MinT - Best Known (18, 18+7, s)-Nets in Base 256

Best Known (18, 18+7, s)-Nets in Base 256

(18, 18+7, 5592832)-Net over F₂₅₆ — Constructive and digital

Digital (18, 25, 5592832)-net over F₂₅₆, using

net defined by OOA [i] based on linear OOA(256²⁵, 5592832, F₂₅₆, 7, 7) (dual of [(5592832, 7), 39149799, 8]-NRT-code), using
- appending kth column [i] based on linear OOA(256²⁵, 5592832, F₂₅₆, 6, 7) (dual of [(5592832, 6), 33556967, 8]-NRT-code), using
  - generalized (u,Â u+v)-construction [i] based on
    1. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code), using
      - discarding factors / shortening the dual code based on linear OOA(256⁰, s, F₂₅₆, 6, 0) with arbitrarily large s, using
        OOA with only one run / dual of NRT-code without redundancy [i]
    2. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    3. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    4. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    5. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    6. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    7. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    8. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    9. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    10. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    11. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    12. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    13. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    14. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    15. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    16. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    17. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    18. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    19. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    20. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    21. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    22. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    23. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    24. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    25. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    26. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    27. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    28. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    29. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    30. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    31. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    32. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    33. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    34. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    35. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    36. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    37. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    38. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    39. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    40. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    41. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    42. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    43. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    44. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    45. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    46. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    47. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    48. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    49. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    50. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    51. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    52. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    53. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    54. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    55. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    56. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    57. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    58. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    59. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    60. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    61. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    62. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    63. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    64. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    65. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    66. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    67. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    68. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    69. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    70. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    71. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    72. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    73. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    74. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    75. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    76. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    77. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    78. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    79. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    80. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    81. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    82. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    83. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    84. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    85. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    86. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    87. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    88. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    89. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    90. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    91. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    92. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    93. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    94. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    95. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    96. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    97. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    98. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    99. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    100. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    101. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    102. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    103. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    104. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    105. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    106. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    107. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    108. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    109. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    110. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    111. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    112. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    113. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    114. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    115. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    116. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    117. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    118. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    119. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    120. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    121. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    122. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    123. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    124. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    125. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    126. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    127. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    128. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    129. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    130. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    131. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    132. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    133. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    134. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    135. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    136. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    137. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    138. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    139. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    140. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    141. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    142. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    143. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    144. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    145. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    146. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    147. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    148. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    149. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    150. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    151. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    152. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    153. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    154. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    155. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    156. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    157. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    158. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    159. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    160. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    161. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    162. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    163. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    164. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    165. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    166. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    167. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    168. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    169. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    170. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    171. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    172. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    173. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    174. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    175. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    176. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    177. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    178. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    179. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    180. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    181. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    182. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    183. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    184. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    185. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    186. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    187. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    188. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    189. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    190. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    191. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    192. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    193. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    194. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    195. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    196. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    197. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    198. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    199. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    200. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    201. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    202. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    203. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    204. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    205. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    206. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    207. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    208. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    209. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    210. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    211. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    212. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    213. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    214. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    215. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    216. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    217. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    218. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    219. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    220. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    221. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    222. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    223. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    224. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    225. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    226. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    227. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    228. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    229. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    230. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    231. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    232. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    233. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    234. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    235. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    236. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    237. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    238. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    239. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    240. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    241. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    242. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    243. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    244. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    245. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    246. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    247. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    248. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    249. linear OOA(256⁰, 21847, F₂₅₆, 6, 0) (dual of [(21847, 6), 131082, 1]-NRT-code) (see above)
    250. linear OOA(256¹, 21847, F₂₅₆, 6, 1) (dual of [(21847, 6), 131081, 2]-NRT-code), using
      - discarding factors / shortening the dual code based on linear OOA(256¹, s, F₂₅₆, 6, 1) with arbitrarily large s, using
        appending 5 arbitrary columns [i] based on linear OA(256¹, s, F₂₅₆, 1) (dual of [s, s−1, 2]-code) with arbitrarily large s, using
        parity-check code [i]
    251. linear OOA(256¹, 21847, F₂₅₆, 6, 1) (dual of [(21847, 6), 131081, 2]-NRT-code) (see above)
    252. linear OOA(256¹, 21847, F₂₅₆, 6, 1) (dual of [(21847, 6), 131081, 2]-NRT-code) (see above)
    253. linear OOA(256¹, 21847, F₂₅₆, 6, 1) (dual of [(21847, 6), 131081, 2]-NRT-code) (see above)
    254. linear OOA(256³, 21847, F₂₅₆, 6, 2) (dual of [(21847, 6), 131079, 3]-NRT-code), using
      - discarding factors / shortening the dual code based on linear OOA(256³, 65793, F₂₅₆, 6, 2) (dual of [(65793, 6), 394755, 3]-NRT-code), using
        appending 4 arbitrary columns [i] based on linear OOA(256³, 65793, F₂₅₆, 2, 2) (dual of [(65793, 2), 131583, 3]-NRT-code), using
        appending kth column [i] based on linear OA(256³, 65793, F₂₅₆, 2) (dual of [65793, 65790, 3]-code), using
        Hamming code H(3,256) [i]
    255. linear OOA(256⁴, 21847, F₂₅₆, 6, 3) (dual of [(21847, 6), 131078, 4]-NRT-code), using
      - discarding factors / shortening the dual code based on linear OOA(256⁴, 65537, F₂₅₆, 6, 3) (dual of [(65537, 6), 393218, 4]-NRT-code), using
        appending 3 arbitrary columns [i] based on linear OOA(256⁴, 65537, F₂₅₆, 3, 3) (dual of [(65537, 3), 196607, 4]-NRT-code), using
        appending kth column [i] based on linear OOA(256⁴, 65537, F₂₅₆, 2, 3) (dual of [(65537, 2), 131070, 4]-NRT-code), using
        OAs with strength 3, bÂ â‰ Â 2, and mÂ >Â 3 are always embeddable [i] based on linear OA(256⁴, 65537, F₂₅₆, 3) (dual of [65537, 65533, 4]-code or 65537-cap in PG(3,256)), using
        ovoid in PG(3,Â 256) [i]
    256. linear OOA(256¹⁴, 21847, F₂₅₆, 6, 7) (dual of [(21847, 6), 131068, 8]-NRT-code), using
      - OOA 3-folding and stacking with additional row [i] based on linear OA(256¹⁴, 65542, F₂₅₆, 7) (dual of [65542, 65528, 8]-code), using
        constructionÂ X applied to C([0,3]) âŠ‚ C([0,2]) [i] based on
        linear OA(256¹³, 65537, F₂₅₆, 7) (dual of [65537, 65524, 8]-code), using the expurgated narrow-sense BCH-code C(I) with length 65537Â | 256⁴âˆ’1, defining interval IÂ =Â [0,3], and minimum distance dÂ â‰¥ |{−3,−2,…,3}|+1Â =Â 8 (BCH-bound) [i]
        linear OA(256⁹, 65537, F₂₅₆, 5) (dual of [65537, 65528, 6]-code), using the expurgated narrow-sense BCH-code C(I) with length 65537Â | 256⁴âˆ’1, defining interval IÂ =Â [0,2], and minimum distance dÂ â‰¥ |{−2,−1,0,1,2}|+1Â =Â 6 (BCH-bound) [i]
        linear OA(256¹, 5, F₂₅₆, 1) (dual of [5, 4, 2]-code), using
        discarding factors / shortening the dual code based on linear OA(256¹, s, F₂₅₆, 1) (dual of [s, s−1, 2]-code) with arbitrarily large s (see above)

(18, 18+7, large)-Net over F₂₅₆ — Digital

Digital (18, 25, large)-net over F₂₅₆, using

2 times m-reduction [i] based on digital (18, 27, large)-net over F₂₅₆, using
- embedding of OOA with Gilbertâ€“VarÅ¡amov bound [i] based on linear OA(256²⁷, large, F₂₅₆, 9) (dual of [large, large−27, 10]-code), using
  - 2 times code embedding in larger space [i] based on linear OA(256²⁵, large, F₂₅₆, 9) (dual of [large, large−25, 10]-code), using
    - the primitive expurgated narrow-sense BCH-code C(I) with length 16777215Â = 256³âˆ’1, defining interval IÂ =Â [0,8], and designed minimum distance dÂ â‰¥Â |I|+1Â =Â 10 [i]

(18, 18+7, large)-Net in Base 256 — Upper bound on s

There is no (18, 25, large)-net in base 256, because

5 times m-reduction [i] would yield (18, 20, large)-net in base 256, but
- mutually orthogonal hypercube bound [i]

Best Known (18, 18+7, s)-Nets in Base 256

(18, 18+7, 5592832)-Net over F256 — Constructive and digital

(18, 18+7, large)-Net over F256 — Digital

(18, 18+7, large)-Net in Base 256 — Upper bound on s

(18, 18+7, 5592832)-Net over F₂₅₆ — Constructive and digital

(18, 18+7, large)-Net over F₂₅₆ — Digital