Information on Result #62725

There is no OA(16120, 294, S16, 110), because the linear programming bound shows that M ≥ 5163 898339 652977 786117 801946 121924 548638 356257 979360 212828 869792 290428 169649 144926 580550 976405 400680 227334 299534 218149 119609 129276 655870 587113 147038 314409 102414 676543 979952 268114 925477 342940 325104 332606 409819 280529 357514 664198 260814 651116 032492 483643 026939 787622 447303 775848 759296 / 1587 889732 247706 487992 888575 018143 166022 150661 383580 402154 689523 294369 559832 402766 791037 688773 365164 605925 357895 205261 149093 489594 946891 > 16120

Mode: Bound.

Optimality

Show details for fixed k and m, n and k, k and s, k and t, n and m, m and s, m and t, n and s, n and t.

Other Results with Identical Parameters

None.

Depending Results

The following results depend on this result:

ResultThis
result
only		Method
1No OA(16121, 295, S16, 111) [i]Truncation
2No OA(16122, 296, S16, 112) [i]
3No OA(16123, 297, S16, 113) [i]
4No OA(16124, 298, S16, 114) [i]
5No OA(16125, 299, S16, 115) [i]
6No OA(16126, 300, S16, 116) [i]
7No OA(16127, 301, S16, 117) [i]
8No OA(16128, 302, S16, 118) [i]
9No OA(16129, 303, S16, 119) [i]
10No OA(16130, 304, S16, 120) [i]
11No OOA(16121, 294, S16, 2, 111) [i]m-Reduction for OOAs
12No OOA(16122, 294, S16, 2, 112) [i]
13No OOA(16123, 294, S16, 2, 113) [i]
14No OOA(16124, 294, S16, 2, 114) [i]
15No OOA(16125, 294, S16, 2, 115) [i]
16No OOA(16126, 294, S16, 2, 116) [i]
17No OOA(16127, 294, S16, 2, 117) [i]
18No OOA(16128, 294, S16, 2, 118) [i]
19No OOA(16129, 294, S16, 2, 119) [i]
20No OOA(16130, 294, S16, 2, 120) [i]
21No OOA(16120, 294, S16, 2, 110) [i]Depth Reduction
22No (10, 120, 294)-net in base 16 [i]Extracting Embedded Orthogonal Array