***** e8,8 *****

17280 cosets
35 double cosets
Sizes:
0: ()
      [1]	1
1: (8)
      [56]	q + q^2 + 2q^3 + 3q^4 + 4q^5 +
		5q^6 + 6q^7 + 6q^8 + 6q^9 + 6q^10 +
		5q^11 + 4q^12 + 3q^13 + 2q^14 + q^15 +
		q^16
2: (856458)
      [280]	q^6 + 2q^7 + 4q^8 + 7q^9 + 11q^10 +
		15q^11 + 20q^12 + 24q^13 + 27q^14 + 29q^15 +
		29q^16 + 27q^17 + 24q^18 + 20q^19 + 15q^20 +
		11q^21 + 7q^22 + 4q^23 + 2q^24 + q^25
3: (85674563458)
      [560]	q^11 + 2q^12 + 5q^13 + 9q^14 + 15q^15 +
		22q^16 + 31q^17 + 39q^18 + 47q^19 + 53q^20 +
		56q^21 + 56q^22 + 53q^23 + 47q^24 + 39q^25 +
		31q^26 + 22q^27 + 15q^28 + 9q^29 + 5q^30 +
		2q^31 + q^32
4: (856458345623458)
      [56]	q^15 + 2q^16 + 3q^17 + 4q^18 + 5q^19 +
		6q^20 + 7q^21 + 7q^22 + 6q^23 + 5q^24 +
		4q^25 + 3q^26 + 2q^27 + q^28
5: (8564587345623458)
      [1120]	q^16 + 3q^17 + 7q^18 + 14q^19 + 24q^20 +
		37q^21 + 53q^22 + 70q^23 + 86q^24 + 100q^25 +
		109q^26 + 112q^27 + 109q^28 + 100q^29 + 86q^30 +
		70q^31 + 53q^32 + 37q^33 + 24q^34 + 14q^35 +
		7q^36 + 3q^37 + q^38
6: (856745634585674563458)
      [28]	q^21 + q^22 + 2q^23 + 2q^24 + 3q^25 +
		3q^26 + 4q^27 + 3q^28 + 3q^29 + 2q^30 +
		2q^31 + q^32 + q^33
7: (8564583456723456123458)
      [280]	q^22 + 2q^23 + 4q^24 + 7q^25 + 11q^26 +
		15q^27 + 20q^28 + 24q^29 + 27q^30 + 29q^31 +
		29q^32 + 27q^33 + 24q^34 + 20q^35 + 15q^36 +
		11q^37 + 7q^38 + 4q^39 + 2q^40 + q^41
8: (8567456345823456123458)
      [280]	q^22 + 2q^23 + 4q^24 + 7q^25 + 11q^26 +
		15q^27 + 20q^28 + 24q^29 + 27q^30 + 29q^31 +
		29q^32 + 27q^33 + 24q^34 + 20q^35 + 15q^36 +
		11q^37 + 7q^38 + 4q^39 + 2q^40 + q^41
9: (8567456345856745623458)
      [840]	q^22 + 3q^23 + 7q^24 + 13q^25 + 22q^26 +
		33q^27 + 46q^28 + 59q^29 + 71q^30 + 80q^31 +
		85q^32 + 85q^33 + 80q^34 + 71q^35 + 59q^36 +
		46q^37 + 33q^38 + 22q^39 + 13q^40 + 7q^41 +
		3q^42 + q^43
10: (8567456345856723456123458)
      [1680]	q^25 + 3q^26 + 8q^27 + 16q^28 + 29q^29 +
		46q^30 + 68q^31 + 92q^32 + 117q^33 + 139q^34 +
		156q^35 + 165q^36 + 165q^37 + 156q^38 + 139q^39 +
		117q^40 + 92q^41 + 68q^42 + 46q^43 + 29q^44 +
		16q^45 + 8q^46 + 3q^47 + q^48
11: (85645873456234584567345623458)
      [280]	q^29 + 2q^30 + 4q^31 + 7q^32 + 11q^33 +
		15q^34 + 20q^35 + 24q^36 + 27q^37 + 29q^38 +
		29q^39 + 27q^40 + 24q^41 + 20q^42 + 15q^43 +
		11q^44 + 7q^45 + 4q^46 + 2q^47 + q^48
12: (856458734562345845673456123458)
      [1680]	q^30 + 3q^31 + 8q^32 + 16q^33 + 29q^34 +
		46q^35 + 68q^36 + 92q^37 + 117q^38 + 139q^39 +
		156q^40 + 165q^41 + 165q^42 + 156q^43 + 139q^44 +
		117q^45 + 92q^46 + 68q^47 + 46q^48 + 29q^49 +
		16q^50 + 8q^51 + 3q^52 + q^53
13: (85674563458567456345823456123458)
      [168]	q^32 + 2q^33 + 4q^34 + 6q^35 + 9q^36 +
		12q^37 + 15q^38 + 17q^39 + 18q^40 + 18q^41 +
		17q^42 + 15q^43 + 12q^44 + 9q^45 + 6q^46 +
		4q^47 + 2q^48 + q^49
14: (85645834567234561234585674563458)
      [168]	q^32 + 2q^33 + 4q^34 + 6q^35 + 9q^36 +
		12q^37 + 15q^38 + 17q^39 + 18q^40 + 18q^41 +
		17q^42 + 15q^43 + 12q^44 + 9q^45 + 6q^46 +
		4q^47 + 2q^48 + q^49
15: (85674563458567456234586723456123458)
      [1120]	q^35 + 3q^36 + 7q^37 + 14q^38 + 24q^39 +
		37q^40 + 53q^41 + 70q^42 + 86q^43 + 100q^44 +
		109q^45 + 112q^46 + 109q^47 + 100q^48 + 86q^49 +
		70q^50 + 53q^51 + 37q^52 + 24q^53 + 14q^54 +
		7q^55 + 3q^56 + q^57
16: (85645834567234561234584567345623458)
      [1120]	q^35 + 3q^36 + 7q^37 + 14q^38 + 24q^39 +
		37q^40 + 53q^41 + 70q^42 + 86q^43 + 100q^44 +
		109q^45 + 112q^46 + 109q^47 + 100q^48 + 86q^49 +
		70q^50 + 53q^51 + 37q^52 + 24q^53 + 14q^54 +
		7q^55 + 3q^56 + q^57
17: (85674563458234561234583456723456123458)
      [70]	q^38 + q^39 + 2q^40 + 3q^41 + 5q^42 +
		5q^43 + 7q^44 + 7q^45 + 8q^46 + 7q^47 +
		7q^48 + 5q^49 + 5q^50 + 3q^51 + 2q^52 +
		q^53 + q^54
18: (856745634585672345612345856723456123458)
      [1680]	q^39 + 3q^40 + 8q^41 + 16q^42 + 29q^43 +
		46q^44 + 68q^45 + 92q^46 + 117q^47 + 139q^48 +
		156q^49 + 165q^50 + 165q^51 + 156q^52 + 139q^53 +
		117q^54 + 92q^55 + 68q^56 + 46q^57 + 29q^58 +
		16q^59 + 8q^60 + 3q^61 + q^62
19: (856458734562345845673456234584567345623458)
      [8]	q^42 + q^43 + q^44 + q^45 + q^46 +
		q^47 + q^48 + q^49
20: (8564583456723456123458567456345823456123458)
      [8]	q^43 + q^44 + q^45 + q^46 + q^47 +
		q^48 + q^49 + q^50
21: (8564587345623458456734562345845673456123458)
      [168]	q^43 + 2q^44 + 4q^45 + 6q^46 + 9q^47 +
		12q^48 + 15q^49 + 17q^50 + 18q^51 + 18q^52 +
		17q^53 + 15q^54 + 12q^55 + 9q^56 + 6q^57 +
		4q^58 + 2q^59 + q^60
22: (8564587345623458456734561234584567345623458)
      [168]	q^43 + 2q^44 + 4q^45 + 6q^46 + 9q^47 +
		12q^48 + 15q^49 + 17q^50 + 18q^51 + 18q^52 +
		17q^53 + 15q^54 + 12q^55 + 9q^56 + 6q^57 +
		4q^58 + 2q^59 + q^60
23: (85645873456234584567345612345845673456123458)
      [1680]	q^44 + 3q^45 + 8q^46 + 16q^47 + 29q^48 +
		46q^49 + 68q^50 + 92q^51 + 117q^52 + 139q^53 +
		156q^54 + 165q^55 + 165q^56 + 156q^57 + 139q^58 +
		117q^59 + 92q^60 + 68q^61 + 46q^62 + 29q^63 +
		16q^64 + 8q^65 + 3q^66 + q^67
24: (85645834567234561234585674563458723456123458)
      [280]	q^44 + 2q^45 + 4q^46 + 7q^47 + 11q^48 +
		15q^49 + 20q^50 + 24q^51 + 27q^52 + 29q^53 +
		29q^54 + 27q^55 + 24q^56 + 20q^57 + 15q^58 +
		11q^59 + 7q^60 + 4q^61 + 2q^62 + q^63
25: (8564583456723456123458456734562345856723456123458)
      [840]	q^49 + 3q^50 + 7q^51 + 13q^52 + 22q^53 +
		33q^54 + 46q^55 + 59q^56 + 71q^57 + 80q^58 +
		85q^59 + 85q^60 + 80q^61 + 71q^62 + 59q^63 +
		46q^64 + 33q^65 + 22q^66 + 13q^67 + 7q^68 +
		3q^69 + q^70
26: (856745634585674562345867234561234583456723456123458)
      [280]	q^51 + 2q^52 + 4q^53 + 7q^54 + 11q^55 +
		15q^56 + 20q^57 + 24q^58 + 27q^59 + 29q^60 +
		29q^61 + 27q^62 + 24q^63 + 20q^64 + 15q^65 +
		11q^66 + 7q^67 + 4q^68 + 2q^69 + q^70
27: (856745634582345612345834567234561234584567345623458)
      [280]	q^51 + 2q^52 + 4q^53 + 7q^54 + 11q^55 +
		15q^56 + 20q^57 + 24q^58 + 27q^59 + 29q^60 +
		29q^61 + 27q^62 + 24q^63 + 20q^64 + 15q^65 +
		11q^66 + 7q^67 + 4q^68 + 2q^69 + q^70
28: (856745634585672345612345856723456123458456723456123458)
      [1120]	q^54 + 3q^55 + 7q^56 + 14q^57 + 24q^58 +
		37q^59 + 53q^60 + 70q^61 + 86q^62 + 100q^63 +
		109q^64 + 112q^65 + 109q^66 + 100q^67 + 86q^68 +
		70q^69 + 53q^70 + 37q^71 + 24q^72 + 14q^73 +
		7q^74 + 3q^75 + q^76
29: (85645873456234584567345612345845673456234583456723456123458)
      [28]	q^59 + q^60 + 2q^61 + 2q^62 + 3q^63 +
		3q^64 + 4q^65 + 3q^66 + 3q^67 + 2q^68 +
		2q^69 + q^70 + q^71
30: (856458734562345845673456123458456734561234583456723456123458)
      [560]	q^60 + 2q^61 + 5q^62 + 9q^63 + 15q^64 +
		22q^65 + 31q^66 + 39q^67 + 47q^68 + 53q^69 +
		56q^70 + 56q^71 + 53q^72 + 47q^73 + 39q^74 +
		31q^75 + 22q^76 + 15q^77 + 9q^78 + 5q^79 +
		2q^80 + q^81
31: (856745634585674562345867234561234583456723456123458456734562
	3458)
      [56]	q^64 + 2q^65 + 3q^66 + 4q^67 + 5q^68 +
		6q^69 + 7q^70 + 7q^71 + 6q^72 + 5q^73 +
		4q^74 + 3q^75 + 2q^76 + q^77
32: (856745634585674562345867234561234583456723456123458345672345
	6123458)
      [280]	q^67 + 2q^68 + 4q^69 + 7q^70 + 11q^71 +
		15q^72 + 20q^73 + 24q^74 + 27q^75 + 29q^76 +
		29q^77 + 27q^78 + 24q^79 + 20q^80 + 15q^81 +
		11q^82 + 7q^83 + 4q^84 + 2q^85 + q^86
33: (856458734562345845673456123458456734561234583456723456123458
	3456723456123458)
      [56]	q^76 + q^77 + 2q^78 + 3q^79 + 4q^80 +
		5q^81 + 6q^82 + 6q^83 + 6q^84 + 6q^85 +
		5q^86 + 4q^87 + 3q^88 + 2q^89 + q^90 +
		q^91
34: (856458734562345845673456123458456734561234583456723456123458
	34567234561234583456723456123458)
      [1]	q^92

Neighbours of a point in 0:
1:  [56]	q + q^2 + 2q^3 + 3q^4 + 4q^5 +
		5q^6 + 6q^7 + 6q^8 + 6q^9 + 6q^10 +
		5q^11 + 4q^12 + 3q^13 + 2q^14 + q^15 +
		q^16

Neighbours of a point in 1:
0:  [1]		1
1:  [15]	-1 + q + q^2 + 2q^3 + 3q^4 +
		3q^5 + 3q^6 + 2q^7 + q^8
2:  [30]	q^5 + 2q^6 + 4q^7 + 5q^8 + 6q^9 +
		5q^10 + 4q^11 + 2q^12 + q^13
3:  [10]	q^10 + q^11 + 2q^12 + 2q^13 + 2q^14 +
		q^15 + q^16

Neighbours of a point in 2:
1:  [6]		1 + q + 2q^2 + q^3 + q^4
2:  [16]	-1 - q^2 + q^3 + 2q^4 + 4q^5 +
		4q^6 + 4q^7 + 2q^8 + q^9
3:  [18]	q^6 + 2q^7 + 4q^8 + 4q^9 + 4q^10 +
		2q^11 + q^12
4:  [3]		q^9 + q^10 + q^11
5:  [12]	q^10 + 2q^11 + 3q^12 + 3q^13 + 2q^14 +
		q^15
7:  [1]		q^16

Neighbours of a point in 3:
1:  [1]		1
2:  [9]		q + 2q^2 + 3q^3 + 2q^4 + q^5
3:  [15]	-1 - q^2 - q^3 + q^4 + 3q^5 +
		5q^6 + 5q^7 + 3q^8 + q^9
5:  [18]	q^7 + 3q^8 + 5q^9 + 5q^10 + 3q^11 +
		q^12
6:  [1]		q^10
8:  [3]		q^11 + q^12 + q^13
9:  [6]		q^11 + 2q^12 + 2q^13 + q^14
10:  [3]	q^14 + q^15 + q^16

Neighbours of a point in 4:
2:  [15]	1 + q + 2q^2 + 2q^3 + 3q^4 +
		2q^5 + 2q^6 + q^7 + q^8
4:  [6]		-1 - q^2 - q^4 + q^5 + q^6 +
		2q^7 + q^8 + 2q^9 + q^10 + q^11
5:  [20]	q^4 + q^5 + 2q^6 + 3q^7 + 3q^8 +
		3q^9 + 3q^10 + 2q^11 + q^12 + q^13
7:  [15]	q^8 + q^9 + 2q^10 + 2q^11 + 3q^12 +
		2q^13 + 2q^14 + q^15 + q^16

Neighbours of a point in 5:
2:  [3]		1 + q + q^2
3:  [9]		q^2 + 2q^3 + 3q^4 + 2q^5 + q^6
4:  [1]		q^3
5:  [15]	-1 - q^2 - q^3 + 2q^5 + 4q^6 +
		6q^7 + 4q^8 + 2q^9
7:  [3]		q^8 + q^9 + q^10
8:  [3]		q^9 + q^10 + q^11
9:  [9]		q^8 + 2q^9 + 3q^10 + 2q^11 + q^12
10:  [9]	q^10 + 2q^11 + 3q^12 + 2q^13 + q^14
11:  [1]	q^13
12:  [3]	q^14 + q^15 + q^16

Neighbours of a point in 6:
3:  [20]	1 + q + 2q^2 + 3q^3 + 3q^4 +
		3q^5 + 3q^6 + 2q^7 + q^8 + q^9
6:  [0]		-1 - q^2 - q^3 + q^7 + q^8 +
		q^10
9:  [30]	q^5 + 2q^6 + 3q^7 + 4q^8 + 5q^9 +
		5q^10 + 4q^11 + 3q^12 + 2q^13 + q^14
13:  [6]	q^11 + q^12 + q^13 + q^14 + q^15 +
		q^16

Neighbours of a point in 7:
2:  [1]		1
4:  [3]		q + q^2 + q^3
5:  [12]	q^2 + 2q^3 + 3q^4 + 3q^5 + 2q^6 +
		q^7
7:  [12]	-1 - q^2 - q^3 + q^5 + 3q^6 +
		4q^7 + 4q^8 + 2q^9 + q^10
10:  [18]	q^7 + 2q^8 + 4q^9 + 4q^10 + 4q^11 +
		2q^12 + q^13
14:  [6]	q^10 + q^11 + 2q^12 + q^13 + q^14
16:  [4]	q^13 + q^14 + q^15 + q^16

Neighbours of a point in 8:
3:  [6]		1 + q + 2q^2 + q^3 + q^4
5:  [12]	q^3 + 2q^4 + 3q^5 + 3q^6 + 2q^7 +
		q^8
8:  [7]		-1 - q^2 + q^5 + q^6 + 2q^7 +
		q^8 + 2q^9 + q^10 + q^11
10:  [18]	q^6 + 2q^7 + 4q^8 + 4q^9 + 4q^10 +
		2q^11 + q^12
12:  [12]	q^10 + 2q^11 + 3q^12 + 3q^13 + 2q^14 +
		q^15
17:  [1]	q^16

Neighbours of a point in 9:
3:  [4]		1 + q + q^2 + q^3
5:  [12]	q^2 + 2q^3 + 3q^4 + 3q^5 + 2q^6 +
		q^7
6:  [1]		q^4
9:  [13]	-1 - q^2 - q^3 - q^4 + q^5 +
		3q^6 + 4q^7 + 4q^8 + 3q^9 + 2q^10
10:  [8]	q^7 + 2q^8 + 2q^9 + 2q^10 + q^11
11:  [6]	q^9 + q^10 + 2q^11 + q^12 + q^13
12:  [6]	q^10 + q^11 + 2q^12 + q^13 + q^14
13:  [2]	q^11 + q^12
15:  [4]	q^13 + q^14 + q^15 + q^16

Neighbours of a point in 10:
3:  [1]		1
5:  [6]		q + 2q^2 + 2q^3 + q^4
7:  [3]		q^4 + q^5 + q^6
8:  [3]		q^3 + q^4 + q^5
9:  [4]		q^4 + 2q^5 + q^6
10:  [14]	-1 - q^2 - q^3 - q^4 + 3q^6 +
		6q^7 + 5q^8 + 3q^9 + q^10
12:  [12]	q^8 + 3q^9 + 4q^10 + 3q^11 + q^12
13:  [1]	q^11
14:  [1]	q^10
15:  [2]	q^12 + q^13
16:  [6]	q^11 + 2q^12 + 2q^13 + q^14
18:  [3]	q^14 + q^15 + q^16

Neighbours of a point in 11:
5:  [4]		1 + q + q^2 + q^3
9:  [18]	q^2 + 2q^3 + 4q^4 + 4q^5 + 4q^6 +
		2q^7 + q^8
11:  [12]	-1 - q^2 - q^3 - q^4 + 3q^7 +
		3q^8 + 4q^9 + 3q^10 + 2q^11 + q^12
12:  [6]	q^6 + q^7 + 2q^8 + q^9 + q^10
15:  [12]	q^9 + 2q^10 + 3q^11 + 3q^12 + 2q^13 +
		q^14
19:  [1]	q^13
21:  [3]	q^14 + q^15 + q^16

Neighbours of a point in 12:
5:  [2]		1 + q
8:  [2]		q^2 + q^3
9:  [3]		q^2 + q^3 + q^4
10:  [12]	q^3 + 3q^4 + 4q^5 + 3q^6 + q^7
11:  [1]	q^5
12:  [13]	-1 - q^2 - q^3 - q^4 - q^5 +
		2q^6 + 5q^7 + 6q^8 + 4q^9 + q^10
15:  [6]	q^9 + 2q^10 + 2q^11 + q^12
16:  [6]	q^9 + 2q^10 + 2q^11 + q^12
17:  [1]	q^10
18:  [6]	q^11 + 2q^12 + 2q^13 + q^14
22:  [1]	q^13
23:  [3]	q^14 + q^15 + q^16

Neighbours of a point in 13:
6:  [1]		1
9:  [10]	q + 2q^2 + 2q^3 + 2q^4 + 2q^5 +
		q^6
10:  [10]	q^4 + q^5 + 2q^6 + 2q^7 + 2q^8 +
		q^9 + q^10
13:  [5]	-1 - q^2 + q^5 + q^6 + 2q^7 +
		q^8 + q^9 + q^11
15:  [20]	q^6 + 2q^7 + 3q^8 + 4q^9 + 4q^10 +
		3q^11 + 2q^12 + q^13
18:  [10]	q^10 + q^11 + 2q^12 + 2q^13 + 2q^14 +
		q^15 + q^16

Neighbours of a point in 14:
7:  [10]	1 + q + 2q^2 + 2q^3 + 2q^4 +
		q^5 + q^6
10:  [10]	q^3 + q^4 + 2q^5 + 2q^6 + 2q^7 +
		q^8 + q^9
14:  [10]	-1 - q^2 - q^3 + q^5 + 2q^6 +
		3q^7 + 3q^8 + 2q^9 + 2q^10
16:  [20]	q^7 + 2q^8 + 3q^9 + 4q^10 + 4q^11 +
		3q^12 + 2q^13 + q^14
20:  [1]	q^11
24:  [5]	q^12 + q^13 + q^14 + q^15 + q^16

Neighbours of a point in 15:
9:  [3]		1 + q + q^2
10:  [3]	q^2 + q^3 + q^4
11:  [3]	q^3 + q^4 + q^5
12:  [9]	q^4 + 2q^5 + 3q^6 + 2q^7 + q^8
13:  [3]	q^3 + q^4 + q^5
15:  [13]	-1 - q^2 - q^3 - q^4 + 2q^6 +
		4q^7 + 4q^8 + 4q^9 + 2q^10 + q^11
18:  [9]	q^8 + 2q^9 + 3q^10 + 2q^11 + q^12
21:  [3]	q^10 + q^11 + q^12
23:  [9]	q^11 + 2q^12 + 3q^13 + 2q^14 + q^15
26:  [1]	q^16

Neighbours of a point in 16:
7:  [1]		1
10:  [9]	q + 2q^2 + 3q^3 + 2q^4 + q^5
12:  [9]	q^4 + 2q^5 + 3q^6 + 2q^7 + q^8
14:  [3]	q^4 + q^5 + q^6
16:  [13]	-1 - q^2 - q^3 - q^4 + q^6 +
		4q^7 + 4q^8 + 4q^9 + 3q^10 + q^11
18:  [9]	q^8 + 2q^9 + 3q^10 + 2q^11 + q^12
22:  [3]	q^11 + q^12 + q^13
23:  [3]	q^12 + q^13 + q^14
24:  [3]	q^11 + q^12 + q^13
25:  [3]	q^14 + q^15 + q^16

Neighbours of a point in 17:
8:  [4]		1 + q + q^2 + q^3
12:  [24]	q^2 + 2q^3 + 4q^4 + 5q^5 + 5q^6 +
		4q^7 + 2q^8 + q^9
17:  [0]	-1 - q^2 - q^3 - q^4 - q^5 +
		q^7 + 2q^8 + q^9 + q^10
18:  [24]	q^7 + 2q^8 + 4q^9 + 5q^10 + 5q^11 +
		4q^12 + 2q^13 + q^14
27:  [4]	q^13 + q^14 + q^15 + q^16

Neighbours of a point in 18:
10:  [3]	1 + q + q^2
12:  [6]	q^2 + 2q^3 + 2q^4 + q^5
13:  [1]	q^3
15:  [6]	q^4 + 2q^5 + 2q^6 + q^7
16:  [6]	q^4 + 2q^5 + 2q^6 + q^7
17:  [1]	q^6
18:  [13]	-1 - q^2 - q^3 - q^4 - q^5 +
		4q^7 + 6q^8 + 5q^9 + 3q^10
23:  [12]	q^9 + 3q^10 + 4q^11 + 3q^12 + q^13
24:  [1]	q^11
25:  [3]	q^12 + q^13 + q^14
27:  [2]	q^13 + q^14
28:  [2]	q^15 + q^16

Neighbours of a point in 19:
11:  [35]	1 + q + 2q^2 + 3q^3 + 4q^4 +
		4q^5 + 5q^6 + 4q^7 + 4q^8 + 3q^9 +
		2q^10 + q^11 + q^12
19:  [0]	-1 - q^2 - q^3 - q^4 - q^6 +
		q^7 + q^9 + q^10 + q^11 + q^13
21:  [21]	q^6 + q^7 + 2q^8 + 2q^9 + 3q^10 +
		3q^11 + 3q^12 + 2q^13 + 2q^14 + q^15 +
		q^16

Neighbours of a point in 20:
14:  [21]	1 + q + 2q^2 + 2q^3 + 3q^4 +
		3q^5 + 3q^6 + 2q^7 + 2q^8 + q^9 +
		q^10
20:  [0]	-1 - q^2 - q^4 + q^7 + q^9 +
		q^11
24:  [35]	q^4 + q^5 + 2q^6 + 3q^7 + 4q^8 +
		4q^9 + 5q^10 + 4q^11 + 4q^12 + 3q^13 +
		2q^14 + q^15 + q^16

Neighbours of a point in 21:
11:  [5]	1 + q + q^2 + q^3 + q^4
15:  [20]	q^2 + 2q^3 + 3q^4 + 4q^5 + 4q^6 +
		3q^7 + 2q^8 + q^9
19:  [1]	q^5
21:  [10]	-1 - q^2 - q^3 - q^4 - q^5 +
		q^6 + 2q^7 + 3q^8 + 3q^9 + 3q^10 +
		2q^11 + q^12
23:  [10]	q^7 + q^8 + 2q^9 + 2q^10 + 2q^11 +
		q^12 + q^13
26:  [10]	q^10 + q^11 + 2q^12 + 2q^13 + 2q^14 +
		q^15 + q^16

Neighbours of a point in 22:
12:  [10]	1 + q + 2q^2 + 2q^3 + 2q^4 +
		q^5 + q^6
16:  [20]	q^3 + 2q^4 + 3q^5 + 4q^6 + 4q^7 +
		3q^8 + 2q^9 + q^10
22:  [5]	-1 - q^2 - q^3 - q^4 - q^6 +
		q^7 + q^8 + 2q^9 + 2q^10 + 2q^11 +
		q^12 + q^13
23:  [10]	q^6 + q^7 + 2q^8 + 2q^9 + 2q^10 +
		q^11 + q^12
25:  [10]	q^10 + 2q^11 + 2q^12 + 2q^13 + 2q^14 +
		q^15
29:  [1]	q^16

Neighbours of a point in 23:
12:  [3]	1 + q + q^2
15:  [6]	q^2 + 2q^3 + 2q^4 + q^5
16:  [2]	q^3 + q^4
18:  [12]	q^4 + 3q^5 + 4q^6 + 3q^7 + q^8
21:  [1]	q^6
22:  [1]	q^5
23:  [14]	-1 - q^2 - q^3 - q^4 - q^5 +
		3q^7 + 5q^8 + 6q^9 + 4q^10 + q^11
25:  [4]	q^10 + 2q^11 + q^12
26:  [3]	q^10 + q^11 + q^12
27:  [3]	q^11 + q^12 + q^13
28:  [6]	q^12 + 2q^13 + 2q^14 + q^15
30:  [1]	q^16

Neighbours of a point in 24:
14:  [3]	1 + q + q^2
16:  [12]	q^2 + 2q^3 + 3q^4 + 3q^5 + 2q^6 +
		q^7
18:  [6]	q^6 + q^7 + 2q^8 + q^9 + q^10
20:  [1]	q^3
24:  [12]	-1 - q^2 - q^3 + q^5 + 2q^6 +
		4q^7 + 3q^8 + 3q^9 + q^10 + q^11
25:  [18]	q^8 + 2q^9 + 4q^10 + 4q^11 + 4q^12 +
		2q^13 + q^14
28:  [4]	q^13 + q^14 + q^15 + q^16

Neighbours of a point in 25:
16:  [4]	1 + q + q^2 + q^3
18:  [6]	q^2 + q^3 + 2q^4 + q^5 + q^6
22:  [2]	q^4 + q^5
23:  [8]	q^5 + 2q^6 + 2q^7 + 2q^8 + q^9
24:  [6]	q^3 + q^4 + 2q^5 + q^6 + q^7
25:  [13]	-1 - q^2 - q^3 - q^4 - q^5 +
		q^6 + 3q^7 + 4q^8 + 4q^9 + 4q^10 +
		2q^11
28:  [12]	q^9 + 2q^10 + 3q^11 + 3q^12 + 2q^13 +
		q^14
29:  [1]	q^12
30:  [4]	q^13 + q^14 + q^15 + q^16

Neighbours of a point in 26:
15:  [4]	1 + q + q^2 + q^3
21:  [6]	q^2 + q^3 + 2q^4 + q^5 + q^6
23:  [18]	q^3 + 2q^4 + 4q^5 + 4q^6 + 4q^7 +
		2q^8 + q^9
26:  [12]	-1 - q^2 - q^3 - q^4 - q^5 +
		2q^7 + 4q^8 + 4q^9 + 4q^10 + 2q^11 +
		q^12
28:  [12]	q^9 + 2q^10 + 3q^11 + 3q^12 + 2q^13 +
		q^14
31:  [3]	q^13 + q^14 + q^15
32:  [1]	q^16

Neighbours of a point in 27:
17:  [1]	1
18:  [12]	q + 2q^2 + 3q^3 + 3q^4 + 2q^5 +
		q^6
23:  [18]	q^4 + 2q^5 + 4q^6 + 4q^7 + 4q^8 +
		2q^9 + q^10
27:  [7]	-1 - q^2 - q^3 - q^4 + 2q^7 +
		q^8 + 2q^9 + 2q^10 + 2q^11 + q^12 +
		q^13
28:  [12]	q^8 + 2q^9 + 3q^10 + 3q^11 + 2q^12 +
		q^13
30:  [6]	q^12 + q^13 + 2q^14 + q^15 + q^16

Neighbours of a point in 28:
18:  [3]	1 + q + q^2
23:  [9]	q^2 + 2q^3 + 3q^4 + 2q^5 + q^6
24:  [1]	q^3
25:  [9]	q^4 + 2q^5 + 3q^6 + 2q^7 + q^8
26:  [3]	q^6 + q^7 + q^8
27:  [3]	q^5 + q^6 + q^7
28:  [15]	-1 - q^2 - q^3 - q^4 - q^5 +
		-1q^6 + 2q^7 + 4q^8 + 6q^9 + 5q^10 +
		3q^11 + q^12
30:  [9]	q^10 + 2q^11 + 3q^12 + 2q^13 + q^14
31:  [1]	q^13
32:  [3]	q^14 + q^15 + q^16

Neighbours of a point in 29:
22:  [6]	1 + q + q^2 + q^3 + q^4 +
		q^5
25:  [30]	q^2 + 2q^3 + 3q^4 + 4q^5 + 5q^6 +
		5q^7 + 4q^8 + 3q^9 + 2q^10 + q^11
29:  [0]	-1 - q^2 - q^3 - q^4 - q^5 +
		q^8 + q^9 + q^10 + q^11 + q^12
30:  [20]	q^7 + q^8 + 2q^9 + 3q^10 + 3q^11 +
		3q^12 + 3q^13 + 2q^14 + q^15 + q^16

Neighbours of a point in 30:
23:  [3]	1 + q + q^2
25:  [6]	q^2 + 2q^3 + 2q^4 + q^5
27:  [3]	q^3 + q^4 + q^5
28:  [18]	q^4 + 3q^5 + 5q^6 + 5q^7 + 3q^8 +
		q^9
29:  [1]	q^6
30:  [15]	-1 - q^2 - q^3 - q^4 - q^5 +
		-1q^6 + q^7 + 3q^8 + 5q^9 + 6q^10 +
		4q^11 + 2q^12
32:  [9]	q^11 + 2q^12 + 3q^13 + 2q^14 + q^15
33:  [1]	q^16

Neighbours of a point in 31:
26:  [15]	1 + q + 2q^2 + 2q^3 + 3q^4 +
		2q^5 + 2q^6 + q^7 + q^8
28:  [20]	q^3 + q^4 + 2q^5 + 3q^6 + 3q^7 +
		3q^8 + 3q^9 + 2q^10 + q^11 + q^12
31:  [6]	-1 - q^2 - q^3 - q^4 + 2q^7 +
		q^8 + 2q^9 + 2q^10 + 2q^11 + q^13
32:  [15]	q^8 + q^9 + 2q^10 + 2q^11 + 3q^12 +
		2q^13 + 2q^14 + q^15 + q^16

Neighbours of a point in 32:
26:  [1]	1
28:  [12]	q + 2q^2 + 3q^3 + 3q^4 + 2q^5 +
		q^6
30:  [18]	q^4 + 2q^5 + 4q^6 + 4q^7 + 4q^8 +
		2q^9 + q^10
31:  [3]	q^5 + q^6 + q^7
32:  [16]	-1 - q^2 - q^3 - q^4 - q^5 +
		-1q^6 + q^7 + 2q^8 + 4q^9 + 5q^10 +
		5q^11 + 3q^12 + 2q^13
33:  [6]	q^12 + q^13 + 2q^14 + q^15 + q^16

Neighbours of a point in 33:
30:  [10]	1 + q + 2q^2 + 2q^3 + 2q^4 +
		q^5 + q^6
32:  [30]	q^3 + 2q^4 + 4q^5 + 5q^6 + 6q^7 +
		5q^8 + 4q^9 + 2q^10 + q^11
33:  [15]	-1 - q^2 - q^3 - q^4 - q^5 +
		-1q^6 + q^8 + 2q^9 + 4q^10 + 4q^11 +
		4q^12 + 3q^13 + 2q^14 + q^15
34:  [1]	q^16

Neighbours of a point in 34:
33:  [56]	1 + q + 2q^2 + 3q^3 + 4q^4 +
		5q^5 + 6q^6 + 6q^7 + 6q^8 + 6q^9 +
		5q^10 + 4q^11 + 3q^12 + 2q^13 + q^14 +
		q^15
34:  [0]	-1 - q^2 - q^3 - q^4 - q^5 +
		-1q^6 + q^10 + q^11 + q^12 + q^13 +
		q^14 + q^16