Usage of Method: Construction X with Algebraic-Geometric Codes
Appears in the following modes: “Constructive and linear” (11953 times), “Linear” (5834 times).
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| Incarnation | Mode | ||
|---|---|---|---|
| 17601 | Linear OA(25665, 527, F256, 50) (dual of [527, 462, 51]-code) | Linear | [i] |
| 17602 | Linear OA(25664, 527, F256, 49) (dual of [527, 463, 50]-code) | Linear | [i] |
| 17603 | Linear OA(25663, 527, F256, 48) (dual of [527, 464, 49]-code) | Linear | [i] |
| 17604 | Linear OA(25662, 527, F256, 47) (dual of [527, 465, 48]-code) | Linear | [i] |
| 17605 | Linear OA(25661, 527, F256, 46) (dual of [527, 466, 47]-code) | Linear | [i] |
| 17606 | Linear OA(25660, 527, F256, 45) (dual of [527, 467, 46]-code) | Linear | [i] |
| 17607 | Linear OA(25659, 527, F256, 44) (dual of [527, 468, 45]-code) | Linear | [i] |
| 17608 | Linear OA(25658, 527, F256, 43) (dual of [527, 469, 44]-code) | Linear | [i] |
| 17609 | Linear OA(25657, 527, F256, 42) (dual of [527, 470, 43]-code) | Linear | [i] |
| 17610 | Linear OA(25656, 527, F256, 41) (dual of [527, 471, 42]-code) | Linear | [i] |
| 17611 | Linear OA(25655, 527, F256, 40) (dual of [527, 472, 41]-code) | Linear | [i] |
| 17612 | Linear OA(25654, 527, F256, 39) (dual of [527, 473, 40]-code) | Linear | [i] |
| 17613 | Linear OA(25653, 527, F256, 38) (dual of [527, 474, 39]-code) | Linear | [i] |
| 17614 | Linear OA(25652, 527, F256, 37) (dual of [527, 475, 38]-code) | Linear | [i] |
| 17615 | Linear OA(25651, 527, F256, 36) (dual of [527, 476, 37]-code) | Linear | [i] |
| 17616 | Linear OA(25650, 527, F256, 35) (dual of [527, 477, 36]-code) | Linear | [i] |
| 17617 | Linear OA(25649, 527, F256, 34) (dual of [527, 478, 35]-code) | Linear | [i] |
| 17618 | Linear OA(25648, 527, F256, 33) (dual of [527, 479, 34]-code) | Linear | [i] |
| 17619 | Linear OA(25647, 527, F256, 32) (dual of [527, 480, 33]-code) | Linear | [i] |
| 17620 | Linear OA(25646, 527, F256, 31) (dual of [527, 481, 32]-code) | Linear | [i] |
| 17621 | Linear OA(25645, 527, F256, 30) (dual of [527, 482, 31]-code) | Linear | [i] |
| 17622 | Linear OA(25644, 527, F256, 29) (dual of [527, 483, 30]-code) | Linear | [i] |
| 17623 | Linear OA(25643, 527, F256, 28) (dual of [527, 484, 29]-code) | Linear | [i] |
| 17624 | Linear OA(25642, 527, F256, 27) (dual of [527, 485, 28]-code) | Linear | [i] |
| 17625 | Linear OA(25641, 527, F256, 26) (dual of [527, 486, 27]-code) | Linear | [i] |
| 17626 | Linear OA(25640, 527, F256, 25) (dual of [527, 487, 26]-code) | Linear | [i] |
| 17627 | Linear OA(25639, 527, F256, 24) (dual of [527, 488, 25]-code) | Linear | [i] |
| 17628 | Linear OA(25668, 529, F256, 52) (dual of [529, 461, 53]-code) | Linear | [i] |
| 17629 | Linear OA(25667, 529, F256, 51) (dual of [529, 462, 52]-code) | Linear | [i] |
| 17630 | Linear OA(25666, 529, F256, 50) (dual of [529, 463, 51]-code) | Linear | [i] |
| 17631 | Linear OA(25665, 529, F256, 49) (dual of [529, 464, 50]-code) | Linear | [i] |
| 17632 | Linear OA(25664, 529, F256, 48) (dual of [529, 465, 49]-code) | Linear | [i] |
| 17633 | Linear OA(25663, 529, F256, 47) (dual of [529, 466, 48]-code) | Linear | [i] |
| 17634 | Linear OA(25662, 529, F256, 46) (dual of [529, 467, 47]-code) | Linear | [i] |
| 17635 | Linear OA(25661, 529, F256, 45) (dual of [529, 468, 46]-code) | Linear | [i] |
| 17636 | Linear OA(25660, 529, F256, 44) (dual of [529, 469, 45]-code) | Linear | [i] |
| 17637 | Linear OA(25659, 529, F256, 43) (dual of [529, 470, 44]-code) | Linear | [i] |
| 17638 | Linear OA(25658, 529, F256, 42) (dual of [529, 471, 43]-code) | Linear | [i] |
| 17639 | Linear OA(25657, 529, F256, 41) (dual of [529, 472, 42]-code) | Linear | [i] |
| 17640 | Linear OA(25656, 529, F256, 40) (dual of [529, 473, 41]-code) | Linear | [i] |
| 17641 | Linear OA(25655, 529, F256, 39) (dual of [529, 474, 40]-code) | Linear | [i] |
| 17642 | Linear OA(25654, 529, F256, 38) (dual of [529, 475, 39]-code) | Linear | [i] |
| 17643 | Linear OA(25653, 529, F256, 37) (dual of [529, 476, 38]-code) | Linear | [i] |
| 17644 | Linear OA(25652, 529, F256, 36) (dual of [529, 477, 37]-code) | Linear | [i] |
| 17645 | Linear OA(25651, 529, F256, 35) (dual of [529, 478, 36]-code) | Linear | [i] |
| 17646 | Linear OA(25650, 529, F256, 34) (dual of [529, 479, 35]-code) | Linear | [i] |
| 17647 | Linear OA(25649, 529, F256, 33) (dual of [529, 480, 34]-code) | Linear | [i] |
| 17648 | Linear OA(25648, 529, F256, 32) (dual of [529, 481, 33]-code) | Linear | [i] |
| 17649 | Linear OA(25647, 529, F256, 31) (dual of [529, 482, 32]-code) | Linear | [i] |
| 17650 | Linear OA(25646, 529, F256, 30) (dual of [529, 483, 31]-code) | Linear | [i] |
| 17651 | Linear OA(25645, 529, F256, 29) (dual of [529, 484, 30]-code) | Linear | [i] |
| 17652 | Linear OA(25644, 529, F256, 28) (dual of [529, 485, 29]-code) | Linear | [i] |
| 17653 | Linear OA(25643, 529, F256, 27) (dual of [529, 486, 28]-code) | Linear | [i] |
| 17654 | Linear OA(25642, 529, F256, 26) (dual of [529, 487, 27]-code) | Linear | [i] |
| 17655 | Linear OA(25668, 531, F256, 51) (dual of [531, 463, 52]-code) | Linear | [i] |
| 17656 | Linear OA(25667, 531, F256, 50) (dual of [531, 464, 51]-code) | Linear | [i] |
| 17657 | Linear OA(25666, 531, F256, 49) (dual of [531, 465, 50]-code) | Linear | [i] |
| 17658 | Linear OA(25665, 531, F256, 48) (dual of [531, 466, 49]-code) | Linear | [i] |
| 17659 | Linear OA(25664, 531, F256, 47) (dual of [531, 467, 48]-code) | Linear | [i] |
| 17660 | Linear OA(25663, 531, F256, 46) (dual of [531, 468, 47]-code) | Linear | [i] |
| 17661 | Linear OA(25662, 531, F256, 45) (dual of [531, 469, 46]-code) | Linear | [i] |
| 17662 | Linear OA(25661, 531, F256, 44) (dual of [531, 470, 45]-code) | Linear | [i] |
| 17663 | Linear OA(25660, 531, F256, 43) (dual of [531, 471, 44]-code) | Linear | [i] |
| 17664 | Linear OA(25659, 531, F256, 42) (dual of [531, 472, 43]-code) | Linear | [i] |
| 17665 | Linear OA(25658, 531, F256, 41) (dual of [531, 473, 42]-code) | Linear | [i] |
| 17666 | Linear OA(25657, 531, F256, 40) (dual of [531, 474, 41]-code) | Linear | [i] |
| 17667 | Linear OA(25656, 531, F256, 39) (dual of [531, 475, 40]-code) | Linear | [i] |
| 17668 | Linear OA(25655, 531, F256, 38) (dual of [531, 476, 39]-code) | Linear | [i] |
| 17669 | Linear OA(25654, 531, F256, 37) (dual of [531, 477, 38]-code) | Linear | [i] |
| 17670 | Linear OA(25653, 531, F256, 36) (dual of [531, 478, 37]-code) | Linear | [i] |
| 17671 | Linear OA(25652, 531, F256, 35) (dual of [531, 479, 36]-code) | Linear | [i] |
| 17672 | Linear OA(25651, 531, F256, 34) (dual of [531, 480, 35]-code) | Linear | [i] |
| 17673 | Linear OA(25650, 531, F256, 33) (dual of [531, 481, 34]-code) | Linear | [i] |
| 17674 | Linear OA(25649, 531, F256, 32) (dual of [531, 482, 33]-code) | Linear | [i] |
| 17675 | Linear OA(25648, 531, F256, 31) (dual of [531, 483, 32]-code) | Linear | [i] |
| 17676 | Linear OA(25647, 531, F256, 30) (dual of [531, 484, 31]-code) | Linear | [i] |
| 17677 | Linear OA(25646, 531, F256, 29) (dual of [531, 485, 30]-code) | Linear | [i] |
| 17678 | Linear OA(25645, 531, F256, 28) (dual of [531, 486, 29]-code) | Linear | [i] |
| 17679 | Linear OA(25644, 531, F256, 27) (dual of [531, 487, 28]-code) | Linear | [i] |
| 17680 | Linear OA(25668, 533, F256, 50) (dual of [533, 465, 51]-code) | Linear | [i] |
| 17681 | Linear OA(25667, 533, F256, 49) (dual of [533, 466, 50]-code) | Linear | [i] |
| 17682 | Linear OA(25666, 533, F256, 48) (dual of [533, 467, 49]-code) | Linear | [i] |
| 17683 | Linear OA(25665, 533, F256, 47) (dual of [533, 468, 48]-code) | Linear | [i] |
| 17684 | Linear OA(25664, 533, F256, 46) (dual of [533, 469, 47]-code) | Linear | [i] |
| 17685 | Linear OA(25663, 533, F256, 45) (dual of [533, 470, 46]-code) | Linear | [i] |
| 17686 | Linear OA(25662, 533, F256, 44) (dual of [533, 471, 45]-code) | Linear | [i] |
| 17687 | Linear OA(25661, 533, F256, 43) (dual of [533, 472, 44]-code) | Linear | [i] |
| 17688 | Linear OA(25660, 533, F256, 42) (dual of [533, 473, 43]-code) | Linear | [i] |
| 17689 | Linear OA(25659, 533, F256, 41) (dual of [533, 474, 42]-code) | Linear | [i] |
| 17690 | Linear OA(25658, 533, F256, 40) (dual of [533, 475, 41]-code) | Linear | [i] |
| 17691 | Linear OA(25657, 533, F256, 39) (dual of [533, 476, 40]-code) | Linear | [i] |
| 17692 | Linear OA(25656, 533, F256, 38) (dual of [533, 477, 39]-code) | Linear | [i] |
| 17693 | Linear OA(25655, 533, F256, 37) (dual of [533, 478, 38]-code) | Linear | [i] |
| 17694 | Linear OA(25654, 533, F256, 36) (dual of [533, 479, 37]-code) | Linear | [i] |
| 17695 | Linear OA(25653, 533, F256, 35) (dual of [533, 480, 36]-code) | Linear | [i] |
| 17696 | Linear OA(25652, 533, F256, 34) (dual of [533, 481, 35]-code) | Linear | [i] |
| 17697 | Linear OA(25651, 533, F256, 33) (dual of [533, 482, 34]-code) | Linear | [i] |
| 17698 | Linear OA(25650, 533, F256, 32) (dual of [533, 483, 33]-code) | Linear | [i] |
| 17699 | Linear OA(25649, 533, F256, 31) (dual of [533, 484, 32]-code) | Linear | [i] |
| 17700 | Linear OA(25648, 533, F256, 30) (dual of [533, 485, 31]-code) | Linear | [i] |