This page contains information about the GWLP (generalized word length pattern) of the GMA design in a class. The results have been generated with the Orthogonal Array package.
| Case | Number of arrays | Best GWLP | OA(64; 3; 24) | 5 | 1.00,0.00,0.00,0.00,0.00 (1 array) | OA(64; 3; 25) | 19 | 1.00,0.00,0.00,0.00,0.00,0.00 (1 array) | OA(64; 3; 26) | 358 | 1.00,0.00,0.00,0.00,0.00,0.00,0.00 (1 array) | OA(64; 3; 27) | 91789 | - | OA(64; 3; 28) | -1 | - | OA(64; 3; 29) | -1 | - | OA(64; 3; 210) | -1 | - | OA(64; 3; 211) | -1 | - | OA(64; 3; 212) | -1 | - | OA(64; 3; 213) | -1 | - | OA(64; 3; 214) | -1 | - | OA(64; 3; 215) | -1 | - | OA(64; 3; 216) | -1 | - | OA(64; 3; 217) | -1 | - | OA(64; 3; 218) | -1 | - | OA(64; 3; 219) | -1 | - | OA(64; 3; 220) | -1 | - | OA(64; 3; 221) | -1 | - | OA(64; 3; 222) | -1 | - | OA(64; 3; 223) | -1 | - | OA(64; 3; 224) | -1 | - | OA(64; 3; 225) | -1 | - | OA(64; 3; 226) | -1 | - | OA(64; 3; 227) | -1 | - | OA(64; 3; 228) | -1 | - | OA(64; 3; 229) | -1 | - | OA(64; 3; 230) | -1 | - | OA(64; 3; 231) | -1 | - | OA(64; 3; 232) | -1 | - | OA(64; 3; 233) | -1 | - | OA(64; 3; 234) | -1 | - | OA(64; 3; 235) | -1 | - |
Design: 64.2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2 k 4: 5 arrays k 5: 19 arrays k 6: 358 arrays k 7: 91789 arrays k 8: -1 arrays k 9: -1 arrays k 10: -1 arrays k 11: -1 arrays k 12: -1 arrays k 13: -1 arrays k 14: -1 arrays k 15: -1 arrays k 16: -1 arrays k 17: -1 arrays k 18: -1 arrays k 19: -1 arrays k 20: -1 arrays k 21: -1 arrays k 22: -1 arrays k 23: -1 arrays k 24: -1 arrays k 25: -1 arrays k 26: -1 arrays k 27: -1 arrays k 28: -1 arrays k 29: -1 arrays k 30: -1 arrays k 31: -1 arrays k 32: -1 arrays k 33: -1 arrays k 34: -1 arrays k 35: -1 arrays Time: -1.00 [s] Strength: 3