λ → | (7,3,1) | (6,3,1) | (7,2,1) | (6,2,1) | (5,2,1) | (4,2,1) | ||||||
---|---|---|---|---|---|---|---|---|---|---|---|---|
y ↓ | CAKλy# | time (s) | CAKλy# | time (s) | CAKλy# | time (s) | CAKλy# | time (s) | CAKλy# | time (s) | CAKλy# | time (s) |
(7,4,2) | 81 | 0 | 81 | ζ | 81 | κ | 81 | ζ,κ | 81 | ζ,κ | 81 | ζ,κ |
(7,4,3) | 115 | 0 | 115 | ζ | 115 | κ | 115 | ζ,κ | 115 | ζ,κ | 115 | ζ,κ |
(8,4,2) | 81 | ψ | 81 | 0 | 81 | ψ,κ | 81 | 0 | 81 | ζ | 81 | ζ |
(8,4,3) | 115 | ψ | 1116 | 0 | 115 | ψ,κ | 1116 | 1 | 1116 | ζ | 1116 | ζ |
(8,5,3) | 115 | ψ,ω | 1169 | 1 | 115 | ψ | 1169 | 1 | 1169 | ζ | 1169 | ζ |
(8,5,4) | 115 | ψ,ω | 11533 | 2 | 115 | ψ | 11533 | 3 | 11533 | ζ | 11533 | ζ |
(7,5,3) | 115 | ω | 115 | ζ,ω | 115 | 0 | 115 | ζ | 115 | ζ | 115 | ζ |
(7,5,4) | 115 | ω | 115 | ζ,ω | 115 | 0 | 115 | ζ | 115 | ζ | 115 | ζ |
(8,6,3) | 115 | ψ,ω | 1169 | ω | 115 | ψ,ω | 1169 | 1 | 1169 | ζ | 1169 | ζ |
(8,6,4) | 115 | ψ,ω | 11533 | ω | 115 | ψ,ω | 11533 | 3 | 11533 | ζ | 11533 | ζ |
(8,6,5) | 115 | ψ,ω | 11533 | ω | 115 | ψ,ω | 11533 | 3 | 11533 | ζ | 11533 | ζ |
(9,5,3) | 115 | ψ,ω | 1169 | ψ | 115 | ψ | 1169 | ψ | 1169 | 2 | 1169 | ζ |
(9,6,3) | 115 | ψ,ω | 1169 | ψ,ω | 115 | ψ,ω | 1169 | ψ | 1169 | 1 | 1169 | ζ |
(9,5,4) | 115 | ψ,ω | 11533 | ψ | 115 | ψ | 11533 | ψ | 11533 | 3 | 11533 | ζ |
(9,6,4) | 115 | ψ,ω | 11533 | ψ,ω | 115 | ψ,ω | 11533 | ψ | 11533 | 3 | 11533 | ζ |
(9,7,4) | 115 | ψ,ω | 11533 | ψ,ω | 115 | ψ,ω | 11533 | ψ,ω | 11533 | 3 | 11533 | ζ |
(9,6,5) | 115 | ψ,ω | 11533 | ψ,ω | 115 | ψ,ω | 11533 | ψ | 11533 | 4 | 11533 | ζ |
(9,7,5) | 115 | ψ,ω | 11533 | ψ,ω | 115 | ψ,ω | 11533 | ψ,ω | 11533 | 2 | 11533 | ζ |
(9,7,6) | 115 | ψ,ω | 11533 | ψ,ω | 115 | ψ,ω | 11533 | ψ,ω | 11533 | 3 | 11533 | ζ |
(10,5,3) | 115 | ψ,ω | 1169 | ψ | 115 | ψ | 1169 | ψ | 1169 | ψ | 1169 | 1 |
(10,6,3) | 115 | ψ,ω | 1169 | ψ,ω | 115 | ψ,ω | 1169 | ψ | 1169 | ψ | 1169 | 1 |
(10,5,4) | 115 | ψ,ω | 11533 | ψ | 115 | ψ | 11533 | ψ | 11533 | ψ | 11533 | 2 |
(10,6,4) | 115 | ψ,ω | 11533 | ψ,ω | 115 | ψ,ω | 11533 | ψ | 11533 | ψ | 11533 | 4 |
(10,7,4) | 115 | ψ,ω | 11533 | ψ,ω | 115 | ψ,ω | 11533 | ψ,ω | 11533 | ψ | 11533 | 3 |
(10,8,4) | 115 | ψ,ω | 11533 | ψ,ω | 115 | ψ,ω | 11533 | ψ,ω | 11533 | ψ,ω | 11533 | 3 |
(10,6,5) | 115 | ψ,ω | 11533 | ψ,ω | 115 | ψ,ω | 11533 | ψ | 11533 | ψ | 11533 | 3 |
(10,7,5) | 115 | ψ,ω | 11533 | ψ,ω | 115 | ψ,ω | 11533 | ψ,ω | 11533 | ψ | 11533 | 3 |
(10,8,5) | 115 | ψ,ω | 11533 | ψ,ω | 115 | ψ,ω | 11533 | ψ,ω | 11533 | ψ,ω | 11533 | 3 |
(10,7,6) | 115 | ψ,ω | 11533 | ψ,ω | 115 | ψ,ω | 11533 | ψ,ω | 11533 | ψ | 11533 | 4 |
(10,8,6) | 115 | ψ,ω | 11533 | ψ,ω | 115 | ψ,ω | 11533 | ψ,ω | 11533 | ψ,ω | 11533 | 2 |
(10,8,7) | 115 | ψ,ω | 11533 | ψ,ω | 115 | ψ,ω | 11533 | ψ,ω | 11533 | ψ,ω | 11533 | 3 |