Best found linear codes over Z25 of size 5^7:


To get more detailed infos about the codes, click on the entries in the table.
For an explanation of what the different colors mean, look below.

n best 2+2+1+1+1 2+2+2+1
45 5
510 5 10
612 10 12
715 10 15
820 15 20
925 20 25
1029 25 29
1132 30 32
1237 30 37
1340 35 40
1445 40 45
1548 45 48
1653 45 53
1755 50 55
1860 55 60
1965 60 65
2069 60 69
2173 65 73
2275 70 75
2380 75 80
2483 75 83
2587 80 87
2691 85 91
2795 90 95
28100 94 100
29103 95 103
30107 100 107
31111 105 111
32115 110 115
33120 110 120
34123 115 123
35127 120 127
36130 125 130
37135 125 135
38140 130 140
39141 135 141
40147 140 147
41150 145 150
42154 145 154
43158 150 158
44162 155 162
45166 160 166
46170 160 170
47174 165 174
48179 170 179
49182 175 182
50186 180 186
51190 180 190
52194 185 194
53198 190 198
54202 195 202
55205 200 205
56210 200 210
57214 205 214
58218 210 218
59221 215 221
60225 215 225
61229 220 229
62233 225 233
63236 230 236
64240 235 240
65245 235 245
66249 240 249
67253 245 253
68257 250 257
69260 255 260
70265 255 265
71269 260 269
72273 265 273
73277 270 277
74280 270 280
75285 275 285
76289 280 289
77293 285 293
78295 290 295
79300 290 300
80304 295 304
81308 300 308
82312 305 312
83316 310 316
84320 310 320
85325 315 325
86329 320 329
87332 325 332
88335 325 335
89340 330 340
90345 335 345
91348 348
92352 352
93356 356
94360 360
95365 365
96367 367
97371 371
98375 375
99379 379

The color scheme indicates how the homogeneous minimum distance of the entry compares to that of other linear codes over Z25 of the same length and size 5^7.
It is as follows:
d This code has the best minimum distance within our database, however it is possible that better ones exist.
d This code has optimal minimum distance.
d There are better codes of same size and length but different shape in the database.

Best found linear codes over Z25 in dependence of the size
Comparison of the Gray images for q = 5 and size = 5^7
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