***** d6,3 *****

160 cosets
11 double cosets
Sizes:
0: ()
      [1]	1
1: (3)
      [18]	q + 2q^2 + 4q^3 + 4q^4 + 4q^5 +
		2q^6 + q^7
2: (3423)
      [36]	q^4 + 3q^5 + 6q^6 + 8q^7 + 8q^8 +
		6q^9 + 3q^10 + q^11
3: (346543)
      [3]	q^6 + q^7 + q^8
4: (3465423)
      [36]	q^7 + 3q^8 + 6q^9 + 8q^10 + 8q^11 +
		6q^12 + 3q^13 + q^14
5: (345234123)
      [4]	q^9 + q^10 + q^11 + q^12
6: (346234123)
      [4]	q^9 + q^10 + q^11 + q^12
7: (3465234123)
      [36]	q^10 + 3q^11 + 6q^12 + 8q^13 + 8q^14 +
		6q^15 + 3q^16 + q^17
8: (3452346453423)
      [3]	q^13 + q^14 + q^15
9: (34523464534123)
      [18]	q^14 + 2q^15 + 4q^16 + 4q^17 + 4q^18 +
		2q^19 + q^20
10: (346234512346345234123)
      [1]	q^21

Neighbours of a point in 0:
1:  [18]	q + 2q^2 + 4q^3 + 4q^4 + 4q^5 +
		2q^6 + q^7

Neighbours of a point in 1:
0:  [1]		1
1:  [6]		-1 + q + 2q^2 + 3q^3 + q^4
2:  [8]		q^3 + 3q^4 + 3q^5 + q^6
3:  [1]		q^5
4:  [2]		q^6 + q^7

Neighbours of a point in 2:
1:  [4]		1 + 2q + q^2
2:  [6]		-1 - q + q^2 + 4q^3 + 3q^4
4:  [4]		q^4 + 2q^5 + q^6
5:  [1]		q^5
6:  [1]		q^5
7:  [2]		q^6 + q^7

Neighbours of a point in 3:
1:  [6]		1 + q + 2q^2 + q^3 + q^4
3:  [0]		-1 - q^2 + q^3 + q^5
4:  [12]	q^2 + 2q^3 + 3q^4 + 3q^5 + 2q^6 +
		q^7

Neighbours of a point in 4:
1:  [1]		1
2:  [4]		q + 2q^2 + q^3
3:  [1]		q
4:  [6]		-1 - q + 3q^3 + 3q^4 + 2q^5
7:  [4]		q^4 + 2q^5 + q^6
8:  [1]		q^6
9:  [1]		q^7

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
7:  [9]		q^3 + 2q^4 + 3q^5 + 2q^6 + q^7

Neighbours of a point in 6:
2:  [9]		1 + 2q + 3q^2 + 2q^3 + q^4
6:  [0]		-1 - q - q^2 + q^3 + q^4 +
		q^5
7:  [9]		q^3 + 2q^4 + 3q^5 + 2q^6 + q^7

Neighbours of a point in 7:
2:  [2]		1 + q
4:  [4]		q + 2q^2 + q^3
5:  [1]		q^2
6:  [1]		q^2
7:  [6]		-1 - q - 2q^2 + 3q^3 + 4q^4 +
		3q^5
9:  [4]		q^5 + 2q^6 + q^7

Neighbours of a point in 8:
4:  [12]	1 + 2q + 3q^2 + 3q^3 + 2q^4 +
		q^5
8:  [0]		-1 - q - q^2 + q^4 + q^5 +
		q^6
9:  [6]		q^3 + q^4 + 2q^5 + q^6 + q^7

Neighbours of a point in 9:
4:  [2]		1 + q
7:  [8]		q + 3q^2 + 3q^3 + q^4
8:  [1]		q^2
9:  [6]		-1 - q - 2q^2 + q^3 + 3q^4 +
		4q^5 + 2q^6
10:  [1]	q^7

Neighbours of a point in 10:
9:  [18]	1 + 2q + 4q^2 + 4q^3 + 4q^4 +
		2q^5 + q^6
10:  [0]	-1 - q - 2q^2 + 2q^5 + q^6 +
		q^7