ort1 ort2 full N c m d c m d c m d --------------------------------------------------- 2 1 2 -2 1 4 -4* 4 3 6 -2* 2 4 -4 1 8 -4* 6 1 10 -2 2 8 -4 2 8 -4 8 2 14 -2* 4 12 -4 4 12 -4 10 1 18 -2 6 16 -4 1 20 -4* 12 1 22 -2 4 20 -4 5 20 -4 14 0 22 -6 2 24 -4 2 24 -4 16 1 30 -2 8 28 -4 1 28 -4 18 0 30 -6 2 32 -4 0 28 -8 20 0 36 -4 5 36 -4 0 32 -8 22 0 38 -6 9 40 -4 1 40 -4 24 0 42 -6 2 44 -4 0 40 -8 26 1 50 -2* 7 48 -4 0 44 -8 28 4 52 -4 0 48 -8 30 3 56 -4 0 52 -8 32 2 60 -4 0 52 -12 34 0 60 -8 0 60 -8 36 1 68 -4 0 64 -8 38 1 72 -4 0 68 -8 40 2 76 -4 0 72 -8 42 0 76 -8 0 76 -8 44 0 80 -8 0 80 -8 46 1 88 -4 0 84 -8 48 0 84 -12 50 0 92 -8 52 0 92 -12 54 0 96 -12 56 0 104 -8 58 0 108 -8 60 0 108 -12 62 0 108 -16 64 0 116 -12 66 0 120 -12 68 0 124 -12 70 0 124 -16 72 0 132 -12 74 0 132 -16 76 0 140 -12 each triple (column) of the three symmetry classes ort1,ort2,full denotes: c -- counter of (near-)solutions with 2n-{2|4} points m -- max number of points < 2n d -- difference to 2n (* indicates there exists a solution with 2n points)