Usage of Method: Repetition Code
Appears in the following modes: “Constructive and linear” (2203 times).
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Incarnation | Mode | ||
---|---|---|---|
2101 | Linear OA(12845, 46, F128, 45) (dual of [46, 1, 46]-code or 46-arc in PG(44,128)) | Constructive and linear | [i] |
2102 | Linear OA(12846, 47, F128, 46) (dual of [47, 1, 47]-code or 47-arc in PG(45,128)) | Constructive and linear | [i] |
2103 | Linear OA(12847, 48, F128, 47) (dual of [48, 1, 48]-code or 48-arc in PG(46,128)) | Constructive and linear | [i] |
2104 | Linear OA(12848, 49, F128, 48) (dual of [49, 1, 49]-code or 49-arc in PG(47,128)) | Constructive and linear | [i] |
2105 | Linear OA(12849, 50, F128, 49) (dual of [50, 1, 50]-code or 50-arc in PG(48,128)) | Constructive and linear | [i] |
2106 | Linear OA(12850, 51, F128, 50) (dual of [51, 1, 51]-code or 51-arc in PG(49,128)) | Constructive and linear | [i] |
2107 | Linear OA(12851, 52, F128, 51) (dual of [52, 1, 52]-code or 52-arc in PG(50,128)) | Constructive and linear | [i] |
2108 | Linear OA(12852, 53, F128, 52) (dual of [53, 1, 53]-code or 53-arc in PG(51,128)) | Constructive and linear | [i] |
2109 | Linear OA(12853, 54, F128, 53) (dual of [54, 1, 54]-code or 54-arc in PG(52,128)) | Constructive and linear | [i] |
2110 | Linear OA(12854, 55, F128, 54) (dual of [55, 1, 55]-code or 55-arc in PG(53,128)) | Constructive and linear | [i] |
2111 | Linear OA(12855, 56, F128, 55) (dual of [56, 1, 56]-code or 56-arc in PG(54,128)) | Constructive and linear | [i] |
2112 | Linear OA(12856, 57, F128, 56) (dual of [57, 1, 57]-code or 57-arc in PG(55,128)) | Constructive and linear | [i] |
2113 | Linear OA(12857, 58, F128, 57) (dual of [58, 1, 58]-code or 58-arc in PG(56,128)) | Constructive and linear | [i] |
2114 | Linear OA(12858, 59, F128, 58) (dual of [59, 1, 59]-code or 59-arc in PG(57,128)) | Constructive and linear | [i] |
2115 | Linear OA(12859, 60, F128, 59) (dual of [60, 1, 60]-code or 60-arc in PG(58,128)) | Constructive and linear | [i] |
2116 | Linear OA(12860, 61, F128, 60) (dual of [61, 1, 61]-code or 61-arc in PG(59,128)) | Constructive and linear | [i] |
2117 | Linear OA(12861, 62, F128, 61) (dual of [62, 1, 62]-code or 62-arc in PG(60,128)) | Constructive and linear | [i] |
2118 | Linear OA(12862, 63, F128, 62) (dual of [63, 1, 63]-code or 63-arc in PG(61,128)) | Constructive and linear | [i] |
2119 | Linear OA(12863, 64, F128, 63) (dual of [64, 1, 64]-code or 64-arc in PG(62,128)) | Constructive and linear | [i] |
2120 | Linear OA(12864, 65, F128, 64) (dual of [65, 1, 65]-code or 65-arc in PG(63,128)) | Constructive and linear | [i] |
2121 | Linear OA(12865, 66, F128, 65) (dual of [66, 1, 66]-code or 66-arc in PG(64,128)) | Constructive and linear | [i] |
2122 | Linear OA(12866, 67, F128, 66) (dual of [67, 1, 67]-code or 67-arc in PG(65,128)) | Constructive and linear | [i] |
2123 | Linear OA(12867, 68, F128, 67) (dual of [68, 1, 68]-code or 68-arc in PG(66,128)) | Constructive and linear | [i] |
2124 | Linear OA(12868, 69, F128, 68) (dual of [69, 1, 69]-code or 69-arc in PG(67,128)) | Constructive and linear | [i] |
2125 | Linear OA(12869, 70, F128, 69) (dual of [70, 1, 70]-code or 70-arc in PG(68,128)) | Constructive and linear | [i] |
2126 | Linear OA(12870, 71, F128, 70) (dual of [71, 1, 71]-code or 71-arc in PG(69,128)) | Constructive and linear | [i] |
2127 | Linear OA(12871, 72, F128, 71) (dual of [72, 1, 72]-code or 72-arc in PG(70,128)) | Constructive and linear | [i] |
2128 | Linear OA(12872, 73, F128, 72) (dual of [73, 1, 73]-code or 73-arc in PG(71,128)) | Constructive and linear | [i] |
2129 | Linear OA(12873, 74, F128, 73) (dual of [74, 1, 74]-code or 74-arc in PG(72,128)) | Constructive and linear | [i] |
2130 | Linear OA(12874, 75, F128, 74) (dual of [75, 1, 75]-code or 75-arc in PG(73,128)) | Constructive and linear | [i] |
2131 | Linear OA(12875, 76, F128, 75) (dual of [76, 1, 76]-code or 76-arc in PG(74,128)) | Constructive and linear | [i] |
2132 | Linear OA(12876, 77, F128, 76) (dual of [77, 1, 77]-code or 77-arc in PG(75,128)) | Constructive and linear | [i] |
2133 | Linear OA(12877, 78, F128, 77) (dual of [78, 1, 78]-code or 78-arc in PG(76,128)) | Constructive and linear | [i] |
2134 | Linear OA(12878, 79, F128, 78) (dual of [79, 1, 79]-code or 79-arc in PG(77,128)) | Constructive and linear | [i] |
2135 | Linear OA(2560, 1, F256, 0) (dual of [1, 1, 1]-code) | Constructive and linear | [i] |
2136 | Linear OA(2561, 2, F256, 1) (dual of [2, 1, 2]-code) | Constructive and linear | [i] |
2137 | Linear OA(2562, 3, F256, 2) (dual of [3, 1, 3]-code or 3-arc in PG(1,256)) | Constructive and linear | [i] |
2138 | Linear OA(2563, 4, F256, 3) (dual of [4, 1, 4]-code or 4-arc in PG(2,256) or 4-cap in PG(2,256)) | Constructive and linear | [i] |
2139 | Linear OA(2564, 5, F256, 4) (dual of [5, 1, 5]-code or 5-arc in PG(3,256)) | Constructive and linear | [i] |
2140 | Linear OA(2565, 6, F256, 5) (dual of [6, 1, 6]-code or 6-arc in PG(4,256)) | Constructive and linear | [i] |
2141 | Linear OA(2566, 7, F256, 6) (dual of [7, 1, 7]-code or 7-arc in PG(5,256)) | Constructive and linear | [i] |
2142 | Linear OA(2567, 8, F256, 7) (dual of [8, 1, 8]-code or 8-arc in PG(6,256)) | Constructive and linear | [i] |
2143 | Linear OA(2568, 9, F256, 8) (dual of [9, 1, 9]-code or 9-arc in PG(7,256)) | Constructive and linear | [i] |
2144 | Linear OA(2569, 10, F256, 9) (dual of [10, 1, 10]-code or 10-arc in PG(8,256)) | Constructive and linear | [i] |
2145 | Linear OA(25610, 11, F256, 10) (dual of [11, 1, 11]-code or 11-arc in PG(9,256)) | Constructive and linear | [i] |
2146 | Linear OA(25611, 12, F256, 11) (dual of [12, 1, 12]-code or 12-arc in PG(10,256)) | Constructive and linear | [i] |
2147 | Linear OA(25612, 13, F256, 12) (dual of [13, 1, 13]-code or 13-arc in PG(11,256)) | Constructive and linear | [i] |
2148 | Linear OA(25613, 14, F256, 13) (dual of [14, 1, 14]-code or 14-arc in PG(12,256)) | Constructive and linear | [i] |
2149 | Linear OA(25614, 15, F256, 14) (dual of [15, 1, 15]-code or 15-arc in PG(13,256)) | Constructive and linear | [i] |
2150 | Linear OA(25615, 16, F256, 15) (dual of [16, 1, 16]-code or 16-arc in PG(14,256)) | Constructive and linear | [i] |
2151 | Linear OA(25616, 17, F256, 16) (dual of [17, 1, 17]-code or 17-arc in PG(15,256)) | Constructive and linear | [i] |
2152 | Linear OA(25617, 18, F256, 17) (dual of [18, 1, 18]-code or 18-arc in PG(16,256)) | Constructive and linear | [i] |
2153 | Linear OA(25618, 19, F256, 18) (dual of [19, 1, 19]-code or 19-arc in PG(17,256)) | Constructive and linear | [i] |
2154 | Linear OA(25619, 20, F256, 19) (dual of [20, 1, 20]-code or 20-arc in PG(18,256)) | Constructive and linear | [i] |
2155 | Linear OA(25620, 21, F256, 20) (dual of [21, 1, 21]-code or 21-arc in PG(19,256)) | Constructive and linear | [i] |
2156 | Linear OA(25621, 22, F256, 21) (dual of [22, 1, 22]-code or 22-arc in PG(20,256)) | Constructive and linear | [i] |
2157 | Linear OA(25622, 23, F256, 22) (dual of [23, 1, 23]-code or 23-arc in PG(21,256)) | Constructive and linear | [i] |
2158 | Linear OA(25623, 24, F256, 23) (dual of [24, 1, 24]-code or 24-arc in PG(22,256)) | Constructive and linear | [i] |
2159 | Linear OA(25624, 25, F256, 24) (dual of [25, 1, 25]-code or 25-arc in PG(23,256)) | Constructive and linear | [i] |
2160 | Linear OA(25625, 26, F256, 25) (dual of [26, 1, 26]-code or 26-arc in PG(24,256)) | Constructive and linear | [i] |
2161 | Linear OA(25626, 27, F256, 26) (dual of [27, 1, 27]-code or 27-arc in PG(25,256)) | Constructive and linear | [i] |
2162 | Linear OA(25627, 28, F256, 27) (dual of [28, 1, 28]-code or 28-arc in PG(26,256)) | Constructive and linear | [i] |
2163 | Linear OA(25628, 29, F256, 28) (dual of [29, 1, 29]-code or 29-arc in PG(27,256)) | Constructive and linear | [i] |
2164 | Linear OA(25629, 30, F256, 29) (dual of [30, 1, 30]-code or 30-arc in PG(28,256)) | Constructive and linear | [i] |
2165 | Linear OA(25630, 31, F256, 30) (dual of [31, 1, 31]-code or 31-arc in PG(29,256)) | Constructive and linear | [i] |
2166 | Linear OA(25631, 32, F256, 31) (dual of [32, 1, 32]-code or 32-arc in PG(30,256)) | Constructive and linear | [i] |
2167 | Linear OA(25632, 33, F256, 32) (dual of [33, 1, 33]-code or 33-arc in PG(31,256)) | Constructive and linear | [i] |
2168 | Linear OA(25633, 34, F256, 33) (dual of [34, 1, 34]-code or 34-arc in PG(32,256)) | Constructive and linear | [i] |
2169 | Linear OA(25634, 35, F256, 34) (dual of [35, 1, 35]-code or 35-arc in PG(33,256)) | Constructive and linear | [i] |
2170 | Linear OA(25635, 36, F256, 35) (dual of [36, 1, 36]-code or 36-arc in PG(34,256)) | Constructive and linear | [i] |
2171 | Linear OA(25636, 37, F256, 36) (dual of [37, 1, 37]-code or 37-arc in PG(35,256)) | Constructive and linear | [i] |
2172 | Linear OA(25637, 38, F256, 37) (dual of [38, 1, 38]-code or 38-arc in PG(36,256)) | Constructive and linear | [i] |
2173 | Linear OA(25638, 39, F256, 38) (dual of [39, 1, 39]-code or 39-arc in PG(37,256)) | Constructive and linear | [i] |
2174 | Linear OA(25639, 40, F256, 39) (dual of [40, 1, 40]-code or 40-arc in PG(38,256)) | Constructive and linear | [i] |
2175 | Linear OA(25640, 41, F256, 40) (dual of [41, 1, 41]-code or 41-arc in PG(39,256)) | Constructive and linear | [i] |
2176 | Linear OA(25641, 42, F256, 41) (dual of [42, 1, 42]-code or 42-arc in PG(40,256)) | Constructive and linear | [i] |
2177 | Linear OA(25642, 43, F256, 42) (dual of [43, 1, 43]-code or 43-arc in PG(41,256)) | Constructive and linear | [i] |
2178 | Linear OA(25643, 44, F256, 43) (dual of [44, 1, 44]-code or 44-arc in PG(42,256)) | Constructive and linear | [i] |
2179 | Linear OA(25644, 45, F256, 44) (dual of [45, 1, 45]-code or 45-arc in PG(43,256)) | Constructive and linear | [i] |
2180 | Linear OA(25645, 46, F256, 45) (dual of [46, 1, 46]-code or 46-arc in PG(44,256)) | Constructive and linear | [i] |
2181 | Linear OA(25646, 47, F256, 46) (dual of [47, 1, 47]-code or 47-arc in PG(45,256)) | Constructive and linear | [i] |
2182 | Linear OA(25647, 48, F256, 47) (dual of [48, 1, 48]-code or 48-arc in PG(46,256)) | Constructive and linear | [i] |
2183 | Linear OA(25648, 49, F256, 48) (dual of [49, 1, 49]-code or 49-arc in PG(47,256)) | Constructive and linear | [i] |
2184 | Linear OA(25649, 50, F256, 49) (dual of [50, 1, 50]-code or 50-arc in PG(48,256)) | Constructive and linear | [i] |
2185 | Linear OA(25650, 51, F256, 50) (dual of [51, 1, 51]-code or 51-arc in PG(49,256)) | Constructive and linear | [i] |
2186 | Linear OA(25651, 52, F256, 51) (dual of [52, 1, 52]-code or 52-arc in PG(50,256)) | Constructive and linear | [i] |
2187 | Linear OA(25652, 53, F256, 52) (dual of [53, 1, 53]-code or 53-arc in PG(51,256)) | Constructive and linear | [i] |
2188 | Linear OA(25653, 54, F256, 53) (dual of [54, 1, 54]-code or 54-arc in PG(52,256)) | Constructive and linear | [i] |
2189 | Linear OA(25654, 55, F256, 54) (dual of [55, 1, 55]-code or 55-arc in PG(53,256)) | Constructive and linear | [i] |
2190 | Linear OA(25655, 56, F256, 55) (dual of [56, 1, 56]-code or 56-arc in PG(54,256)) | Constructive and linear | [i] |
2191 | Linear OA(25656, 57, F256, 56) (dual of [57, 1, 57]-code or 57-arc in PG(55,256)) | Constructive and linear | [i] |
2192 | Linear OA(25657, 58, F256, 57) (dual of [58, 1, 58]-code or 58-arc in PG(56,256)) | Constructive and linear | [i] |
2193 | Linear OA(25658, 59, F256, 58) (dual of [59, 1, 59]-code or 59-arc in PG(57,256)) | Constructive and linear | [i] |
2194 | Linear OA(25659, 60, F256, 59) (dual of [60, 1, 60]-code or 60-arc in PG(58,256)) | Constructive and linear | [i] |
2195 | Linear OA(25660, 61, F256, 60) (dual of [61, 1, 61]-code or 61-arc in PG(59,256)) | Constructive and linear | [i] |
2196 | Linear OA(25661, 62, F256, 61) (dual of [62, 1, 62]-code or 62-arc in PG(60,256)) | Constructive and linear | [i] |
2197 | Linear OA(25662, 63, F256, 62) (dual of [63, 1, 63]-code or 63-arc in PG(61,256)) | Constructive and linear | [i] |
2198 | Linear OA(25663, 64, F256, 63) (dual of [64, 1, 64]-code or 64-arc in PG(62,256)) | Constructive and linear | [i] |
2199 | Linear OA(25664, 65, F256, 64) (dual of [65, 1, 65]-code or 65-arc in PG(63,256)) | Constructive and linear | [i] |
2200 | Linear OA(25665, 66, F256, 65) (dual of [66, 1, 66]-code or 66-arc in PG(64,256)) | Constructive and linear | [i] |