***** b6,3 ***** 160 cosets 10 double cosets Sizes: 0: () [1] 1 1: (3) [18] q + 2q^2 + 3q^3 + 3q^4 + 3q^5 + 3q^6 + 2q^7 + q^8 2: (3423) [36] q^4 + 2q^5 + 4q^6 + 5q^7 + 6q^8 + 6q^9 + 5q^10 + 4q^11 + 2q^12 + q^13 3: (3456543) [3] q^7 + q^8 + q^9 4: (34565423) [36] q^8 + 3q^9 + 5q^10 + 6q^11 + 6q^12 + 6q^13 + 5q^14 + 3q^15 + q^16 5: (345234123) [8] q^9 + q^10 + q^11 + 2q^12 + q^13 + q^14 + q^15 6: (34565234123) [36] q^11 + 2q^12 + 4q^13 + 5q^14 + 6q^15 + 6q^16 + 5q^17 + 4q^18 + 2q^19 + q^20 7: (345623456453423) [3] q^15 + q^16 + q^17 8: (3456234564534123) [18] q^16 + 2q^17 + 3q^18 + 3q^19 + 3q^20 + 3q^21 + 2q^22 + q^23 9: (345623456123456345234123) [1] q^24 Neighbours of a point in 0: 1: [18] q + 2q^2 + 3q^3 + 3q^4 + 3q^5 + 3q^6 + 2q^7 + q^8 Neighbours of a point in 1: 0: [1] 1 1: [6] -1 + q + 2q^2 + 2q^3 + q^4 + q^5 2: [8] q^3 + 2q^4 + 2q^5 + 2q^6 + q^7 3: [1] q^6 4: [2] q^7 + q^8 Neighbours of a point in 2: 1: [4] 1 + 2q + q^2 2: [6] -1 - q + q^2 + 3q^3 + 3q^4 + q^5 4: [4] q^5 + 2q^6 + q^7 5: [2] q^5 + q^6 6: [2] q^7 + q^8 Neighbours of a point in 3: 1: [6] 1 + q + q^2 + q^3 + q^4 + q^5 3: [0] -1 + q^6 4: [12] q^2 + 2q^3 + 2q^4 + 2q^5 + 2q^6 + 2q^7 + q^8 Neighbours of a point in 4: 1: [1] 1 2: [4] q + q^2 + q^3 + q^4 3: [1] q 4: [6] -1 - q + q^2 + 2q^3 + q^4 + 2q^5 + 2q^6 6: [4] q^4 + q^5 + q^6 + q^7 7: [1] q^7 8: [1] q^8 Neighbours of a point in 5: 2: [9] 1 + 2q + 3q^2 + 2q^3 + q^4 5: [0] -1 - q - q^2 + q^3 + q^4 + q^5 6: [9] q^4 + 2q^5 + 3q^6 + 2q^7 + q^8 Neighbours of a point in 6: 2: [2] 1 + q 4: [4] q + 2q^2 + q^3 5: [2] q^2 + q^3 6: [6] -1 - q - q^2 + q^3 + 3q^4 + 3q^5 + 2q^6 8: [4] q^6 + 2q^7 + q^8 Neighbours of a point in 7: 4: [12] 1 + 2q + 2q^2 + 2q^3 + 2q^4 + 2q^5 + q^6 7: [0] -1 - q + q^6 + q^7 8: [6] q^3 + q^4 + q^5 + q^6 + q^7 + q^8 Neighbours of a point in 8: 4: [2] 1 + q 6: [8] q + 2q^2 + 2q^3 + 2q^4 + q^5 7: [1] q^2 8: [6] -1 - q - q^2 + q^3 + q^4 + 2q^5 + 3q^6 + 2q^7 9: [1] q^8 Neighbours of a point in 9: 8: [18] 1 + 2q + 3q^2 + 3q^3 + 3q^4 + 3q^5 + 2q^6 + q^7 9: [0] -1 - q - q^2 + q^6 + q^7 + q^8