a * c * a * c * b, (a * b)^6, (a * b * c * b * a * b)^2, c * a * b * c * a * b * a * c * b * a * c * b, c * a * c * a * c * b * a * c * b * a * b * c * a * b * c * a * c * a ] RPH51.40 : Type {6,9,36} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * c * b * a * b * a * b * c * b * c, b * a * c * a * b * a * c * b * c * a, (a * c * a * c * a * c * b)^2 ] RPH51.41 : Type {6,9,36} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * c, (a * b)^6, (a * c * a * c * a * c * b)^2 ] RPH51.42 : Type {6,10,15} Order 300 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * b)^6, c * a * c * a * c * b * a * b * c * a * c * a ] RPH51.43 : Type {7,18,126} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b ] RPH51.44 : Type {7,119,119} Order 238 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c ] RPH51.45 : Type {7,119,119} Order 238 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH51.46 : Type {7,119,119} Order 238 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a ] RPH51.47 : Type {8,8,18} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * a * b * a * b * c * a * b, b * c * b * c * b * a * c * b * c * a, a * c * a * c * a * b * c * a * c * b * a * c * a * c * a * c * a * c * a * c ] RPH51.48 : Type {8,8,18} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (b * c * a * c)^2, (a * b * c * b * a * b)^2, c * b * a * c * a * c * b * a * c * a * c * a * b * c * a * c * a * b * c * a * c * a ] RPH51.49 : Type {8,8,18} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, (a * c)^18 ] RPH51.50 : Type {8,8,18} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, (a * c)^18 ] RPH51.51 : Type {8,8,68} Order 272 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a ] RPH51.52 : Type {8,8,68} Order 272 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * a * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH51.53 : Type {8,30,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c ] RPH51.54 : Type {8,40,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * b * a * c * a * b * a * c * a * c * a * c * a, b * a * b * c * a * c * b * a * b * c * b * c * b * c ] RPH51.55 : Type {8,40,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * c * a * c * a * c * b * c * b, (a * b)^8 ] RPH51.56 : Type {9,9,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * b * a * c * b * c * b, a * b * a * c * a * b * a * c * b * a * b * c, a * b * c * b * c * b * a * c * a * c * a * c ] RPH51.57 : Type {9,39,117} Order 234 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b ] RPH51.58 : Type {9,39,117} Order 234 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH51.59 : Type {10,20,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * c * a * c * a * b)^2, (a * c * a * c * a * c * b)^2, c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH51.60 : Type {10,20,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * b * a * c * a * b * c * a * c, (a * b)^10 ] RPH51.61 : Type {10,20,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, (a * c * a * c * a * c * b)^2, a * c * a * b * a * b * a * b * a * c * a * c * a * b * a * c ] RPH51.62 : Type {10,30,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b)^4, (b * c * b * c * a * c)^2, b * c * b * a * b * a * b * a * c * a * c * a * b * c ] RPH51.63 : Type {10,30,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b)^4, a * c * a * c * a * c * b * c * b * c * b * c, b * c * b * a * b * a * b * a * c * a * c * a * b * c ] RPH51.64 : Type {12,20,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c, (a * b)^12 ] RPH51.65 : Type {14,56,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH51.66 : Type {14,56,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * b * a * b * a * b * a * c * a * b * a * c * a * c, b * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c ] RPH51.67 : Type {14,56,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH51.68 : Type {14,56,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * c * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH51.69 : Type {14,56,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, (a * b)^14 ] RPH51.70 : Type {14,56,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, (a * c * b * a * b)^2, (a * b)^14 ] RPH51.71 : Type {15,15,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * a * b * a * c * a * c * b, b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH51.72 : Type {15,15,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * c * a * b, c * b * a * b * a * b * a * b * c * b * c * b, c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH51.73 : Type {15,20,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * c * a * b * a * b * a * c * b * c * b * c, c * a * c * b * a * c * b * a * c * a * c * a * c * b ] RPH51.74 : Type {15,20,20} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, (a * c * b * c)^3, c * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH51.75 : Type {16,28,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b * c * b * c * b, a * b * a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * b * a * b * a * b ] RPH51.76 : Type {16,28,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH51.77 : Type {18,108,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * c * b * c * b * c, a * b * a * b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b ] RPH51.78 : Type {18,108,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH51.79 : Type {18,108,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c, a * b * a * b * a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b ] RPH51.80 : Type {27,36,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH51.81 : Type {27,36,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * a * b ] RPH51.82 : Type {27,36,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH51.83 : Type {27,36,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b ] RPH51.84 : Type {27,36,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a ] RPH51.85 : Type {27,36,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH51.86 : Type {28,28,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH51.87 : Type {28,28,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * b * a * c * a * c, (a * c * b * c * b)^2, c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH51.88 : Type {28,28,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH51.89 : Type {28,28,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH51.90 : Type {28,28,28} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * c * a * b * a * c * a * c * a * c, c * b * c * b * c * b * a * b * c * b * a * b * c * b * c * b * c * b * c * b ] RPH51.91 : Type {35,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * c * b, c * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * b * a * b * a * b * a * b * a * c * a ] RPH51.92 : Type {35,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a ] RPH51.93 : Type {35,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * b * a * b * a * b * a ] RPH51.94 : Type {35,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH51.95 : Type {35,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * b * c * b, (b * a)^35 ] RPH51.96 : Type {35,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH51.97 : Type {35,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH51.98 : Type {35,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH51.99 : Type {52,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH51.100 : Type {52,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH51.101 : Type {52,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b ] RPH51.102 : Type {52,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a^2 * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH51.103 : Type {52,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c, a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH51.104 : Type {52,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH51.105 : Type {52,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * b ] RPH51.106 : Type {52,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, c * a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a ] RPH51.107 : Type {52,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH51.108 : Type {52,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c ] RPH51.109 : Type {52,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^52 ] RPH51.110 : Type {52,104,104} Order 208 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b ] RPH51.111 : Type {103,103,103} Order 206 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH51.112 : Type {103,103,103} Order 206 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH51.113 : Type {103,103,103} Order 206 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * a * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH51.114 : Type {103,103,103} Order 206 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, b * a * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c ] RPH51.115 : Type {103,103,103} Order 206 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a ] RPH51.116 : Type {103,103,103} Order 206 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH51.117 : Type {103,103,103} Order 206 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c, a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH51.118 : Type {103,103,103} Order 206 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b ] RPH51.119 : Type {103,103,103} Order 206 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH51.120 : Type {103,103,103} Order 206 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c ] RPH51.121 : Type {103,103,103} Order 206 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a ] RPH51.122 : Type {103,103,103} Order 206 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH51.123 : Type {103,103,103} Order 206 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a, b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH51.124 : Type {103,103,103} Order 206 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH51.125 : Type {103,103,103} Order 206 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * b ] RPH51.126 : Type {103,103,103} Order 206 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH51.127 : Type {103,103,103} Order 206 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b * c * b * c * b, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * b * a * b ] RPH51.128 : Type {103,103,103} Order 206 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH52.1 : Type {3,15,30} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, c * a * b * c * a * b * a * c * b * a * c * b, c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * b ] RPH52.2 : Type {3,20,20} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * a * c * a, b * c * b * c * b * a * c * b * c * a, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c ] RPH52.3 : Type {3,28,42} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * c * b)^2, (a * c * a * c * a * c * b)^2, a * c * b * c * a * c * a * b * a * c * a * c * b * c * a * c ] RPH52.4 : Type {3,53,159} Order 318 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH52.5 : Type {3,54,54} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH52.6 : Type {3,54,54} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c ] RPH52.7 : Type {3,54,54} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c ] RPH52.8 : Type {3,156,156} Order 312 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH52.9 : Type {4,4,53} Order 424 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^53 ] RPH52.10 : Type {4,4,104} Order 416 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH52.11 : Type {4,5,8} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * b * a * b * c * a * c, (c * b)^5, a * c * b * a * c * b * a * c * b * a * c * a * b * c * a * b * c * b ] RPH52.12 : Type {4,6,9} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * c * b)^2, (b * c)^6, a * c * b * a * c * a * b * a * c * a * b * c * a * b, (c * a)^9 ] RPH52.13 : Type {4,8,22} Order 352 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * a * b * a * c * b * c * b, (a * c)^22 ] RPH52.14 : Type {4,10,80} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a, (b * c * a * c * a * c * a * c * a * c)^2 ] RPH52.15 : Type {4,12,78} Order 312 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * c * b * c * b * c, a * c * a * c * a * c * a * c * a * b * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH52.16 : Type {4,16,20} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * b * c * b * c * a * b * a * c * b * c * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c ] RPH52.17 : Type {4,36,72} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, (a * c * b * c * b)^2, a * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * a * c ] RPH52.18 : Type {4,70,140} Order 280 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH52.19 : Type {5,6,15} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^5, (a * c * b * c * b)^2, (a * b * a * c)^3, a * c * a * b * c * b * a * c * a * c * a * c ] RPH52.20 : Type {5,27,135} Order 270 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * b * c * a ] RPH52.21 : Type {5,28,28} Order 280 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^5, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH52.22 : Type {5,130,130} Order 260 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c ] RPH52.23 : Type {5,130,130} Order 260 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c ] RPH52.24 : Type {6,6,10} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, (a * b)^6, (a * b * c * b * a * b)^2, (a * c)^10 ] RPH52.25 : Type {6,6,10} Order 360 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, c * a * c * a * b * a * c * a * c * b, (a * b)^6, (b * c)^6, (a * c)^10 ] RPH52.26 : Type {6,6,27} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, (c * a)^27 ] RPH52.27 : Type {6,6,27} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (c * a)^27 ] RPH52.28 : Type {6,6,78} Order 312 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH52.29 : Type {6,12,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * b)^6, c * a * c * a * c * a * b * a * c * b * c * a * c * a ] RPH52.30 : Type {6,12,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * b * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * b * c * b * c ] RPH52.31 : Type {6,12,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, (a * b)^6, c * b * a * c * b * a * c * b * a * c * a * b * c * b * c * b ] RPH52.32 : Type {6,12,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, (a * b)^6, a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c ] RPH52.33 : Type {6,12,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * c * b * a * c * a * c * a, (a * b)^6, b * a * c * a * b * a * b * a * c * a * c * b * a * c ] RPH52.34 : Type {6,12,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, a * c * b * c * b * a * b * c * b * c, (a * b)^6, c * b * a * c * b * a * c * b * a * c * b * a * c * b * c * b ] RPH52.35 : Type {6,12,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a * c * a * c ] RPH52.36 : Type {6,12,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * c * b)^2, (a * b)^6, c * a * b * c * a * b * a * c * b * a * c * a, a * c * a * c * a * c * a * c * b * c * b * c ] RPH52.37 : Type {6,12,24} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * c * b * a * c * a * c * a, (a * b)^6, (a * c * b * c)^3 ] RPH52.38 : Type {6,16,16} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * c * b * a * c * a * c * a, b * c * b * c * b * a * c * b * c * a, (a * b)^6, (a * c * b * a * b * a * b)^2, c * a * c * b * c * a * c * a * b * a * c * a * c * b * c * a * c * a ] RPH52.39 : Type {6,22,66} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * a * c ] RPH52.40 : Type {6,63,126} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b ] RPH52.41 : Type {6,63,126} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH52.42 : Type {8,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * b * a * c * b * a * b, c * b * a * c * a * b * a * c * a * b * c * b, b * c * a * c * a * c * b * a * c * a * c * a * c * a ] RPH52.43 : Type {8,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, a * c * b * c * a * c * b * a * b * c * a * c * b * c, b * c * b * c * b * c * b * a * c * b * c * b * c * a ] RPH52.44 : Type {8,12,12} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, c * a * c * a * b * a * c * a * c * b, (a * b)^8, c * b * c * a * b * c * a * b * a * c * b * a * c * b * c * b, a * c * a * c * b * a * c * b * a * b * c * a * b * c * a * c ] RPH52.45 : Type {8,60,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH52.46 : Type {8,60,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, b * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH52.47 : Type {9,14,126} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH52.48 : Type {9,117,117} Order 234 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH52.49 : Type {9,117,117} Order 234 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^9, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH52.50 : Type {10,10,14} Order 280 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^10, (a * c)^14 ] RPH52.51 : Type {10,10,65} Order 260 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, c * b * c * b * a * b * a * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * b * a * c * a * c * a * c * a ] RPH52.52 : Type {10,10,65} Order 260 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * c * a * b)^2, a * c * a * c * a * c * a * c * a * b * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH52.53 : Type {10,24,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^10, b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH52.54 : Type {10,30,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * c * b * c * b * c, (a * b)^10 ] RPH52.55 : Type {10,30,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, (a * b)^10 ] RPH52.56 : Type {10,30,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b, a * c * a * b * a * c * a * b * a * c * a * c * a * c * a * c ] RPH52.57 : Type {12,20,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * b * c, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c ] RPH52.58 : Type {12,30,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH52.59 : Type {14,112,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH52.60 : Type {14,112,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c, c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH52.61 : Type {14,112,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH52.62 : Type {15,20,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * c * a * b * a * c * b * c * a, c * a * c * b * a * b * a * c * a * b * a * b ] RPH52.63 : Type {15,20,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * c * b)^2, c * b * a * c * a * b * a * c * a * c * b * a, (c * b * a * b)^3 ] RPH52.64 : Type {15,20,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * c * b * a * c * a * c, (a * c * b * a * b * a * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c ] RPH52.65 : Type {15,24,24} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * c * a * b * c, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH52.66 : Type {16,56,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c, c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH52.67 : Type {16,56,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * b, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH52.68 : Type {16,56,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * a * c * a * c * b * c * b * c * b * c * b, b * a * b * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a ] RPH52.69 : Type {16,56,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH52.70 : Type {22,55,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH52.71 : Type {22,55,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a ] RPH52.72 : Type {22,55,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH52.73 : Type {22,55,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * c * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c ] RPH52.74 : Type {22,55,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, c * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b ] RPH52.75 : Type {22,55,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * b, a * b * a * b * c * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b ] RPH52.76 : Type {22,55,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH52.77 : Type {22,55,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH52.78 : Type {22,55,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH52.79 : Type {27,108,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (b * a)^27 ] RPH52.80 : Type {27,108,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH52.81 : Type {27,108,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * a * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b ] RPH52.82 : Type {27,108,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a ] RPH52.83 : Type {27,108,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c, b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH52.84 : Type {28,28,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * a * b * c * b * a * c * a * c * a, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b ] RPH52.85 : Type {28,28,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, a * c * b * c * a * c * b * c * b * c * b * c ] RPH52.86 : Type {28,28,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, a * c * a * b * a * c * a * b * a * c * a * c * a * c * a * c ] RPH52.87 : Type {36,54,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * b, (a * b)^36 ] RPH52.88 : Type {36,54,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a, a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH52.89 : Type {36,54,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH52.90 : Type {36,54,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH52.91 : Type {36,54,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH52.92 : Type {36,54,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH52.93 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c, a * b * a * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b ] RPH52.94 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * b * c * b * c, a * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b * c * b ] RPH52.95 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * a ] RPH52.96 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH52.97 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH52.98 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH52.99 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c ] RPH52.100 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c ] RPH52.101 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH52.102 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH52.103 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c ] RPH52.104 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH52.105 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH52.106 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH52.107 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a ] RPH52.108 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * c * b * c, b * a * b * a * c * a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a * c * a * b * a * b * a ] RPH52.109 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH52.110 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c, a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH52.111 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b ] RPH52.112 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c ] RPH52.113 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH52.114 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH52.115 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b ] RPH52.116 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, b * a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a ] RPH52.117 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * c, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH52.118 : Type {53,106,106} Order 212 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^53 ] RPH52.119 : Type {54,54,54} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH52.120 : Type {54,54,54} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b, c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH52.121 : Type {105,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH52.122 : Type {105,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b, c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH52.123 : Type {105,105,105} Order 210 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b, a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH53.1 : Type {3,16,16} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, c * a * b * c * b * a * c * b * a * c * b * c * b * a * c * b, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH53.2 : Type {3,16,16} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * a * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * b, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH53.3 : Type {3,16,16} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * a * c * b * a * c * b * c * a, (a * c * a * b * c * b)^2, a * c * a * c * b * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * b * c * a * c ] RPH53.4 : Type {3,16,16} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b * a * c * a * b)^2, b * c * b * c * a * c * b * a * c * a * c * b * c * a, (b * c * b * c * a * c * a * c)^2 ] RPH53.5 : Type {3,42,42} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * c * b * a * c * a * c * a, (a * c * b)^4, c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b ] RPH53.6 : Type {3,159,159} Order 318 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH53.7 : Type {4,4,15} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * b, (c * a)^15 ] RPH53.8 : Type {4,4,15} Order 480 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, b * a * c * b * a * b * a * c * a * c * b * c, (a * c * b * c * a * b)^2, (c * a)^15 ] RPH53.9 : Type {4,4,28} Order 448 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c)^28 ] RPH53.10 : Type {4,4,28} Order 448 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * b * a * c * b * a * c * a * c * a * c * a * c ] RPH53.11 : Type {4,4,28} Order 448 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (b * c)^4, a * c * b * c * b * a * b * c * b * c, (a * c)^28 ] RPH53.12 : Type {4,4,54} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (a * c)^54 ] RPH53.13 : Type {4,4,106} Order 424 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH53.14 : Type {4,6,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b)^4, (b * c)^6, c * a * c * a * c * a * b * a * c * a * c * a * c * b ] RPH53.15 : Type {4,6,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * b * a * c * b * a * c * a * b * c * b, (b * c * a * c * a * c)^2, (b * c)^6 ] RPH53.16 : Type {4,6,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * c * b)^2, a * c * b * a * c * b * a * b * c * a * b * c, (b * c)^6, (a * c * a * c * a * c * a * b)^2 ] RPH53.17 : Type {4,6,24} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * c * b)^2, (b * c)^6, (a * c * a * c * b * a * b)^2, (a * c * a * c * a * c * a * c * b)^2 ] RPH53.18 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (b * c * a * c * a * c)^2, (a * c * a * c * b * a * c * b)^2 ] RPH53.19 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (b * c * a * c * a * c)^2, a * c * a * c * b * a * c * b * a * c * a * c * a * b * c * b ] RPH53.20 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * b, (a * c * a * c * b * a * c * b)^2 ] RPH53.21 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * b, a * c * a * c * b * a * c * b * a * c * a * c * a * b * c * b ] RPH53.22 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * a * c * b)^2, a * c * b * c * a * c * b * a * c * b * c * b * a * c ] RPH53.23 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * a * c * b * a * c * a * c * a * c * a, a * c * b * c * a * c * b * a * c * b * c * a * b * c ] RPH53.24 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * a * c * b * a * b * c * a * c * a * c, a * c * b * c * a * c * b * a * c * b * c * a * b * c ] RPH53.25 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, a * c * a * c * a * c * b * a * b * c * a * c * a * c, a * c * b * c * a * c * b * a * c * b * c * b * a * c ] RPH53.26 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * b, a * c * a * c * a * c * b * a * b * c * a * c * a * c, a * c * b * c * b * a * c * b * a * c * b * c * a * b * c * b ] RPH53.27 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (b * c * a * c * a * c)^2, a * c * a * c * a * c * b * a * b * c * a * c * a * c, (a * c * b * c * b * a * c * b)^2 ] RPH53.28 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * a * c * b * a * c * a * c * a * c * a, a * c * b * c * a * c * b * a * c * b * c * b * a * c ] RPH53.29 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * a * c * b)^2, a * c * b * c * a * c * b * a * c * b * c * a * b * c ] RPH53.30 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * b, (a * c)^12 ] RPH53.31 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, (b * c * a * c * a * c)^2, (a * c)^12 ] RPH53.32 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, b * c * a * c * a * c * b * a * c * a * c * a * c * a, c * a * c * b * c * a * c * a * b * a * c * a * c * b * c * a * c * b ] RPH53.33 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * b * a * b * c * a * c * a * c, (a * c * a * c * b * a * c * b)^2 ] RPH53.34 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, (a * c * a * c * a * c * b)^2, c * a * c * b * c * a * c * a * b * a * c * a * c * b * c * a * c * b ] RPH53.35 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * b * a * b * c * a * c * a * c, a * c * a * c * b * a * c * b * a * c * a * c * a * b * c * b ] RPH53.36 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * b)^2, (a * c * a * c * b * a * c * b)^2 ] RPH53.37 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * c * a * b)^2, a * b * a * c * b * a * b * a * c * b * c * b * c * b, (a * c * b * a * c * a * b)^2, a * c * a * c * a * c * b * a * c * a * b * c * a * c, c * a * c * a * c * b * a * b * a * c * a * c * b * a * c * b ] RPH53.38 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * b * c * b * c * b)^2, b * a * c * a * c * a * b * a * c * b * a * b * c * a, a * c * a * c * b * a * c * b * a * c * a * b * c * b * a * c ] RPH53.39 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * b * c * b * a * c * b * c * a, b * a * c * a * c * a * b * a * c * b * a * b * c * a, c * a * b * c * a * c * b * a * c * a * c * a * c * a ] RPH53.40 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * c * b * c * b * a * b * c * b * c, a * c * b * a * c * a * b * a * c * a * b * c * a * b, a * c * a * c * a * c * b * a * c * a * c * a * b * c ] RPH53.41 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * c * b * c * b * a * b * c * b * c, (a * c * a * c * a * b)^2, a * c * a * c * b * a * c * b * a * c * a * b * c * a * b * c ] RPH53.42 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * b, a * c * b * a * c * b * a * b * a * c * b * a * b * c * a * b, a * c * a * c * b * a * c * b * a * c * a * b * c * a * b * c ] RPH53.43 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * c * b)^2, a * c * a * c * b * a * b * a * c * b * a * c * a * b, (a * c * a * c * a * c * b)^2 ] RPH53.44 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^8, (a * c)^12 ] RPH53.45 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, a * c * b * c * b * a * b * c * b * c, a * b * a * c * a * b * a * c * b * c * b * c, (a * c)^12 ] RPH53.46 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c, (a * c)^12 ] RPH53.47 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, (a * c)^12 ] RPH53.48 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b * a * b)^2, a * c * a * c * b * a * c * b * a * c * a * b * c * a * b * c ] RPH53.49 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b * a * b)^2, c * b * a * c * b * a * c * b * a * c * a * c * a * c * b * a ] RPH53.50 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b, a * b * c * a * c * a * c * b * a * c * a * b * c * b * a * c ] RPH53.51 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * b * a * c * a * b * a * c * a * b * c * b, (a * c * b * c * a * b)^2, (a * c * a * c * b * a * b)^2, a * c * a * c * b * a * c * b * a * b * c * a * b * c * a * c ] RPH53.52 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * b * a * c * a * b * a * c * a * b * c * b, (a * c * b * c * a * b)^2, (a * c * a * c * b * a * b)^2, a * c * a * c * b * a * c * b * a * c * a * b * c * a * b * c ] RPH53.53 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b * a * b)^2, a * c * a * c * b * a * c * b * a * b * c * a * b * c * a * c, (b * c)^8 ] RPH53.54 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, (a * c * b * a * b)^2, (b * c)^8, (a * c)^12 ] RPH53.55 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, c * b * c * b * a * c * b * a * c * b * c * a * c * a, (a * c)^12 ] RPH53.56 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, b * c * b * c * a * c * b * a * c * b * c * a * c * a, (a * c)^12 ] RPH53.57 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (b * c * a * c)^2, a * b * a * c * a * b * a * c * b * c * b * c, (a * c)^12 ] RPH53.58 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * b * c * b * a * c * b * c * a, a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c, (a * c)^12 ] RPH53.59 : Type {4,8,12} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, b * c * b * c * b * a * c * b * c * a, a * b * a * c * a * b * a * c * b * c * b * c, (a * c)^12 ] RPH53.60 : Type {4,20,20} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c)^2 ] RPH53.61 : Type {4,20,20} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, b * c * a * c * b * a * c * a * c * a, b * c * b * c * b * a * c * b * c * a, a * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH53.62 : Type {4,20,20} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * a * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * b, c * a * b * c * a * b * a * c * b * a * c * b, a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * b * c * b * c ] RPH53.63 : Type {4,72,72} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH53.64 : Type {4,72,72} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH53.65 : Type {6,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * b * a * c * b * c * b, (a * b)^6, c * a * c * b * a * b * a * b * c * a * c * a, c * a * c * b * a * c * b * a * c * a * b * c * a * b ] RPH53.66 : Type {6,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * a * b * a * c * a * c * b, (a * b)^6, (a * c * b)^4, (b * c)^6, c * a * b * c * b * a * b * a * c * b * a * b * c * b ] RPH53.67 : Type {6,6,8} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * a * b * a * c * a * c * b, (a * b)^6, (a * b * c * b * a * b)^2, c * a * b * c * a * b * a * c * b * a * c * b, (a * c)^8 ] RPH53.68 : Type {6,6,21} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, (b * c * a * c)^2, (a * b)^6, c * b * a * b * c * b * a * b * a * b * c * b * a * b * c * b, a * c * b * a * c * b * a * c * b * a * c * a * c * a * b * c * a * c ] RPH53.69 : Type {6,18,18} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * b)^6, (a * c * b)^4, (b * c * b * c * a * c)^2, c * b * c * b * c * a * b * a * c * b * c * b * c * b ] RPH53.70 : Type {6,44,44} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^6, b * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c ] RPH53.71 : Type {8,8,10} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, c * a * c * a * b * a * c * a * c * b, c * a * b * c * a * b * a * c * b * a * c * b, (a * c)^10 ] RPH53.72 : Type {8,8,10} Order 320 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (a * c * b * c * b)^2, (a * b)^8, (a * c)^10 ] RPH53.73 : Type {8,8,36} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * b * a * c * a * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH53.74 : Type {8,8,36} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * b * c * b * a * c * a * c * a * c * a * c ] RPH53.75 : Type {8,32,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * b * a * c, a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c * a * c * a * c ] RPH53.76 : Type {8,32,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^8, a * c * b * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH53.77 : Type {8,32,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^8, b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH53.78 : Type {8,32,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, (a * b)^8, b * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c ] RPH53.79 : Type {8,32,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * b, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH53.80 : Type {8,32,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, c * b * a * c * a * b * a * c * a * b * c * b, (a * c * b)^4, (b * c * a * c * a * c * a * c)^2 ] RPH53.81 : Type {8,32,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, c * b * a * c * a * b * a * c * a * b * c * b, (b * c * b * c * b * c * a * c)^2 ] RPH53.82 : Type {8,32,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * a * b * a * b * a * c * a * b * c, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * a * c * b * c * a * c ] RPH53.83 : Type {8,32,32} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^8, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c ] RPH53.84 : Type {10,60,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^10, b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH53.85 : Type {10,60,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^10, a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH53.86 : Type {12,12,22} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^12, a * c * b * a * b * c * a * c * a * c * a * c * b * a * b * c * a * c * a * c * a * c * b * a * b * c * a * c ] RPH53.87 : Type {12,30,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c, (a * b)^12 ] RPH53.88 : Type {12,40,40} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * b * a * c, a * c * b * c * a * c * a * c * a * c * b * c * a * c * b * c * b * c * b * c ] RPH53.89 : Type {12,40,40} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * b * a * c, a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * b * c ] RPH53.90 : Type {15,24,40} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c, a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH53.91 : Type {15,30,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, c * a * c * b * a * b * a * c * b * c * b * a, (a * c * b)^4, b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c ] RPH53.92 : Type {15,30,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * a * b * a * c * b * a, (b * c * a * c)^2, (b * a)^15 ] RPH53.93 : Type {16,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, c * b * c * a * c * b * c * a * b * a * b * a * b * a * b * a * c * b * c * a * c * b * c * a ] RPH53.94 : Type {16,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * b * a * c ] RPH53.95 : Type {16,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * c * a * b * a * c * a * c * a * c, c * b * a * b * c * b * a * b * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * a * c * b * a * b * a * c ] RPH53.96 : Type {16,16,16} Order 256 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * a * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * c * b * a * b * a * c ] RPH53.97 : Type {20,20,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * c * b * c * b * c, (a * c * a * c * a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH53.98 : Type {20,20,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * c * a * c * b)^2, c * a * c * a * c * b * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a ] RPH53.99 : Type {20,24,24} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * b * a * b * a * c * b * c * a * c * b * c ] RPH53.100 : Type {20,24,24} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * b * a * c * a * b * a, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * b * a * b * c * a * b * a * c * b * c * a * c * b * c ] RPH53.101 : Type {28,56,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * b * a * b * a * b * a * c * a * b * a * c * a * c, b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH53.102 : Type {28,56,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH53.103 : Type {28,56,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c ] RPH53.104 : Type {28,56,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * a * b * c * b * a * b * c * b * c * b * c * b * c * b ] RPH53.105 : Type {28,56,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * b * c * b * c, (a * b)^28 ] RPH53.106 : Type {28,56,56} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * c * a * c)^2, (a * c * b * a * b)^2, c * b * c * a * b * a * c * b * c * b, a * c * a * c * b * a * b * c * a * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * c * a * b * a * b * a * b ] RPH53.107 : Type {54,108,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (a * b)^54 ] RPH53.108 : Type {54,108,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * b * a * b * a * b * a * b ] RPH53.109 : Type {54,108,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a ] RPH53.110 : Type {54,108,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c ] RPH53.111 : Type {54,108,108} Order 216 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c ] RPH53.112 : Type {107,107,107} Order 214 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH53.113 : Type {107,107,107} Order 214 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a^2 * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH53.114 : Type {107,107,107} Order 214 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b ] RPH53.115 : Type {107,107,107} Order 214 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b ] RPH53.116 : Type {107,107,107} Order 214 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b ] RPH53.117 : Type {107,107,107} Order 214 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH53.118 : Type {107,107,107} Order 214 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH53.119 : Type {107,107,107} Order 214 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH53.120 : Type {107,107,107} Order 214 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH53.121 : Type {107,107,107} Order 214 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c ] RPH53.122 : Type {107,107,107} Order 214 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c ] RPH53.123 : Type {107,107,107} Order 214 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a ] RPH53.124 : Type {107,107,107} Order 214 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * c * b * c, a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c ] RPH53.125 : Type {107,107,107} Order 214 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH53.126 : Type {107,107,107} Order 214 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH53.127 : Type {107,107,107} Order 214 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH53.128 : Type {107,107,107} Order 214 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * b * c * b * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a ] RPH53.129 : Type {107,107,107} Order 214 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH54.1 : Type {3,55,165} Order 330 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH54.2 : Type {3,56,56} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, b * c * b * a * c * a, a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH54.3 : Type {3,162,162} Order 324 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH54.4 : Type {4,4,55} Order 440 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, (c * a)^55 ] RPH54.5 : Type {4,4,108} Order 432 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH54.6 : Type {4,6,32} Order 384 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, (b * c)^6, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c ] RPH54.7 : Type {4,8,44} Order 352 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * a * b * a * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH54.8 : Type {4,12,28} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * a * b)^2, c * a * c * a * b * a * c * a * c * b, c * b * c * b * c * a * b * a * c * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c * a * c * a * c * a * c * b * a * c * a * c * a * c ] RPH54.9 : Type {4,14,21} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * b)^4, (a * c * b * c * b)^2, a * c * b * a * c * a * b * a * c * a * b * c * a * b, (a * c * a * c * a * c * b)^2, c * a * c * a * c * a * c * b * c * b * c * b * c * b ] RPH54.10 : Type {4,37,148} Order 296 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c ] RPH54.11 : Type {4,38,38} Order 304 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^4, (a * c)^38 ] RPH54.12 : Type {4,144,144} Order 288 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^4, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * b * c ] RPH54.13 : Type {5,28,140} Order 280 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, a * c * b * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * b * c * a * c ] RPH54.14 : Type {5,135,135} Order 270 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, c * a * c * a * c * b * c * a * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * b * c * b ] RPH54.15 : Type {5,135,135} Order 270 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^5, c * a * c * a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * a * c * b * c * a ] RPH54.16 : Type {6,6,28} Order 336 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^6, (a * c)^28 ] RPH54.17 : Type {6,44,132} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * b * c * b ] RPH54.18 : Type {6,66,66} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^6, a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH54.19 : Type {7,19,133} Order 266 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH54.20 : Type {7,20,20} Order 280 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (b * a)^7, a * c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH54.21 : Type {7,126,126} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, (a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c)^2 ] RPH54.22 : Type {7,126,126} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c ] RPH54.23 : Type {7,126,126} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (b * a)^7, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c ] RPH54.24 : Type {8,8,19} Order 304 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * b, (a * b)^8, (c * a)^19 ] RPH54.25 : Type {10,13,130} Order 260 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^10, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH54.26 : Type {10,14,14} Order 280 Defining relations for automorphism group: [ a^2, b^2, c^2, b * c * b * a * c * a, (a * b)^10, (a * c)^14 ] RPH54.27 : Type {10,120,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^10, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH54.28 : Type {10,120,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, (a * b)^10, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a ] RPH54.29 : Type {12,12,33} Order 264 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * b, a * c * a * c * a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a * c * a * c ] RPH54.30 : Type {12,40,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c, (a * b)^12 ] RPH54.31 : Type {12,40,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * b * c * b * c * b * c * a * c * a * c * b * c * b * c * b * c, (a * b)^12 ] RPH54.32 : Type {12,60,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a * c * b * c ] RPH54.33 : Type {13,117,117} Order 234 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b, (b * a)^13 ] RPH54.34 : Type {13,117,117} Order 234 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH54.35 : Type {13,117,117} Order 234 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH54.36 : Type {13,117,117} Order 234 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH54.37 : Type {13,117,117} Order 234 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH54.38 : Type {13,117,117} Order 234 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH54.39 : Type {14,14,63} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b, a * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * c ] RPH54.40 : Type {14,14,63} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * c * b * c * b, (a * c * a * c * a * b)^2, a * c * a * c * a * c * b * a * c * b * a * c * a * c * a * c * a * c * a * c ] RPH54.41 : Type {14,14,63} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, (a * c * a * c * a * c * a * b)^2, c * a * c * a * c * a * c * a * c * a * b * c * a * b * c * a * c * a * c * a ] RPH54.42 : Type {15,24,120} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH54.43 : Type {15,40,40} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * c * b * a * c, a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH54.44 : Type {15,40,40} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * c * b * a * c, a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH54.45 : Type {18,18,21} Order 252 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * b * c * b * a * b * a * b * c * b * c * b, c * a * c * a * c * a * b * a * c * a * c * a * c * b, a * c * b * a * c * a * c * b * a * c * a * c * a * c * a * c ] RPH54.46 : Type {19,114,114} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH54.47 : Type {19,114,114} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH54.48 : Type {19,114,114} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c, a * b * a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH54.49 : Type {19,114,114} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH54.50 : Type {19,114,114} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, b * a * b * a * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a ] RPH54.51 : Type {19,114,114} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * a ] RPH54.52 : Type {19,114,114} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a * c * a * b * a ] RPH54.53 : Type {19,114,114} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * c * a * c * b * c, a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * a * b ] RPH54.54 : Type {19,114,114} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, (b * a)^19 ] RPH54.55 : Type {20,20,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * c * b * c * a * c * b * c * b * c * b * c, c * a * b * c * a * c * b * a * c * a * c * a * c * a ] RPH54.56 : Type {20,20,60} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, a * c * a * c * a * c * b * a * b * c * a * c * a * c ] RPH54.57 : Type {20,30,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * b * c * a, (a * b * a * c)^3 ] RPH54.58 : Type {20,30,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, a * c * a * b * c * b * a * c * a * c * b * c, c * a * c * b * c * b * a * c * a * b * c * b ] RPH54.59 : Type {20,30,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a ] RPH54.60 : Type {20,30,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * a * c * b)^2, (a * c * b * c * b)^2, a * c * a * b * a * c * a * b * a * c * a * c * a * c * a * c, c * b * c * b * a * b * c * b * a * b * c * b * c * b * c * b ] RPH54.61 : Type {24,24,30} Order 240 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * b, a * c * a * c * a * c * b * a * b * c * b * a * b * c ] RPH54.62 : Type {28,112,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * b * a * b * a * b * a * b * a ] RPH54.63 : Type {28,112,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * a * c * b * c * b * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH54.64 : Type {28,112,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * c * b * c, c * a * b * a * b * a * c * a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a * c * a * b * a * c * a ] RPH54.65 : Type {28,112,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH54.66 : Type {28,112,112} Order 224 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c ] RPH54.67 : Type {37,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH54.68 : Type {37,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH54.69 : Type {37,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH54.70 : Type {37,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c, a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a * c ] RPH54.71 : Type {37,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * a * b * a * b * a * b * c * b * c * b, a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH54.72 : Type {37,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * a * c * b * c * b * c * b * c, b * a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a * c * a ] RPH54.73 : Type {37,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH54.74 : Type {37,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b, a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH54.75 : Type {37,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c ] RPH54.76 : Type {37,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b ] RPH54.77 : Type {37,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH54.78 : Type {37,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a ] RPH54.79 : Type {37,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * b * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a^2 * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH54.80 : Type {37,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * c * b * c * b ] RPH54.81 : Type {37,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * c * b * c * b * c, a * c * a * c * a * c * b * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c ] RPH54.82 : Type {37,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * b * c * b * c * b * c, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * b * a * b * a * b * a * b ] RPH54.83 : Type {37,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * b ] RPH54.84 : Type {37,111,111} Order 222 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH54.85 : Type {38,38,57} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * a * b)^2, b * a * b * a * b * a * c * b * c * a, (a * c * a * c * a * c * b)^2, c * b * c * b * c * b * a * b * c * a * c * b * a * b * c * b * c * b * c * b * c * b ] RPH54.86 : Type {38,38,57} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, (a * c * a * c * a * b)^2, (a * c * a * c * a * c * b)^2, a * b * c * b * a * b * a * b * a * b * c * b * a * b * c * b ] RPH54.87 : Type {38,38,57} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * a * c * a, c * a * c * a * c * a * c * b * c * b * c * b * c * b ] RPH54.88 : Type {38,38,57} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, b * c * a * c * b * a * b * c * b * a, (a * c * b * c * b)^2, c * a * c * a * c * a * c * a * b * a * c * a * b * a * c * a * c * a * c * a ] RPH54.89 : Type {38,38,57} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * b * a * b * a * b * a * c * a * c * a * b, b * c * a * c * b * c * a * c * b * c * b * c * b * c * b * c ] RPH54.90 : Type {38,38,57} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, a * b * a * b * a * b * a * b * c * b * c * b, (a * c * a * c * a * c * b)^2, c * a * c * a * c * a * c * a * c * b * c * a * c * b ] RPH54.91 : Type {38,38,57} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b * a * b)^2, (a * c * b * c * b)^2, c * a * c * a * c * a * c * b * c * b, b * a * b * a * b * a * b * a * b * a * b * c * b * a * c * a * b * c ] RPH54.92 : Type {38,38,57} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * c * b * a * b * c * a, (a * c * b * c * b)^2, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * b * a * b * a ] RPH54.93 : Type {38,38,57} Order 228 Defining relations for automorphism group: [ a^2, b^2, c^2, c * b * a * b * a * b * c * b, c * a * c * b * a * c * a * b, c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a ] RPH54.94 : Type {55,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH54.95 : Type {55,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c, b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b * c ] RPH54.96 : Type {55,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * a * c * a * c * a ] RPH54.97 : Type {55,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH54.98 : Type {55,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH54.99 : Type {55,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH54.100 : Type {55,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * a * c * b * c * b * c * b * c, a * b * a * b * a * b * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a * c * a * b ] RPH54.101 : Type {55,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c ] RPH54.102 : Type {55,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH54.103 : Type {55,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH54.104 : Type {55,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * a * c * b * c * b * c, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * b * a * b * a * b * a * b * a ] RPH54.105 : Type {55,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * b * a * b * a * b * a * b * a * c * a * c, a * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a^2 * c * a * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * b * c * b * c ] RPH54.106 : Type {55,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c, b * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a ] RPH54.107 : Type {55,110,110} Order 220 Defining relations for automorphism group: [ a^2, b^2, c^2, a * c * b * c, (b * a)^55 ] RPH54.108 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, a * b * a * c, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH54.109 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, c * a * b * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH54.110 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * b * a * c * a * c, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b ] RPH54.111 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * b * a * c * a * c * a, c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * c * b ] RPH54.112 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * b * a * c * a * c * a * c, a * b * a * b * c * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b ] RPH54.113 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * c * a * c * a * c * a, a * b * c * b * c * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH54.114 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c, a * b * a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b ] RPH54.115 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH54.116 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * c * a * c * a * b * a * c * a * c * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * a * b * c * b * c * b * c * b * c * b * c ] RPH54.117 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * a * b * a * b * a * b * c * b * c * b * c * b, b * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a ] RPH54.118 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c ] RPH54.119 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * c * b * a * b * a * b * a * b * c * b * c * b * c, c * a * c * a * c * a * c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a * c * a ] RPH54.120 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a, c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * a ] RPH54.121 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b ] RPH54.122 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * b * c * b, a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * b ] RPH54.123 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * b * a * b * a * b * c * b * c, a * c * b * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c ] RPH54.124 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * c * a * c * a, b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * a * b * a * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * b * c ] RPH54.125 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, b * a * b * a * b * a * b * a * b * a * c * a * c * a, c * b * c * b * c * b * c * b * c * b * c * b * c * b * c * a * c * a * c * a * c * a * c * a * c * b * c * b * c * b * c * b * c * b ] RPH54.126 : Type {109,109,109} Order 218 Defining relations for automorphism group: [ a^2, b^2, c^2, (a * c * b)^2, c * a * c * a * c * a * b * a * b * a * b * a * b * a * b * a * c * a * c * a * c * a * c * a, a * b * c * b * a * b * a * b * a * b * a * b * a * b * c * b * c * b * c * b * c * b * a * b ] RPH55.1 : Type {3,3,6} Order 1296 Defining relations for automorphism group: [ a^2, b^2, c^2, (b * a)^3, (c * b)^3, (a * c)^6, (a * c * a * b * c * b * a * c * b)^2, c * a * c * b * a * c * b * a * c * a * b * a * c * a * b * c * a * c * a * c * b * a ] RPH55.2 :