# fixed-length edit-metric code, abrahamyeung.com/edit-codes/ # q = 2 # n = 16 # d = 5 # size = 70 # sha256(codewords) = f43325da6ab2ccfca906f8bd5c447b30ac8d551ce668438428eaa7aecb4301ff # original header: # | binary edit-metric code, minimum Levenshtein distance 5 # | n = 16 # | d = 5 # | q = 2 # | size = 70 # | found by search/lex_pairwise.c order=lex seed=0 # | sha256(codewords) = f43325da6ab2ccfca906f8bd5c447b30ac8d551ce668438428eaa7aecb4301ff 0000000000000000 0000000000011111 0000000011100011 0000000011111100 0000001100100101 0000010100101110 0000011010110000 0000011101111011 0000100101001100 0000101111000001 0000110000101001 0000111111011110 0001010001000111 0001010111001010 0001100000110110 0001100111110101 0001110011010000 0001111000000010 0001111011001101 0010000101101001 0010011011000110 0010100110111110 0010101000111000 0010111100010111 0011000100000011 0011011000100100 0011011110111001 0011100011101111 0011111111100000 0100001110001000 0100100100110011 0100101011111111 0101001000001101 0101101110100111 0101110100111101 0101111101011000 0110000001001110 0110001001100000 0110010110101011 0110011111110100 0110111010000000 0111000001010001 0111010101101100 0111100110001001 0111110000001111 0111111001110110 1000100011010110 1000101100011101 1000111010010011 1001111001111100 1010001110100010 1010111111101011 1011000000010100 1011001110011111 1011100101110010 1011111100001100 1100000001000101 1100000101111000 1100001100110110 1100110000110000 1100110001011111 1101001010010001 1101101101000010 1110000011110111 1110010110000100 1110101111000111 1110111001100101 1111001101011100 1111010000111110 1111101111110001