# fixed-length edit-metric code, abrahamyeung.com/edit-codes/ # q = 4 # n = 7 # d = 4 # size = 72 # sha256(codewords) = 85cb1ceb68de50ccc1566cddddc8240d28b328cbb2b688e8cc0520bc74aeb391 # original header: # | quaternary edit-metric code, minimum Levenshtein distance d # | n = 7 # | d = 4 # | q = 4 # | size = 72 # | invariant under |H|=8 DIAGONAL [proj|S4|=8] gen~(0, 1, 3, 2)+rev # | found by search/editq.py (C ARW local search on the orbit graph) # | sha256(codewords) = 85cb1ceb68de50ccc1566cddddc8240d28b328cbb2b688e8cc0520bc74aeb391 0000022 0001210 0012221 0020300 0022132 0033333 0110212 0120033 0131000 0203223 0210130 0221103 0222011 0233112 0303302 0311313 0323231 0330220 1001303 1020111 1031122 1103330 1110301 1111133 1122222 1131211 1133023 1200202 1212213 1221331 1232320 1301021 1312332 1322003 1330012 1333100 2000233 2003321 2011330 2021001 2032312 2101013 2112002 2121120 2133131 2200310 2202122 2211111 2222200 2223032 2230003 2302211 2313222 2332030 3003113 3010102 3022020 3030031 3100221 3111322 3112230 3123203 3130110 3202333 3213300 3223121 3300000 3311201 3313033 3321112 3332123 3333311