G_0_to_20.txt

# Format: G L [O] Chi H [m1 ... mr] E, where:
#
# G: Genus of the covering surface.
# L: Cyclic covering period.
# O: Sign, "+" for orientable orbifolds and "-" for non-orientable ones.
# Chi: Euler characteristics of the covered surface.
# H: Number of boundary components in the covered surface. If O is "-", the number of crosscaps is 2 - Chi - H; is O is "+", the number of handles is (2 - Chi - H) / 2.
# [m1 ... mr]: Branch point indices.
# E: Number of orientation-and-order-preserving epimorphisms from the F-group of the orbifold onto Z_L endowed with non-trivial sign structure.

  0   2 [+]   1  1 [] 1
  0   2 [-]   1  0 [] 1
  0   4 [-]   1  0 [2] 2
  0   6 [+]   1  1 [3] 2
  0   6 [-]   1  0 [3] 2
  0   8 [-]   1  0 [4] 4
  0  10 [+]   1  1 [5] 4
  0  10 [-]   1  0 [5] 4
  0  12 [-]   1  0 [6] 4
  0  14 [+]   1  1 [7] 6
  0  14 [-]   1  0 [7] 6
  0  16 [-]   1  0 [8] 8
  0  18 [+]   1  1 [9] 6
  0  18 [-]   1  0 [9] 6
  0  20 [-]   1  0 [10] 8
  0  22 [+]   1  1 [11] 10
  0  22 [-]   1  0 [11] 10
  0  24 [-]   1  0 [12] 8
  0  26 [+]   1  1 [13] 12
  0  26 [-]   1  0 [13] 12
  0  28 [-]   1  0 [14] 12
  0  30 [+]   1  1 [15] 8
  0  30 [-]   1  0 [15] 8
  0  32 [-]   1  0 [16] 16
  0  34 [+]   1  1 [17] 16
  0  34 [-]   1  0 [17] 16
  0  36 [-]   1  0 [18] 12
  0  38 [+]   1  1 [19] 18
  0  38 [-]   1  0 [19] 18
  0  40 [-]   1  0 [20] 16
# .... <infinite series for G = 0 truncated to L = 40>
  1   2 [+]   0  2 [] 1
  1   2 [-]   0  0 [] 1
  1   2 [-]   0  1 [] 1
  1   4 [-]   0  0 [] 4
  1   6 [+]   0  2 [] 2
  1   6 [-]   0  0 [] 2
  1   6 [-]   0  1 [] 2
  1   8 [-]   0  0 [] 8
  1  10 [+]   0  2 [] 4
  1  10 [-]   0  0 [] 4
  1  10 [-]   0  1 [] 4
  1  12 [-]   0  0 [] 8
  1  14 [+]   0  2 [] 6
  1  14 [-]   0  0 [] 6
  1  14 [-]   0  1 [] 6
  1  16 [-]   0  0 [] 16
  1  18 [+]   0  2 [] 6
  1  18 [-]   0  0 [] 6
  1  18 [-]   0  1 [] 6
  1  20 [-]   0  0 [] 16
  1  22 [+]   0  2 [] 10
  1  22 [-]   0  0 [] 10
  1  22 [-]   0  1 [] 10
  1  24 [-]   0  0 [] 16
  1  26 [+]   0  2 [] 12
  1  26 [-]   0  0 [] 12
  1  26 [-]   0  1 [] 12
  1  28 [-]   0  0 [] 24
  1  30 [+]   0  2 [] 8
  1  30 [-]   0  0 [] 8
  1  30 [-]   0  1 [] 8
  1  32 [-]   0  0 [] 32
  1  34 [+]   0  2 [] 16
  1  34 [-]   0  0 [] 16
  1  34 [-]   0  1 [] 16
  1  36 [-]   0  0 [] 24
  1  38 [+]   0  2 [] 18
  1  38 [-]   0  0 [] 18
  1  38 [-]   0  1 [] 18
  1  40 [-]   0  0 [] 32
# .... <infinite series for G = 1 truncated to L = 40>
  2   2 [+]  -1  1 [] 1
  2   2 [+]  -1  3 [] 1
  2   2 [-]  -1  0 [] 1
  2   2 [-]  -1  1 [] 1
  2   2 [-]  -1  2 [] 1
  2   4 [-]   1  0 [2 2 2] 2
  2   6 [+]   1  1 [3 3] 4
  2   6 [-]   1  0 [3 3] 4
  2   8 [-]   1  0 [2 4] 4
  2  12 [-]   1  0 [2 3] 4
  3   2 [+]  -2  2 [] 1
  3   2 [+]  -2  4 [] 1
  3   2 [-]  -2  0 [] 1
  3   2 [-]  -2  1 [] 1
  3   2 [-]  -2  2 [] 1
  3   2 [-]  -2  3 [] 1
  3   4 [-]   0  0 [2 2] 4
  3   6 [+]   0  2 [3] 6
  3   6 [-]   0  0 [3] 6
  3   6 [-]   0  1 [3] 6
  3   8 [-]   0  0 [2] 8
  4   2 [+]  -3  1 [] 1
  4   2 [+]  -3  3 [] 1
  4   2 [+]  -3  5 [] 1
  4   2 [-]  -3  0 [] 1
  4   2 [-]  -3  1 [] 1
  4   2 [-]  -3  2 [] 1
  4   2 [-]  -3  3 [] 1
  4   2 [-]  -3  4 [] 1
  4   4 [-]   1  0 [2 2 2 2 2] 2
  4   4 [-]  -1  0 [2] 8
  4   6 [+]   1  1 [3 3 3] 8
  4   6 [-]   1  0 [3 3 3] 8
  4   6 [+]  -1  1 [] 8
  4   6 [+]  -1  3 [] 8
  4   6 [-]  -1  0 [] 8
  4   6 [-]  -1  1 [] 8
  4   6 [-]  -1  2 [] 8
  4   8 [-]   1  0 [2 2 4] 4
  4  10 [+]   1  1 [5 5] 16
  4  10 [-]   1  0 [5 5] 16
  4  12 [-]   1  0 [3 6] 8
  4  16 [-]   1  0 [2 8] 8
  4  20 [-]   1  0 [2 5] 8
  5   2 [+]  -4  2 [] 1
  5   2 [+]  -4  4 [] 1
  5   2 [+]  -4  6 [] 1
  5   2 [-]  -4  0 [] 1
  5   2 [-]  -4  1 [] 1
  5   2 [-]  -4  2 [] 1
  5   2 [-]  -4  3 [] 1
  5   2 [-]  -4  4 [] 1
  5   2 [-]  -4  5 [] 1
  5   4 [-]   0  0 [2 2 2 2] 4
  5   4 [-]  -2  0 [] 16
  5   6 [+]   0  2 [3 3] 12
  5   6 [-]   0  0 [3 3] 12
  5   6 [-]   0  1 [3 3] 12
  5   8 [-]   0  0 [2 2] 8
  5  10 [+]   0  2 [5] 20
  5  10 [-]   0  0 [5] 20
  5  10 [-]   0  1 [5] 20
  5  12 [-]   0  0 [3] 24
  5  16 [-]   0  0 [2] 16
  6   2 [+]  -5  1 [] 1
  6   2 [+]  -5  3 [] 1
  6   2 [+]  -5  5 [] 1
  6   2 [+]  -5  7 [] 1
  6   2 [-]  -5  0 [] 1
  6   2 [-]  -5  1 [] 1
  6   2 [-]  -5  2 [] 1
  6   2 [-]  -5  3 [] 1
  6   2 [-]  -5  4 [] 1
  6   2 [-]  -5  5 [] 1
  6   2 [-]  -5  6 [] 1
  6   4 [-]   1  0 [2 2 2 2 2 2 2] 2
  6   4 [-]  -1  0 [2 2 2] 8
  6   6 [+]   1  1 [3 3 3 3] 16
  6   6 [-]   1  0 [3 3 3 3] 16
  6   6 [+]  -1  1 [3] 18
  6   6 [+]  -1  3 [3] 18
  6   6 [-]  -1  0 [3] 18
  6   6 [-]  -1  1 [3] 18
  6   6 [-]  -1  2 [3] 18
  6   8 [-]   1  0 [2 2 2 4] 4
  6   8 [-]   1  0 [4 4 4] 16
  6  10 [+]  -1  1 [] 24
  6  10 [+]  -1  3 [] 24
  6  10 [-]  -1  0 [] 24
  6  10 [-]  -1  1 [] 24
  6  10 [-]  -1  2 [] 24
  6  12 [-]   1  0 [2 2 6] 4
  6  12 [-]   1  0 [2 3 3] 8
  6  14 [+]   1  1 [7 7] 36
  6  14 [-]   1  0 [7 7] 36
  6  16 [-]   1  0 [4 8] 16
  6  18 [+]   1  1 [3 9] 12
  6  18 [-]   1  0 [3 9] 12
  6  24 [-]   1  0 [2 12] 8
  6  24 [-]   1  0 [3 4] 8
  6  28 [-]   1  0 [2 7] 12
  7   2 [+]  -6  2 [] 1
  7   2 [+]  -6  4 [] 1
  7   2 [+]  -6  6 [] 1
  7   2 [+]  -6  8 [] 1
  7   2 [-]  -6  0 [] 1
  7   2 [-]  -6  1 [] 1
  7   2 [-]  -6  2 [] 1
  7   2 [-]  -6  3 [] 1
  7   2 [-]  -6  4 [] 1
  7   2 [-]  -6  5 [] 1
  7   2 [-]  -6  6 [] 1
  7   2 [-]  -6  7 [] 1
  7   4 [-]   0  0 [2 2 2 2 2 2] 4
  7   4 [-]  -2  0 [2 2] 16
  7   6 [+]   0  2 [3 3 3] 24
  7   6 [-]   0  0 [3 3 3] 24
  7   6 [-]   0  1 [3 3 3] 24
  7   6 [+]  -2  2 [] 26
  7   6 [+]  -2  4 [] 26
  7   6 [-]  -2  0 [] 26
  7   6 [-]  -2  1 [] 26
  7   6 [-]  -2  2 [] 26
  7   6 [-]  -2  3 [] 26
  7   8 [-]   0  0 [2 2 2] 8
  7   8 [-]   0  0 [4 4] 32
  7  12 [-]   0  0 [2 2] 8
  7  14 [+]   0  2 [7] 42
  7  14 [-]   0  0 [7] 42
  7  14 [-]   0  1 [7] 42
  7  16 [-]   0  0 [4] 32
  7  18 [+]   0  2 [3] 12
  7  18 [-]   0  0 [3] 12
  7  18 [-]   0  1 [3] 12
  7  24 [-]   0  0 [2] 16
  8   2 [+]  -7  1 [] 1
  8   2 [+]  -7  3 [] 1
  8   2 [+]  -7  5 [] 1
  8   2 [+]  -7  7 [] 1
  8   2 [+]  -7  9 [] 1
  8   2 [-]  -7  0 [] 1
  8   2 [-]  -7  1 [] 1
  8   2 [-]  -7  2 [] 1
  8   2 [-]  -7  3 [] 1
  8   2 [-]  -7  4 [] 1
  8   2 [-]  -7  5 [] 1
  8   2 [-]  -7  6 [] 1
  8   2 [-]  -7  7 [] 1
  8   2 [-]  -7  8 [] 1
  8   4 [-]   1  0 [2 2 2 2 2 2 2 2 2] 2
  8   4 [-]  -1  0 [2 2 2 2 2] 8
  8   4 [-]  -3  0 [2] 32
  8   6 [+]   1  1 [3 3 3 3 3] 32
  8   6 [-]   1  0 [3 3 3 3 3] 32
  8   6 [+]  -1  1 [3 3] 36
  8   6 [+]  -1  3 [3 3] 36
  8   6 [-]  -1  0 [3 3] 36
  8   6 [-]  -1  1 [3 3] 36
  8   6 [-]  -1  2 [3 3] 36
  8   8 [-]   1  0 [2 2 2 2 4] 4
  8   8 [-]   1  0 [2 4 4 4] 16
  8   8 [-]  -1  0 [4] 64
  8  10 [+]   1  1 [5 5 5] 64
  8  10 [-]   1  0 [5 5 5] 64
  8  12 [-]   1  0 [2 2 2 3] 4
  8  12 [-]   1  0 [2 6 6] 8
  8  12 [-]   1  0 [3 3 6] 16
  8  14 [+]  -1  1 [] 48
  8  14 [+]  -1  3 [] 48
  8  14 [-]  -1  0 [] 48
  8  14 [-]  -1  1 [] 48
  8  14 [-]  -1  2 [] 48
  8  16 [-]   1  0 [2 2 8] 8
  8  18 [+]   1  1 [9 9] 36
  8  18 [-]   1  0 [9 9] 36
  8  20 [-]   1  0 [5 10] 32
  8  24 [-]   1  0 [3 12] 16
  8  24 [-]   1  0 [4 6] 8
  8  30 [+]   1  1 [3 5] 8
  8  30 [-]   1  0 [3 5] 8
  8  32 [-]   1  0 [2 16] 16
  8  36 [-]   1  0 [2 9] 12
  9   2 [+]  -8  2 [] 1
  9   2 [+]  -8  4 [] 1
  9   2 [+]  -8  6 [] 1
  9   2 [+]  -8  8 [] 1
  9   2 [+]  -8 10 [] 1
  9   2 [-]  -8  0 [] 1
  9   2 [-]  -8  1 [] 1
  9   2 [-]  -8  2 [] 1
  9   2 [-]  -8  3 [] 1
  9   2 [-]  -8  4 [] 1
  9   2 [-]  -8  5 [] 1
  9   2 [-]  -8  6 [] 1
  9   2 [-]  -8  7 [] 1
  9   2 [-]  -8  8 [] 1
  9   2 [-]  -8  9 [] 1
  9   4 [-]   0  0 [2 2 2 2 2 2 2 2] 4
  9   4 [-]  -2  0 [2 2 2 2] 16
  9   4 [-]  -4  0 [] 64
  9   6 [+]   0  2 [3 3 3 3] 48
  9   6 [-]   0  0 [3 3 3 3] 48
  9   6 [-]   0  1 [3 3 3 3] 48
  9   6 [+]  -2  2 [3] 54
  9   6 [+]  -2  4 [3] 54
  9   6 [-]  -2  0 [3] 54
  9   6 [-]  -2  1 [3] 54
  9   6 [-]  -2  2 [3] 54
  9   6 [-]  -2  3 [3] 54
  9   8 [-]   0  0 [2 2 2 2] 8
  9   8 [-]   0  0 [2 4 4] 32
  9   8 [-]  -2  0 [] 128
  9  10 [+]   0  2 [5 5] 80
  9  10 [-]   0  0 [5 5] 80
  9  10 [-]   0  1 [5 5] 80
  9  12 [-]   0  0 [2 6] 24
  9  12 [-]   0  0 [3 3] 48
  9  16 [-]   0  0 [2 2] 16
  9  18 [+]   0  2 [9] 54
  9  18 [-]   0  0 [9] 54
  9  18 [-]   0  1 [9] 54
  9  20 [-]   0  0 [5] 80
  9  24 [-]   0  0 [3] 48
  9  32 [-]   0  0 [2] 32
 10   2 [+]  -9  1 [] 1
 10   2 [+]  -9  3 [] 1
 10   2 [+]  -9  5 [] 1
 10   2 [+]  -9  7 [] 1
 10   2 [+]  -9  9 [] 1
 10   2 [+]  -9 11 [] 1
 10   2 [-]  -9  0 [] 1
 10   2 [-]  -9  1 [] 1
 10   2 [-]  -9  2 [] 1
 10   2 [-]  -9  3 [] 1
 10   2 [-]  -9  4 [] 1
 10   2 [-]  -9  5 [] 1
 10   2 [-]  -9  6 [] 1
 10   2 [-]  -9  7 [] 1
 10   2 [-]  -9  8 [] 1
 10   2 [-]  -9  9 [] 1
 10   2 [-]  -9 10 [] 1
 10   4 [-]   1  0 [2 2 2 2 2 2 2 2 2 2 2] 2
 10   4 [-]  -1  0 [2 2 2 2 2 2 2] 8
 10   4 [-]  -3  0 [2 2 2] 32
 10   6 [+]   1  1 [3 3 3 3 3 3] 64
 10   6 [-]   1  0 [3 3 3 3 3 3] 64
 10   6 [+]  -1  1 [3 3 3] 72
 10   6 [+]  -1  3 [3 3 3] 72
 10   6 [-]  -1  0 [3 3 3] 72
 10   6 [-]  -1  1 [3 3 3] 72
 10   6 [-]  -1  2 [3 3 3] 72
 10   6 [+]  -3  1 [] 80
 10   6 [+]  -3  3 [] 80
 10   6 [+]  -3  5 [] 80
 10   6 [-]  -3  0 [] 80
 10   6 [-]  -3  1 [] 80
 10   6 [-]  -3  2 [] 80
 10   6 [-]  -3  3 [] 80
 10   6 [-]  -3  4 [] 80
 10   8 [-]   1  0 [2 2 2 2 2 4] 4
 10   8 [-]   1  0 [2 2 4 4 4] 16
 10   8 [-]  -1  0 [2 4] 64
 10  10 [+]  -1  1 [5] 100
 10  10 [+]  -1  3 [5] 100
 10  10 [-]  -1  0 [5] 100
 10  10 [-]  -1  1 [5] 100
 10  10 [-]  -1  2 [5] 100
 10  12 [-]   1  0 [2 2 3 6] 8
 10  12 [-]   1  0 [2 3 3 3] 16
 10  12 [-]   1  0 [6 6 6] 16
 10  12 [-]  -1  0 [2] 64
 10  16 [-]   1  0 [2 4 8] 16
 10  18 [+]  -1  1 [] 72
 10  18 [+]  -1  3 [] 72
 10  18 [-]  -1  0 [] 72
 10  18 [-]  -1  1 [] 72
 10  18 [-]  -1  2 [] 72
 10  20 [-]   1  0 [2 2 10] 8
 10  22 [+]   1  1 [11 11] 100
 10  22 [-]   1  0 [11 11] 100
 10  24 [-]   1  0 [6 12] 16
 10  30 [+]   1  1 [3 15] 16
 10  30 [-]   1  0 [3 15] 16
 10  40 [-]   1  0 [2 20] 16
 10  44 [-]   1  0 [2 11] 20
 11   2 [+] -10  2 [] 1
 11   2 [+] -10  4 [] 1
 11   2 [+] -10  6 [] 1
 11   2 [+] -10  8 [] 1
 11   2 [+] -10 10 [] 1
 11   2 [+] -10 12 [] 1
 11   2 [-] -10  0 [] 1
 11   2 [-] -10  1 [] 1
 11   2 [-] -10  2 [] 1
 11   2 [-] -10  3 [] 1
 11   2 [-] -10  4 [] 1
 11   2 [-] -10  5 [] 1
 11   2 [-] -10  6 [] 1
 11   2 [-] -10  7 [] 1
 11   2 [-] -10  8 [] 1
 11   2 [-] -10  9 [] 1
 11   2 [-] -10 10 [] 1
 11   2 [-] -10 11 [] 1
 11   4 [-]   0  0 [2 2 2 2 2 2 2 2 2 2] 4
 11   4 [-]  -2  0 [2 2 2 2 2 2] 16
 11   4 [-]  -4  0 [2 2] 64
 11   6 [+]   0  2 [3 3 3 3 3] 96
 11   6 [-]   0  0 [3 3 3 3 3] 96
 11   6 [-]   0  1 [3 3 3 3 3] 96
 11   6 [+]  -2  2 [3 3] 108
 11   6 [+]  -2  4 [3 3] 108
 11   6 [-]  -2  0 [3 3] 108
 11   6 [-]  -2  1 [3 3] 108
 11   6 [-]  -2  2 [3 3] 108
 11   6 [-]  -2  3 [3 3] 108
 11   8 [-]   0  0 [2 2 2 2 2] 8
 11   8 [-]   0  0 [2 2 4 4] 32
 11   8 [-]  -2  0 [2] 128
 11  10 [+]  -2  2 [] 124
 11  10 [+]  -2  4 [] 124
 11  10 [-]  -2  0 [] 124
 11  10 [-]  -2  1 [] 124
 11  10 [-]  -2  2 [] 124
 11  10 [-]  -2  3 [] 124
 11  12 [-]   0  0 [2 2 3] 24
 11  12 [-]   0  0 [6 6] 48
 11  16 [-]   0  0 [2 4] 32
 11  20 [-]   0  0 [2 2] 16
 11  22 [+]   0  2 [11] 110
 11  22 [-]   0  0 [11] 110
 11  22 [-]   0  1 [11] 110
 11  24 [-]   0  0 [6] 48
 11  30 [+]   0  2 [3] 24
 11  30 [-]   0  0 [3] 24
 11  30 [-]   0  1 [3] 24
 11  40 [-]   0  0 [2] 32
 12   2 [+] -11  1 [] 1
 12   2 [+] -11  3 [] 1
 12   2 [+] -11  5 [] 1
 12   2 [+] -11  7 [] 1
 12   2 [+] -11  9 [] 1
 12   2 [+] -11 11 [] 1
 12   2 [+] -11 13 [] 1
 12   2 [-] -11  0 [] 1
 12   2 [-] -11  1 [] 1
 12   2 [-] -11  2 [] 1
 12   2 [-] -11  3 [] 1
 12   2 [-] -11  4 [] 1
 12   2 [-] -11  5 [] 1
 12   2 [-] -11  6 [] 1
 12   2 [-] -11  7 [] 1
 12   2 [-] -11  8 [] 1
 12   2 [-] -11  9 [] 1
 12   2 [-] -11 10 [] 1
 12   2 [-] -11 11 [] 1
 12   2 [-] -11 12 [] 1
 12   4 [-]   1  0 [2 2 2 2 2 2 2 2 2 2 2 2 2] 2
 12   4 [-]  -1  0 [2 2 2 2 2 2 2 2 2] 8
 12   4 [-]  -3  0 [2 2 2 2 2] 32
 12   4 [-]  -5  0 [2] 128
 12   6 [+]   1  1 [3 3 3 3 3 3 3] 128
 12   6 [-]   1  0 [3 3 3 3 3 3 3] 128
 12   6 [+]  -1  1 [3 3 3 3] 144
 12   6 [+]  -1  3 [3 3 3 3] 144
 12   6 [-]  -1  0 [3 3 3 3] 144
 12   6 [-]  -1  1 [3 3 3 3] 144
 12   6 [-]  -1  2 [3 3 3 3] 144
 12   6 [+]  -3  1 [3] 162
 12   6 [+]  -3  3 [3] 162
 12   6 [+]  -3  5 [3] 162
 12   6 [-]  -3  0 [3] 162
 12   6 [-]  -3  1 [3] 162
 12   6 [-]  -3  2 [3] 162
 12   6 [-]  -3  3 [3] 162
 12   6 [-]  -3  4 [3] 162
 12   8 [-]   1  0 [2 2 2 2 2 2 4] 4
 12   8 [-]   1  0 [2 2 2 4 4 4] 16
 12   8 [-]   1  0 [4 4 4 4 4] 64
 12   8 [-]  -1  0 [2 2 4] 64
 12  10 [+]   1  1 [5 5 5 5] 256
 12  10 [-]   1  0 [5 5 5 5] 256
 12  12 [-]   1  0 [2 2 2 2 6] 4
 12  12 [-]   1  0 [2 2 2 3 3] 8
 12  12 [-]   1  0 [2 3 6 6] 16
 12  12 [-]   1  0 [3 3 3 6] 32
 12  12 [-]  -1  0 [6] 144
 12  14 [+]   1  1 [7 7 7] 216
 12  14 [-]   1  0 [7 7 7] 216
 12  16 [-]   1  0 [2 2 2 8] 8
 12  16 [-]   1  0 [4 4 8] 32
 12  18 [+]   1  1 [3 3 9] 24
 12  18 [-]   1  0 [3 3 9] 24
 12  20 [-]   1  0 [2 5 5] 32
 12  22 [+]  -1  1 [] 120
 12  22 [+]  -1  3 [] 120
 12  22 [-]  -1  0 [] 120
 12  22 [-]  -1  1 [] 120
 12  22 [-]  -1  2 [] 120
 12  24 [-]   1  0 [2 2 12] 8
 12  24 [-]   1  0 [2 3 4] 8
 12  26 [+]   1  1 [13 13] 144
 12  26 [-]   1  0 [13 13] 144
 12  28 [-]   1  0 [7 14] 72
 12  30 [+]   1  1 [5 15] 32
 12  30 [-]   1  0 [5 15] 32
 12  32 [-]   1  0 [4 16] 32
 12  36 [-]   1  0 [3 18] 24
 12  40 [-]   1  0 [4 5] 16
 12  42 [+]   1  1 [3 7] 12
 12  42 [-]   1  0 [3 7] 12
 12  48 [-]   1  0 [2 24] 16
 12  52 [-]   1  0 [2 13] 24
 13   2 [+] -12  2 [] 1
 13   2 [+] -12  4 [] 1
 13   2 [+] -12  6 [] 1
 13   2 [+] -12  8 [] 1
 13   2 [+] -12 10 [] 1
 13   2 [+] -12 12 [] 1
 13   2 [+] -12 14 [] 1
 13   2 [-] -12  0 [] 1
 13   2 [-] -12  1 [] 1
 13   2 [-] -12  2 [] 1
 13   2 [-] -12  3 [] 1
 13   2 [-] -12  4 [] 1
 13   2 [-] -12  5 [] 1
 13   2 [-] -12  6 [] 1
 13   2 [-] -12  7 [] 1
 13   2 [-] -12  8 [] 1
 13   2 [-] -12  9 [] 1
 13   2 [-] -12 10 [] 1
 13   2 [-] -12 11 [] 1
 13   2 [-] -12 12 [] 1
 13   2 [-] -12 13 [] 1
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 13   4 [-]  -2  0 [2 2 2 2 2 2 2 2] 16
 13   4 [-]  -4  0 [2 2 2 2] 64
 13   4 [-]  -6  0 [] 256
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 13   6 [-]   0  0 [3 3 3 3 3 3] 192
 13   6 [-]   0  1 [3 3 3 3 3 3] 192
 13   6 [+]  -2  2 [3 3 3] 216
 13   6 [+]  -2  4 [3 3 3] 216
 13   6 [-]  -2  0 [3 3 3] 216
 13   6 [-]  -2  1 [3 3 3] 216
 13   6 [-]  -2  2 [3 3 3] 216
 13   6 [-]  -2  3 [3 3 3] 216
 13   6 [+]  -4  2 [] 242
 13   6 [+]  -4  4 [] 242
 13   6 [+]  -4  6 [] 242
 13   6 [-]  -4  0 [] 242
 13   6 [-]  -4  1 [] 242
 13   6 [-]  -4  2 [] 242
 13   6 [-]  -4  3 [] 242
 13   6 [-]  -4  4 [] 242
 13   6 [-]  -4  5 [] 242
 13   8 [-]   0  0 [2 2 2 2 2 2] 8
 13   8 [-]   0  0 [2 2 2 4 4] 32
 13   8 [-]   0  0 [4 4 4 4] 128
 13   8 [-]  -2  0 [2 2] 128
 13  10 [+]   0  2 [5 5 5] 320
 13  10 [-]   0  0 [5 5 5] 320
 13  10 [-]   0  1 [5 5 5] 320
 13  12 [-]   0  0 [2 2 2 2] 8
 13  12 [-]   0  0 [2 3 6] 48
 13  12 [-]   0  0 [3 3 3] 96
 13  12 [-]  -2  0 [] 416
 13  14 [+]   0  2 [7 7] 252
 13  14 [-]   0  0 [7 7] 252
 13  14 [-]   0  1 [7 7] 252
 13  16 [-]   0  0 [2 2 2] 16
 13  16 [-]   0  0 [4 4] 64
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 13  18 [-]   0  0 [3 3] 24
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 13  30 [+]   0  2 [5] 40
 13  30 [-]   0  0 [5] 40
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 13  32 [-]   0  0 [4] 64
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 14   2 [-] -13 10 [] 1
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 14   2 [-] -13 12 [] 1
 14   2 [-] -13 13 [] 1
 14   2 [-] -13 14 [] 1
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 14   4 [-]  -1  0 [2 2 2 2 2 2 2 2 2 2 2] 8
 14   4 [-]  -3  0 [2 2 2 2 2 2 2] 32
 14   4 [-]  -5  0 [2 2 2] 128
 14   6 [+]   1  1 [3 3 3 3 3 3 3 3] 256
 14   6 [-]   1  0 [3 3 3 3 3 3 3 3] 256
 14   6 [+]  -1  1 [3 3 3 3 3] 288
 14   6 [+]  -1  3 [3 3 3 3 3] 288
 14   6 [-]  -1  0 [3 3 3 3 3] 288
 14   6 [-]  -1  1 [3 3 3 3 3] 288
 14   6 [-]  -1  2 [3 3 3 3 3] 288
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 14   6 [-]  -3  0 [3 3] 324
 14   6 [-]  -3  1 [3 3] 324
 14   6 [-]  -3  2 [3 3] 324
 14   6 [-]  -3  3 [3 3] 324
 14   6 [-]  -3  4 [3 3] 324
 14   8 [-]   1  0 [2 2 2 2 2 2 2 4] 4
 14   8 [-]   1  0 [2 2 2 2 4 4 4] 16
 14   8 [-]   1  0 [2 4 4 4 4 4] 64
 14   8 [-]  -1  0 [2 2 2 4] 64
 14   8 [-]  -1  0 [4 4 4] 256
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 14  12 [-]   1  0 [2 2 2 6 6] 8
 14  12 [-]   1  0 [2 2 3 3 6] 16
 14  12 [-]   1  0 [2 3 3 3 3] 32
 14  12 [-]   1  0 [3 6 6 6] 32
 14  12 [-]  -1  0 [2 3] 144
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 14  14 [+]  -1  3 [7] 294
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 14  16 [-]   1  0 [8 8 8] 128
 14  18 [+]   1  1 [3 9 9] 72
 14  18 [-]   1  0 [3 9 9] 72
 14  20 [-]   1  0 [2 2 2 5] 8
 14  20 [-]   1  0 [2 10 10] 32
 14  24 [-]   1  0 [2 3 12] 16
 14  24 [-]   1  0 [2 4 6] 8
 14  24 [-]   1  0 [3 3 4] 16
 14  26 [+]  -1  1 [] 168
 14  26 [+]  -1  3 [] 168
 14  26 [-]  -1  0 [] 168
 14  26 [-]  -1  1 [] 168
 14  26 [-]  -1  2 [] 168
 14  28 [-]   1  0 [2 2 14] 12
 14  30 [+]   1  1 [15 15] 64
 14  30 [-]   1  0 [15 15] 64
 14  32 [-]   1  0 [8 16] 64
 14  36 [-]   1  0 [6 9] 24
 14  40 [-]   1  0 [4 10] 16
 14  42 [+]   1  1 [3 21] 24
 14  42 [-]   1  0 [3 21] 24
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 15   2 [+] -14  2 [] 1
 15   2 [+] -14  4 [] 1
 15   2 [+] -14  6 [] 1
 15   2 [+] -14  8 [] 1
 15   2 [+] -14 10 [] 1
 15   2 [+] -14 12 [] 1
 15   2 [+] -14 14 [] 1
 15   2 [+] -14 16 [] 1
 15   2 [-] -14  0 [] 1
 15   2 [-] -14  1 [] 1
 15   2 [-] -14  2 [] 1
 15   2 [-] -14  3 [] 1
 15   2 [-] -14  4 [] 1
 15   2 [-] -14  5 [] 1
 15   2 [-] -14  6 [] 1
 15   2 [-] -14  7 [] 1
 15   2 [-] -14  8 [] 1
 15   2 [-] -14  9 [] 1
 15   2 [-] -14 10 [] 1
 15   2 [-] -14 11 [] 1
 15   2 [-] -14 12 [] 1
 15   2 [-] -14 13 [] 1
 15   2 [-] -14 14 [] 1
 15   2 [-] -14 15 [] 1
 15   4 [-]   0  0 [2 2 2 2 2 2 2 2 2 2 2 2 2 2] 4
 15   4 [-]  -2  0 [2 2 2 2 2 2 2 2 2 2] 16
 15   4 [-]  -4  0 [2 2 2 2 2 2] 64
 15   4 [-]  -6  0 [2 2] 256
 15   6 [+]   0  2 [3 3 3 3 3 3 3] 384
 15   6 [-]   0  0 [3 3 3 3 3 3 3] 384
 15   6 [-]   0  1 [3 3 3 3 3 3 3] 384
 15   6 [+]  -2  2 [3 3 3 3] 432
 15   6 [+]  -2  4 [3 3 3 3] 432
 15   6 [-]  -2  0 [3 3 3 3] 432
 15   6 [-]  -2  1 [3 3 3 3] 432
 15   6 [-]  -2  2 [3 3 3 3] 432
 15   6 [-]  -2  3 [3 3 3 3] 432
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 15   6 [+]  -4  4 [3] 486
 15   6 [+]  -4  6 [3] 486
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 15   6 [-]  -4  1 [3] 486
 15   6 [-]  -4  2 [3] 486
 15   6 [-]  -4  3 [3] 486
 15   6 [-]  -4  4 [3] 486
 15   6 [-]  -4  5 [3] 486
 15   8 [-]   0  0 [2 2 2 2 2 2 2] 8
 15   8 [-]   0  0 [2 2 2 2 4 4] 32
 15   8 [-]   0  0 [2 4 4 4 4] 128
 15   8 [-]  -2  0 [2 2 2] 128
 15   8 [-]  -2  0 [4 4] 512
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 15  10 [+]  -2  4 [5] 500
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 15  10 [-]  -2  2 [5] 500
 15  10 [-]  -2  3 [5] 500
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 15  12 [-]   0  0 [2 2 3 3] 48
 15  12 [-]   0  0 [3 6 6] 96
 15  14 [+]  -2  2 [] 342
 15  14 [+]  -2  4 [] 342
 15  14 [-]  -2  0 [] 342
 15  14 [-]  -2  1 [] 342
 15  14 [-]  -2  2 [] 342
 15  14 [-]  -2  3 [] 342
 15  16 [-]   0  0 [2 2 4] 32
 15  16 [-]   0  0 [8 8] 256
 15  18 [+]   0  2 [3 9] 108
 15  18 [-]   0  0 [3 9] 108
 15  18 [-]   0  1 [3 9] 108
 15  20 [-]   0  0 [2 10] 80
 15  24 [-]   0  0 [2 3] 48
 15  28 [-]   0  0 [2 2] 24
 15  30 [+]   0  2 [15] 120
 15  30 [-]   0  0 [15] 120
 15  30 [-]   0  1 [15] 120
 15  32 [-]   0  0 [8] 128
 15  42 [+]   0  2 [3] 36
 15  42 [-]   0  0 [3] 36
 15  42 [-]   0  1 [3] 36
 15  56 [-]   0  0 [2] 48
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 16   2 [+] -15  3 [] 1
 16   2 [+] -15  5 [] 1
 16   2 [+] -15  7 [] 1
 16   2 [+] -15  9 [] 1
 16   2 [+] -15 11 [] 1
 16   2 [+] -15 13 [] 1
 16   2 [+] -15 15 [] 1
 16   2 [+] -15 17 [] 1
 16   2 [-] -15  0 [] 1
 16   2 [-] -15  1 [] 1
 16   2 [-] -15  2 [] 1
 16   2 [-] -15  3 [] 1
 16   2 [-] -15  4 [] 1
 16   2 [-] -15  5 [] 1
 16   2 [-] -15  6 [] 1
 16   2 [-] -15  7 [] 1
 16   2 [-] -15  8 [] 1
 16   2 [-] -15  9 [] 1
 16   2 [-] -15 10 [] 1
 16   2 [-] -15 11 [] 1
 16   2 [-] -15 12 [] 1
 16   2 [-] -15 13 [] 1
 16   2 [-] -15 14 [] 1
 16   2 [-] -15 15 [] 1
 16   2 [-] -15 16 [] 1
 16   4 [-]   1  0 [2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2] 2
 16   4 [-]  -1  0 [2 2 2 2 2 2 2 2 2 2 2 2 2] 8
 16   4 [-]  -3  0 [2 2 2 2 2 2 2 2 2] 32
 16   4 [-]  -5  0 [2 2 2 2 2] 128
 16   4 [-]  -7  0 [2] 512
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 16   6 [-]   1  0 [3 3 3 3 3 3 3 3 3] 512
 16   6 [+]  -1  1 [3 3 3 3 3 3] 576
 16   6 [+]  -1  3 [3 3 3 3 3 3] 576
 16   6 [-]  -1  0 [3 3 3 3 3 3] 576
 16   6 [-]  -1  1 [3 3 3 3 3 3] 576
 16   6 [-]  -1  2 [3 3 3 3 3 3] 576
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 16   6 [+]  -3  3 [3 3 3] 648
 16   6 [+]  -3  5 [3 3 3] 648
 16   6 [-]  -3  0 [3 3 3] 648
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 16   6 [-]  -3  2 [3 3 3] 648
 16   6 [-]  -3  3 [3 3 3] 648
 16   6 [-]  -3  4 [3 3 3] 648
 16   6 [+]  -5  1 [] 728
 16   6 [+]  -5  3 [] 728
 16   6 [+]  -5  5 [] 728
 16   6 [+]  -5  7 [] 728
 16   6 [-]  -5  0 [] 728
 16   6 [-]  -5  1 [] 728
 16   6 [-]  -5  2 [] 728
 16   6 [-]  -5  3 [] 728
 16   6 [-]  -5  4 [] 728
 16   6 [-]  -5  5 [] 728
 16   6 [-]  -5  6 [] 728
 16   8 [-]   1  0 [2 2 2 2 2 2 2 2 4] 4
 16   8 [-]   1  0 [2 2 2 2 2 4 4 4] 16
 16   8 [-]   1  0 [2 2 4 4 4 4 4] 64
 16   8 [-]  -1  0 [2 2 2 2 4] 64
 16   8 [-]  -1  0 [2 4 4 4] 256
 16   8 [-]  -3  0 [4] 1024
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 16  10 [-]   1  0 [5 5 5 5 5] 1024
 16  10 [+]  -3  1 [] 624
 16  10 [+]  -3  3 [] 624
 16  10 [+]  -3  5 [] 624
 16  10 [-]  -3  0 [] 624
 16  10 [-]  -3  1 [] 624
 16  10 [-]  -3  2 [] 624
 16  10 [-]  -3  3 [] 624
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 16  12 [-]   1  0 [2 2 2 3 3 3] 16
 16  12 [-]   1  0 [2 2 6 6 6] 16
 16  12 [-]   1  0 [2 3 3 6 6] 32
 16  12 [-]   1  0 [3 3 3 3 6] 64
 16  12 [-]  -1  0 [2 2 2] 64
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 16  16 [-]   1  0 [2 2 2 2 8] 8
 16  16 [-]   1  0 [2 4 4 8] 32
 16  16 [-]  -1  0 [8] 512
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 16  18 [-]   1  0 [9 9 9] 216
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 16  24 [-]   1  0 [3 4 6] 16
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 16  30 [-]  -1  0 [] 192
 16  30 [-]  -1  1 [] 192
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 17   8 [-]  -2  0 [2 2 2 2] 128
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 17   8 [-]  -4  0 [] 2048
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 17  16 [-]  -2  0 [] 1024
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 18  10 [-]  -1  0 [5 5 5] 1600
 18  10 [-]  -1  1 [5 5 5] 1600
 18  10 [-]  -1  2 [5 5 5] 1600
 18  12 [-]   1  0 [2 2 2 2 2 2 6] 4
 18  12 [-]   1  0 [2 2 2 2 2 3 3] 8
 18  12 [-]   1  0 [2 2 2 3 6 6] 16
 18  12 [-]   1  0 [2 2 3 3 3 6] 32
 18  12 [-]   1  0 [2 3 3 3 3 3] 64
 18  12 [-]   1  0 [2 6 6 6 6] 32
 18  12 [-]   1  0 [3 3 6 6 6] 64
 18  12 [-]  -1  0 [2 2 6] 144
 18  12 [-]  -1  0 [2 3 3] 288
 18  14 [+]   1  1 [7 7 7 7] 1296
 18  14 [-]   1  0 [7 7 7 7] 1296
 18  16 [-]   1  0 [2 2 2 4 8] 16
 18  16 [-]   1  0 [2 8 8 8] 128
 18  16 [-]   1  0 [4 4 4 8] 64
 18  18 [+]   1  1 [3 3 3 9] 48
 18  18 [-]   1  0 [3 3 3 9] 48
 18  18 [+]  -1  1 [9] 486
 18  18 [+]  -1  3 [9] 486
 18  18 [-]  -1  0 [9] 486
 18  18 [-]  -1  1 [9] 486
 18  18 [-]  -1  2 [9] 486
 18  20 [-]   1  0 [2 2 5 10] 32
 18  20 [-]   1  0 [10 10 10] 128
 18  24 [-]   1  0 [2 2 2 12] 8
 18  24 [-]   1  0 [2 2 3 4] 8
 18  24 [-]   1  0 [3 6 12] 32
 18  24 [-]   1  0 [4 4 12] 32
 18  24 [-]   1  0 [4 6 6] 16
 18  28 [-]   1  0 [2 7 7] 72
 18  30 [+]   1  1 [3 3 5] 16
 18  30 [-]   1  0 [3 3 5] 16
 18  34 [+]  -1  1 [] 288
 18  34 [+]  -1  3 [] 288
 18  34 [-]  -1  0 [] 288
 18  34 [-]  -1  1 [] 288
 18  34 [-]  -1  2 [] 288
 18  36 [-]   1  0 [2 2 18] 12
 18  38 [+]   1  1 [19 19] 324
 18  38 [-]   1  0 [19 19] 324
 18  40 [-]   1  0 [10 20] 64
 18  42 [+]   1  1 [7 21] 72
 18  42 [-]   1  0 [7 21] 72
 18  48 [-]   1  0 [4 24] 32
 18  48 [-]   1  0 [6 8] 16
 18  54 [+]   1  1 [3 27] 36
 18  54 [-]   1  0 [3 27] 36
 18  56 [-]   1  0 [4 7] 24
 18  60 [-]   1  0 [3 10] 16
 18  72 [-]   1  0 [2 36] 24
 18  76 [-]   1  0 [2 19] 36
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 19   2 [+] -18  4 [] 1
 19   2 [+] -18  6 [] 1
 19   2 [+] -18  8 [] 1
 19   2 [+] -18 10 [] 1
 19   2 [+] -18 12 [] 1
 19   2 [+] -18 14 [] 1
 19   2 [+] -18 16 [] 1
 19   2 [+] -18 18 [] 1
 19   2 [+] -18 20 [] 1
 19   2 [-] -18  0 [] 1
 19   2 [-] -18  1 [] 1
 19   2 [-] -18  2 [] 1
 19   2 [-] -18  3 [] 1
 19   2 [-] -18  4 [] 1
 19   2 [-] -18  5 [] 1
 19   2 [-] -18  6 [] 1
 19   2 [-] -18  7 [] 1
 19   2 [-] -18  8 [] 1
 19   2 [-] -18  9 [] 1
 19   2 [-] -18 10 [] 1
 19   2 [-] -18 11 [] 1
 19   2 [-] -18 12 [] 1
 19   2 [-] -18 13 [] 1
 19   2 [-] -18 14 [] 1
 19   2 [-] -18 15 [] 1
 19   2 [-] -18 16 [] 1
 19   2 [-] -18 17 [] 1
 19   2 [-] -18 18 [] 1
 19   2 [-] -18 19 [] 1
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 19   4 [-]  -2  0 [2 2 2 2 2 2 2 2 2 2 2 2 2 2] 16
 19   4 [-]  -4  0 [2 2 2 2 2 2 2 2 2 2] 64
 19   4 [-]  -6  0 [2 2 2 2 2 2] 256
 19   4 [-]  -8  0 [2 2] 1024
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 19   6 [-]   0  0 [3 3 3 3 3 3 3 3 3] 1536
 19   6 [-]   0  1 [3 3 3 3 3 3 3 3 3] 1536
 19   6 [+]  -2  2 [3 3 3 3 3 3] 1728
 19   6 [+]  -2  4 [3 3 3 3 3 3] 1728
 19   6 [-]  -2  0 [3 3 3 3 3 3] 1728
 19   6 [-]  -2  1 [3 3 3 3 3 3] 1728
 19   6 [-]  -2  2 [3 3 3 3 3 3] 1728
 19   6 [-]  -2  3 [3 3 3 3 3 3] 1728
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 19   6 [+]  -4  4 [3 3 3] 1944
 19   6 [+]  -4  6 [3 3 3] 1944
 19   6 [-]  -4  0 [3 3 3] 1944
 19   6 [-]  -4  1 [3 3 3] 1944
 19   6 [-]  -4  2 [3 3 3] 1944
 19   6 [-]  -4  3 [3 3 3] 1944
 19   6 [-]  -4  4 [3 3 3] 1944
 19   6 [-]  -4  5 [3 3 3] 1944
 19   6 [+]  -6  2 [] 2186
 19   6 [+]  -6  4 [] 2186
 19   6 [+]  -6  6 [] 2186
 19   6 [+]  -6  8 [] 2186
 19   6 [-]  -6  0 [] 2186
 19   6 [-]  -6  1 [] 2186
 19   6 [-]  -6  2 [] 2186
 19   6 [-]  -6  3 [] 2186
 19   6 [-]  -6  4 [] 2186
 19   6 [-]  -6  5 [] 2186
 19   6 [-]  -6  6 [] 2186
 19   6 [-]  -6  7 [] 2186
 19   8 [-]   0  0 [2 2 2 2 2 2 2 2 2] 8
 19   8 [-]   0  0 [2 2 2 2 2 2 4 4] 32
 19   8 [-]   0  0 [2 2 2 4 4 4 4] 128
 19   8 [-]   0  0 [4 4 4 4 4 4] 512
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 19   8 [-]  -2  0 [2 2 4 4] 512
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 19  12 [-]   0  0 [2 2 3 3 3] 96
 19  12 [-]   0  0 [2 6 6 6] 96
 19  12 [-]   0  0 [3 3 6 6] 192
 19  12 [-]  -2  0 [2 2] 416
 19  14 [+]   0  2 [7 7 7] 1512
 19  14 [-]   0  0 [7 7 7] 1512
 19  14 [-]   0  1 [7 7 7] 1512
 19  16 [-]   0  0 [2 2 2 4] 32
 19  16 [-]   0  0 [2 8 8] 256
 19  16 [-]   0  0 [4 4 4] 128
 19  18 [+]   0  2 [3 3 3] 48
 19  18 [-]   0  0 [3 3 3] 48
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 19  18 [-]  -2  1 [] 702
 19  18 [-]  -2  2 [] 702
 19  18 [-]  -2  3 [] 702
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 19  20 [-]   0  0 [10 10] 320
 19  24 [-]   0  0 [2 2 2] 16
 19  24 [-]   0  0 [3 6] 96
 19  24 [-]   0  0 [4 4] 64
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 19  38 [+]   0  2 [19] 342
 19  38 [-]   0  0 [19] 342
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 19  40 [-]   0  0 [10] 160
 19  42 [+]   0  2 [7] 84
 19  42 [-]   0  0 [7] 84
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 19  48 [-]   0  0 [4] 64
 19  54 [+]   0  2 [3] 36
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 20   2 [+] -19  3 [] 1
 20   2 [+] -19  5 [] 1
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 20   2 [+] -19  9 [] 1
 20   2 [+] -19 11 [] 1
 20   2 [+] -19 13 [] 1
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 20   2 [+] -19 17 [] 1
 20   2 [+] -19 19 [] 1
 20   2 [+] -19 21 [] 1
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 20   2 [-] -19  3 [] 1
 20   2 [-] -19  4 [] 1
 20   2 [-] -19  5 [] 1
 20   2 [-] -19  6 [] 1
 20   2 [-] -19  7 [] 1
 20   2 [-] -19  8 [] 1
 20   2 [-] -19  9 [] 1
 20   2 [-] -19 10 [] 1
 20   2 [-] -19 11 [] 1
 20   2 [-] -19 12 [] 1
 20   2 [-] -19 13 [] 1
 20   2 [-] -19 14 [] 1
 20   2 [-] -19 15 [] 1
 20   2 [-] -19 16 [] 1
 20   2 [-] -19 17 [] 1
 20   2 [-] -19 18 [] 1
 20   2 [-] -19 19 [] 1
 20   2 [-] -19 20 [] 1
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 20   4 [-]  -1  0 [2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2] 8
 20   4 [-]  -3  0 [2 2 2 2 2 2 2 2 2 2 2 2 2] 32
 20   4 [-]  -5  0 [2 2 2 2 2 2 2 2 2] 128
 20   4 [-]  -7  0 [2 2 2 2 2] 512
 20   4 [-]  -9  0 [2] 2048
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 20   6 [-]   1  0 [3 3 3 3 3 3 3 3 3 3 3] 2048
 20   6 [+]  -1  1 [3 3 3 3 3 3 3 3] 2304
 20   6 [+]  -1  3 [3 3 3 3 3 3 3 3] 2304
 20   6 [-]  -1  0 [3 3 3 3 3 3 3 3] 2304
 20   6 [-]  -1  1 [3 3 3 3 3 3 3 3] 2304
 20   6 [-]  -1  2 [3 3 3 3 3 3 3 3] 2304
 20   6 [+]  -3  1 [3 3 3 3 3] 2592
 20   6 [+]  -3  3 [3 3 3 3 3] 2592
 20   6 [+]  -3  5 [3 3 3 3 3] 2592
 20   6 [-]  -3  0 [3 3 3 3 3] 2592
 20   6 [-]  -3  1 [3 3 3 3 3] 2592
 20   6 [-]  -3  2 [3 3 3 3 3] 2592
 20   6 [-]  -3  3 [3 3 3 3 3] 2592
 20   6 [-]  -3  4 [3 3 3 3 3] 2592
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 20   6 [+]  -5  3 [3 3] 2916
 20   6 [+]  -5  5 [3 3] 2916
 20   6 [+]  -5  7 [3 3] 2916
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 20   6 [-]  -5  1 [3 3] 2916
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 20   6 [-]  -5  4 [3 3] 2916
 20   6 [-]  -5  5 [3 3] 2916
 20   6 [-]  -5  6 [3 3] 2916
 20   8 [-]   1  0 [2 2 2 2 2 2 2 2 2 2 4] 4
 20   8 [-]   1  0 [2 2 2 2 2 2 2 4 4 4] 16
 20   8 [-]   1  0 [2 2 2 2 4 4 4 4 4] 64
 20   8 [-]   1  0 [2 4 4 4 4 4 4 4] 256
 20   8 [-]  -1  0 [2 2 2 2 2 2 4] 64
 20   8 [-]  -1  0 [2 2 2 4 4 4] 256
 20   8 [-]  -1  0 [4 4 4 4 4] 1024
 20   8 [-]  -3  0 [2 2 4] 1024
 20  10 [+]   1  1 [5 5 5 5 5 5] 4096
 20  10 [-]   1  0 [5 5 5 5 5 5] 4096
 20  10 [+]  -3  1 [5] 2500
 20  10 [+]  -3  3 [5] 2500
 20  10 [+]  -3  5 [5] 2500
 20  10 [-]  -3  0 [5] 2500
 20  10 [-]  -3  1 [5] 2500
 20  10 [-]  -3  2 [5] 2500
 20  10 [-]  -3  3 [5] 2500
 20  10 [-]  -3  4 [5] 2500
 20  12 [-]   1  0 [2 2 2 2 2 2 2 3] 4
 20  12 [-]   1  0 [2 2 2 2 2 6 6] 8
 20  12 [-]   1  0 [2 2 2 2 3 3 6] 16
 20  12 [-]   1  0 [2 2 2 3 3 3 3] 32
 20  12 [-]   1  0 [2 2 3 6 6 6] 32
 20  12 [-]   1  0 [2 3 3 3 6 6] 64
 20  12 [-]   1  0 [3 3 3 3 3 6] 128
 20  12 [-]   1  0 [6 6 6 6 6] 64
 20  12 [-]  -1  0 [2 2 2 3] 144
 20  12 [-]  -1  0 [2 6 6] 288
 20  12 [-]  -1  0 [3 3 6] 576
 20  14 [+]  -1  1 [7 7] 1764
 20  14 [+]  -1  3 [7 7] 1764
 20  14 [-]  -1  0 [7 7] 1764
 20  14 [-]  -1  1 [7 7] 1764
 20  14 [-]  -1  2 [7 7] 1764
 20  16 [-]   1  0 [2 2 2 2 2 8] 8
 20  16 [-]   1  0 [2 2 4 4 8] 32
 20  16 [-]   1  0 [4 8 8 8] 256
 20  16 [-]  -1  0 [2 8] 512
 20  18 [+]   1  1 [3 3 9 9] 144
 20  18 [-]   1  0 [3 3 9 9] 144
 20  20 [-]   1  0 [2 2 2 2 10] 8
 20  20 [-]   1  0 [2 5 5 5] 128
 20  20 [-]  -1  0 [10] 800
 20  22 [+]   1  1 [11 11 11] 1000
 20  22 [-]   1  0 [11 11 11] 1000
 20  24 [-]   1  0 [2 2 3 12] 16
 20  24 [-]   1  0 [2 2 4 6] 8
 20  24 [-]   1  0 [2 3 3 4] 16
 20  24 [-]   1  0 [4 12 12] 64
 20  24 [-]   1  0 [6 6 12] 32
 20  28 [-]   1  0 [2 2 2 7] 12
 20  28 [-]   1  0 [2 14 14] 72
 20  30 [+]   1  1 [3 3 15] 32
 20  30 [-]   1  0 [3 3 15] 32
 20  30 [+]   1  1 [3 5 5] 32
 20  30 [-]   1  0 [3 5 5] 32
 20  32 [-]   1  0 [2 4 16] 32
 20  36 [-]   1  0 [2 3 9] 24
 20  38 [+]  -1  1 [] 360
 20  38 [+]  -1  3 [] 360
 20  38 [-]  -1  0 [] 360
 20  38 [-]  -1  1 [] 360
 20  38 [-]  -1  2 [] 360
 20  40 [-]   1  0 [2 2 20] 16
 20  42 [+]   1  1 [21 21] 144
 20  42 [-]   1  0 [21 21] 144
 20  44 [-]   1  0 [11 22] 200
 20  48 [-]   1  0 [6 24] 32
 20  48 [-]   1  0 [8 12] 32
 20  50 [+]   1  1 [5 25] 80
 20  50 [-]   1  0 [5 25] 80
 20  56 [-]   1  0 [4 14] 24
 20  60 [-]   1  0 [3 30] 32
 20  60 [-]   1  0 [5 6] 16
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 20  66 [-]   1  0 [3 11] 20
 20  80 [-]   1  0 [2 40] 32
 20  84 [-]   1  0 [2 21] 24