The tables below display all half-cyclic code of lengths from 2 up to 14. They extend those given in the paper
by Jajcay, Potočnik and Wilson.
One of each associate pair of generating pairs is given. The triple of parameters [n,k,m] denotes, as usual, the length, the dimension and the minimal distance of the code, while [a,b] is the pair of the degrees of the generators. The next columns present canonical generators u and v without their trailing zeroes. The `type' column shows
|
|
Cyc | cyclic
|
Dih | dihedral
|
HC | half-cyclic
|
HDiEvn | even half-dihedral
|
HDiOdd | odd half-dihedral
|
--DG | degenerate
|
Codes of length 2:
[n,k,m] | [a,b] | u | v | type
|
[ 2, 1, 2 ] | [ 1, 1 ] | 11 | 11 | Dih-DG
|
[ 2, 2, 1 ] | [ 0, 0 ] | 1 | 1 | Dih
|
Codes of length 4:
[n,k,m] | [a,b] | u | v | type
|
[ 4, 1, 4 ] | [ 3, 3 ] | 1111 | 1111 | Dih-DG
|
[ 4, 2, 2 ] | [ 3, 1 ] | 1001 | 11 | HDiEvn-DG
|
[ 4, 2, 2 ] | [ 2, 2 ] | 101 | 101 | Dih
|
[ 4, 2, 2 ] | [ 2, 2 ] | 111 | 101 | HDiOdd
|
[ 4, 3, 1 ] | [ 2, 0 ] | 101 | 1 | HDiOdd
|
[ 4, 3, 2 ] | [ 1, 1 ] | 11 | 11 | Dih
|
[ 4, 4, 1 ] | [ 0, 0 ] | 1 | 1 | Dih
|
Codes of length 6:
[n,k,m] | [a,b] | u | v | type
|
[ 6, 1, 6 ] | [ 5, 5 ] | 111111 | 111111 | Dih-DG
|
[ 6, 2, 4 ] | [ 5, 3 ] | 100111 | 1111 | HDiEvn-DG
|
[ 6, 2, 3 ] | [ 4, 4 ] | 10101 | 10101 | Dih
|
[ 6, 2, 4 ] | [ 4, 4 ] | 11011 | 11011 | Dih
|
[ 6, 3, 2 ] | [ 5, 1 ] | 100001 | 11 | HDiEvn-DG
|
[ 6, 3, 2 ] | [ 4, 2 ] | 10101 | 101 | HDiOdd
|
[ 6, 3, 2 ] | [ 4, 2 ] | 10111 | 101 | HDiOdd
|
[ 6, 3, 3 ] | [ 4, 2 ] | 10101 | 111 | HDiOdd
|
[ 6, 3, 2 ] | [ 3, 3 ] | 1001 | 1001 | Dih
|
[ 6, 3, 3 ] | [ 3, 3 ] | 1111 | 1101 | HC
|
[ 6, 4, 1 ] | [ 4, 0 ] | 10101 | 1 | HDiOdd
|
[ 6, 4, 2 ] | [ 3, 1 ] | 1011 | 11 | HDiEvn
|
[ 6, 4, 2 ] | [ 2, 2 ] | 101 | 101 | Dih
|
[ 6, 4, 2 ] | [ 2, 2 ] | 111 | 111 | Dih
|
[ 6, 5, 1 ] | [ 2, 0 ] | 101 | 1 | HDiOdd
|
[ 6, 5, 2 ] | [ 1, 1 ] | 11 | 11 | Dih
|
[ 6, 6, 1 ] | [ 0, 0 ] | 1 | 1 | Dih
|
Codes of length 8:
[n,k,m] | [a,b] | u | v | type
|
[ 8, 1, 8 ] | [ 7, 7 ] | 11111111 | 11111111 | Dih-DG
|
[ 8, 2, 4 ] | [ 7, 5 ] | 10011001 | 110011 | HDiEvn-DG
|
[ 8, 2, 4 ] | [ 6, 6 ] | 1010101 | 1010101 | Dih
|
[ 8, 2, 4 ] | [ 6, 6 ] | 1110111 | 1010101 | HDiOdd
|
[ 8, 3, 4 ] | [ 7, 3 ] | 10011001 | 1111 | HDiEvn-DG
|
[ 8, 3, 2 ] | [ 6, 4 ] | 1010101 | 10001 | HDiOdd
|
[ 8, 3, 2 ] | [ 6, 4 ] | 1011111 | 10001 | HDiOdd
|
[ 8, 3, 4 ] | [ 6, 4 ] | 1010101 | 11011 | HDiOdd
|
[ 8, 3, 4 ] | [ 5, 5 ] | 100111 | 111001 | HDiOdd
|
[ 8, 3, 4 ] | [ 5, 5 ] | 110011 | 101101 | HDiEvn
|
[ 8, 3, 4 ] | [ 5, 5 ] | 110011 | 110011 | Dih
|
[ 8, 4, 2 ] | [ 7, 1 ] | 10000001 | 11 | HDiEvn-DG
|
[ 8, 4, 2 ] | [ 6, 2 ] | 1010101 | 101 | HDiOdd
|
[ 8, 4, 2 ] | [ 6, 2 ] | 1011101 | 101 | HDiOdd
|
[ 8, 4, 3 ] | [ 6, 2 ] | 1010101 | 111 | HDiOdd
|
[ 8, 4, 2 ] | [ 5, 3 ] | 100001 | 1001 | HDiEvn
|
[ 8, 4, 3 ] | [ 5, 3 ] | 100111 | 1101 | HC
|
[ 8, 4, 4 ] | [ 5, 3 ] | 101011 | 1111 | HDiEvn
|
[ 8, 4, 4 ] | [ 5, 3 ] | 101101 | 1111 | HDiEvn
|
[ 8, 4, 2 ] | [ 4, 4 ] | 10001 | 10001 | Dih
|
[ 8, 4, 2 ] | [ 4, 4 ] | 10011 | 10001 | HC
|
[ 8, 4, 2 ] | [ 4, 4 ] | 11001 | 10001 | HC
|
[ 8, 4, 2 ] | [ 4, 4 ] | 11011 | 10001 | HDiOdd
|
[ 8, 4, 3 ] | [ 4, 4 ] | 11111 | 11011 | HDiOdd
|
[ 8, 4, 4 ] | [ 4, 4 ] | 10111 | 11101 | HDiEvn
|
[ 8, 5, 1 ] | [ 6, 0 ] | 1010101 | 1 | HDiOdd
|
[ 8, 5, 2 ] | [ 5, 1 ] | 101101 | 11 | HDiEvn
|
[ 8, 5, 2 ] | [ 4, 2 ] | 10001 | 101 | HDiOdd
|
[ 8, 5, 2 ] | [ 4, 2 ] | 10001 | 111 | HDiOdd
|
[ 8, 5, 2 ] | [ 4, 2 ] | 10011 | 101 | HDiOdd
|
[ 8, 5, 2 ] | [ 3, 3 ] | 1011 | 1101 | HDiOdd
|
[ 8, 5, 2 ] | [ 3, 3 ] | 1111 | 1001 | HDiEvn
|
[ 8, 5, 2 ] | [ 3, 3 ] | 1111 | 1111 | Dih
|
[ 8, 6, 1 ] | [ 4, 0 ] | 10001 | 1 | HDiOdd
|
[ 8, 6, 2 ] | [ 3, 1 ] | 1001 | 11 | HDiEvn
|
[ 8, 6, 2 ] | [ 2, 2 ] | 101 | 101 | Dih
|
[ 8, 6, 2 ] | [ 2, 2 ] | 111 | 101 | HDiOdd
|
[ 8, 7, 1 ] | [ 2, 0 ] | 101 | 1 | HDiOdd
|
[ 8, 7, 2 ] | [ 1, 1 ] | 11 | 11 | Dih
|
[ 8, 8, 1 ] | [ 0, 0 ] | 1 | 1 | Dih
|
Codes of length 10:
[n,k,m] | [a,b] | u | v | type
|
[ 10, 1, 10 ] | [ 9, 9 ] | 1111111111 | 1111111111 | Dih-DG
|
[ 10, 2, 5 ] | [ 8, 8 ] | 101010101 | 101010101 | Dih
|
[ 10, 4, 4 ] | [ 9, 3 ] | 1000011001 | 1111 | HDiEvn-DG
|
[ 10, 4, 4 ] | [ 8, 4 ] | 101101101 | 11011 | HDiOdd
|
[ 10, 4, 4 ] | [ 7, 5 ] | 10000111 | 111001 | HC
|
[ 10, 4, 4 ] | [ 7, 5 ] | 10010011 | 101101 | HDiEvn
|
[ 10, 4, 4 ] | [ 6, 6 ] | 1001011 | 1111101 | HC
|
[ 10, 4, 4 ] | [ 6, 6 ] | 1011111 | 1101001 | HC
|
[ 10, 4, 4 ] | [ 6, 6 ] | 1100011 | 1100011 | Dih
|
[ 10, 5, 2 ] | [ 9, 1 ] | 1000000001 | 11 | HDiEvn-DG
|
[ 10, 5, 2 ] | [ 8, 2 ] | 101010101 | 101 | HDiOdd
|
[ 10, 5, 2 ] | [ 8, 2 ] | 101011101 | 101 | HDiOdd
|
[ 10, 5, 3 ] | [ 8, 2 ] | 101010101 | 111 | HDiOdd
|
[ 10, 5, 2 ] | [ 7, 3 ] | 10000001 | 1001 | HDiEvn
|
[ 10, 5, 3 ] | [ 7, 3 ] | 10011101 | 1101 | HC
|
[ 10, 5, 4 ] | [ 7, 3 ] | 10101101 | 1111 | HC
|
[ 10, 5, 4 ] | [ 7, 3 ] | 10110101 | 1111 | HC
|
[ 10, 5, 3 ] | [ 6, 4 ] | 1001001 | 11011 | HDiOdd
|
[ 10, 5, 3 ] | [ 6, 4 ] | 1001011 | 11001 | HC
|
[ 10, 5, 4 ] | [ 6, 4 ] | 1000111 | 11011 | HDiOdd
|
[ 10, 5, 4 ] | [ 6, 4 ] | 1011101 | 11111 | HDiOdd
|
[ 10, 5, 4 ] | [ 6, 4 ] | 1011111 | 11101 | HC
|
[ 10, 5, 2 ] | [ 5, 5 ] | 100001 | 100001 | Dih
|
[ 10, 5, 3 ] | [ 5, 5 ] | 111001 | 110001 | HC
|
[ 10, 5, 3 ] | [ 5, 5 ] | 111011 | 101001 | HC
|
[ 10, 5, 4 ] | [ 5, 5 ] | 100111 | 110101 | HC
|
[ 10, 5, 4 ] | [ 5, 5 ] | 101011 | 111001 | HC
|
[ 10, 5, 4 ] | [ 5, 5 ] | 101111 | 101101 | HC
|
[ 10, 5, 4 ] | [ 5, 5 ] | 111101 | 101101 | HC
|
[ 10, 6, 1 ] | [ 8, 0 ] | 101010101 | 1 | HDiOdd
|
[ 10, 6, 2 ] | [ 7, 1 ] | 10101101 | 11 | HDiEvn
|
[ 10, 6, 3 ] | [ 6, 2 ] | 1001001 | 111 | HDiOdd
|
[ 10, 6, 2 ] | [ 5, 3 ] | 101111 | 1001 | HDiEvn
|
[ 10, 6, 3 ] | [ 5, 3 ] | 101011 | 1101 | HC
|
[ 10, 6, 2 ] | [ 4, 4 ] | 11111 | 11111 | Dih
|
[ 10, 6, 3 ] | [ 4, 4 ] | 10011 | 11101 | HC
|
[ 10, 6, 3 ] | [ 4, 4 ] | 10111 | 11001 | HC
|
[ 10, 8, 2 ] | [ 2, 2 ] | 101 | 101 | Dih
|
[ 10, 9, 1 ] | [ 2, 0 ] | 101 | 1 | HDiOdd
|
[ 10, 9, 2 ] | [ 1, 1 ] | 11 | 11 | Dih
|
[ 10, 10, 1 ] | [ 0, 0 ] | 1 | 1 | Dih
|
Codes of length 12:
[n,k,m] | [a,b] | u | v | type
|
[ 12, 1, 12 ] | [ 11, 11 ] | 111111111111 | 111111111111 | Dih-DG
|
[ 12, 2, 6 ] | [ 11, 9 ] | 100110011001 | 1100110011 | HDiEvn-DG
|
[ 12, 2, 8 ] | [ 11, 9 ] | 100111100111 | 1111001111 | HDiEvn-DG
|
[ 12, 2, 6 ] | [ 10, 10 ] | 10101010101 | 10101010101 | Dih
|
[ 12, 2, 6 ] | [ 10, 10 ] | 11101110111 | 10101010101 | HDiOdd
|
[ 12, 2, 8 ] | [ 10, 10 ] | 11011011011 | 11011011011 | Dih
|
[ 12, 3, 4 ] | [ 11, 7 ] | 100001100001 | 11000011 | HDiEvn-DG
|
[ 12, 3, 3 ] | [ 10, 8 ] | 10101010101 | 100010001 | HDiOdd
|
[ 12, 3, 4 ] | [ 10, 8 ] | 10101010101 | 101000101 | HDiOdd
|
[ 12, 3, 4 ] | [ 10, 8 ] | 10111010111 | 101000101 | HDiOdd
|
[ 12, 3, 6 ] | [ 10, 8 ] | 10101010101 | 111000111 | HDiOdd
|
[ 12, 3, 4 ] | [ 9, 9 ] | 1001001001 | 1001001001 | Dih
|
[ 12, 3, 6 ] | [ 9, 9 ] | 1100110011 | 1100110011 | Dih
|
[ 12, 3, 6 ] | [ 9, 9 ] | 1111001111 | 1101001101 | HC
|
[ 12, 4, 4 ] | [ 11, 5 ] | 100000011001 | 110011 | HDiEvn-DG
|
[ 12, 4, 4 ] | [ 11, 5 ] | 100001100001 | 111111 | HDiEvn-DG
|
[ 12, 4, 2 ] | [ 10, 6 ] | 10101010101 | 1000001 | HDiOdd
|
[ 12, 4, 2 ] | [ 10, 6 ] | 10111111101 | 1000001 | HDiOdd
|
[ 12, 4, 5 ] | [ 10, 6 ] | 10101010101 | 1101011 | HDiOdd
|
[ 12, 4, 6 ] | [ 10, 6 ] | 10110001101 | 1110111 | HDiOdd
|
[ 12, 4, 4 ] | [ 9, 7 ] | 1000010011 | 10011001 | HDiEvn
|
[ 12, 4, 4 ] | [ 9, 7 ] | 1001001001 | 10111101 | HDiEvn
|
[ 12, 4, 4 ] | [ 9, 7 ] | 1010110101 | 11000011 | HDiEvn
|
[ 12, 4, 4 ] | [ 9, 7 ] | 1011001011 | 11000011 | HDiEvn
|
[ 12, 4, 5 ] | [ 9, 7 ] | 1000011101 | 11101001 | HC
|
[ 12, 4, 6 ] | [ 9, 7 ] | 1001110101 | 11011101 | HC
|
[ 12, 4, 3 ] | [ 8, 8 ] | 100010001 | 100010001 | Dih
|
[ 12, 4, 3 ] | [ 8, 8 ] | 101000101 | 100010001 | HDiOdd
|
[ 12, 4, 3 ] | [ 8, 8 ] | 101101111 | 100010001 | HC
|
[ 12, 4, 3 ] | [ 8, 8 ] | 111000111 | 100010001 | HDiOdd
|
[ 12, 4, 3 ] | [ 8, 8 ] | 111101101 | 100010001 | HC
|
[ 12, 4, 4 ] | [ 8, 8 ] | 100100011 | 110001001 | HDiEvn
|
[ 12, 4, 4 ] | [ 8, 8 ] | 100111011 | 101000101 | HC
|
[ 12, 4, 4 ] | [ 8, 8 ] | 101000101 | 101000101 | Dih
|
[ 12, 4, 4 ] | [ 8, 8 ] | 101000101 | 110111001 | HC
|
[ 12, 4, 4 ] | [ 8, 8 ] | 101100111 | 101000101 | HC
|
[ 12, 4, 4 ] | [ 8, 8 ] | 110010011 | 101000101 | HDiOdd
|
[ 12, 4, 4 ] | [ 8, 8 ] | 111000111 | 111000111 | Dih
|
[ 12, 4, 4 ] | [ 8, 8 ] | 111001101 | 101000101 | HC
|
[ 12, 4, 4 ] | [ 8, 8 ] | 111101111 | 101000101 | HDiOdd
|
[ 12, 5, 4 ] | [ 11, 3 ] | 100001100001 | 1111 | HDiEvn-DG
|
[ 12, 5, 2 ] | [ 10, 4 ] | 10101010101 | 10001 | HDiOdd
|
[ 12, 5, 2 ] | [ 10, 4 ] | 10101010101 | 10101 | HDiOdd
|
[ 12, 5, 2 ] | [ 10, 4 ] | 10101111101 | 10001 | HDiOdd
|
[ 12, 5, 4 ] | [ 10, 4 ] | 10101010101 | 11011 | HDiOdd
|
[ 12, 5, 4 ] | [ 9, 5 ] | 1001001001 | 101101 | HDiEvn
|
[ 12, 5, 4 ] | [ 9, 5 ] | 1001110101 | 111001 | HC
|
[ 12, 5, 4 ] | [ 9, 5 ] | 1010101101 | 110011 | HC
|
[ 12, 5, 4 ] | [ 9, 5 ] | 1010110101 | 111111 | HDiEvn
|
[ 12, 5, 4 ] | [ 9, 5 ] | 1011010101 | 110011 | HC
|
[ 12, 5, 2 ] | [ 8, 6 ] | 100010001 | 1000001 | HDiOdd
|
[ 12, 5, 2 ] | [ 8, 6 ] | 100111011 | 1000001 | HDiOdd
|
[ 12, 5, 2 ] | [ 8, 6 ] | 101000101 | 1000001 | HDiOdd
|
[ 12, 5, 2 ] | [ 8, 6 ] | 101001111 | 1000001 | HC
|
[ 12, 5, 2 ] | [ 8, 6 ] | 101100111 | 1000001 | HC
|
[ 12, 5, 2 ] | [ 8, 6 ] | 101101101 | 1000001 | HDiOdd
|
[ 12, 5, 3 ] | [ 8, 6 ] | 100010001 | 1101011 | HDiOdd
|
[ 12, 5, 4 ] | [ 8, 6 ] | 100011111 | 1110111 | HDiOdd
|
[ 12, 5, 4 ] | [ 8, 6 ] | 100100011 | 1111101 | HC
|
[ 12, 5, 4 ] | [ 8, 6 ] | 100101001 | 1110111 | HDiOdd
|
[ 12, 5, 4 ] | [ 8, 6 ] | 101000101 | 1100011 | HDiOdd
|
[ 12, 5, 4 ] | [ 8, 6 ] | 101000101 | 1101001 | HC
|
[ 12, 5, 3 ] | [ 7, 7 ] | 10010111 | 11000011 | HC
|
[ 12, 5, 3 ] | [ 7, 7 ] | 11000011 | 11101001 | HC
|
[ 12, 5, 4 ] | [ 7, 7 ] | 10000111 | 11100001 | HDiOdd
|
[ 12, 5, 4 ] | [ 7, 7 ] | 10101111 | 10011001 | HC
|
[ 12, 5, 4 ] | [ 7, 7 ] | 10111011 | 11000011 | HC
|
[ 12, 5, 4 ] | [ 7, 7 ] | 10111101 | 10111101 | Dih
|
[ 12, 5, 4 ] | [ 7, 7 ] | 11000011 | 10100101 | HDiEvn
|
[ 12, 5, 4 ] | [ 7, 7 ] | 11000011 | 11000011 | Dih
|
[ 12, 5, 4 ] | [ 7, 7 ] | 11000011 | 11011101 | HC
|
[ 12, 5, 4 ] | [ 7, 7 ] | 11010111 | 11001001 | HC
|
[ 12, 5, 4 ] | [ 7, 7 ] | 11011101 | 10110001 | HC
|
[ 12, 5, 4 ] | [ 7, 7 ] | 11110101 | 10011001 | HC
|
[ 12, 6, 2 ] | [ 11, 1 ] | 100000000001 | 11 | HDiEvn-DG
|
[ 12, 6, 2 ] | [ 10, 2 ] | 10101010101 | 101 | HDiOdd
|
[ 12, 6, 2 ] | [ 10, 2 ] | 10101110101 | 101 | HDiOdd
|
[ 12, 6, 3 ] | [ 10, 2 ] | 10101010101 | 111 | HDiOdd
|
[ 12, 6, 2 ] | [ 9, 3 ] | 1000000001 | 1001 | HDiEvn
|
[ 12, 6, 3 ] | [ 9, 3 ] | 1000011101 | 1101 | HC
|
[ 12, 6, 4 ] | [ 9, 3 ] | 1010101101 | 1111 | HDiEvn
|
[ 12, 6, 4 ] | [ 9, 3 ] | 1010110101 | 1111 | HDiEvn
|
[ 12, 6, 2 ] | [ 8, 4 ] | 100010001 | 10001 | HDiOdd
|
[ 12, 6, 2 ] | [ 8, 4 ] | 100010001 | 10101 | HDiOdd
|
[ 12, 6, 2 ] | [ 8, 4 ] | 100011001 | 10001 | HC
|
[ 12, 6, 2 ] | [ 8, 4 ] | 100110001 | 10001 | HC
|
[ 12, 6, 2 ] | [ 8, 4 ] | 100111001 | 10001 | HDiOdd
|
[ 12, 6, 2 ] | [ 8, 4 ] | 101000101 | 10001 | HDiOdd
|
[ 12, 6, 2 ] | [ 8, 4 ] | 101000101 | 10101 | HDiOdd
|
[ 12, 6, 2 ] | [ 8, 4 ] | 101001101 | 10101 | HC
|
[ 12, 6, 2 ] | [ 8, 4 ] | 101100101 | 10101 | HC
|
[ 12, 6, 2 ] | [ 8, 4 ] | 101101101 | 10101 | HDiOdd
|
[ 12, 6, 3 ] | [ 8, 4 ] | 100010001 | 11001 | HC
|
[ 12, 6, 3 ] | [ 8, 4 ] | 100010001 | 11011 | HDiOdd
|
[ 12, 6, 4 ] | [ 8, 4 ] | 100101001 | 11011 | HDiOdd
|
[ 12, 6, 4 ] | [ 8, 4 ] | 101000101 | 11101 | HC
|
[ 12, 6, 4 ] | [ 8, 4 ] | 101000101 | 11111 | HDiOdd
|
[ 12, 6, 2 ] | [ 7, 5 ] | 10000001 | 100001 | HDiEvn
|
[ 12, 6, 3 ] | [ 7, 5 ] | 10001001 | 110011 | HC
|
[ 12, 6, 3 ] | [ 7, 5 ] | 10010001 | 110011 | HC
|
[ 12, 6, 3 ] | [ 7, 5 ] | 10010111 | 111111 | HDiEvn
|
[ 12, 6, 3 ] | [ 7, 5 ] | 10011001 | 110001 | HC
|
[ 12, 6, 3 ] | [ 7, 5 ] | 10101011 | 111001 | HC
|
[ 12, 6, 3 ] | [ 7, 5 ] | 10111011 | 101001 | HC
|
[ 12, 6, 3 ] | [ 7, 5 ] | 10111111 | 111011 | HC
|
[ 12, 6, 4 ] | [ 7, 5 ] | 10000111 | 110101 | HC
|
[ 12, 6, 4 ] | [ 7, 5 ] | 10001111 | 110011 | HC
|
[ 12, 6, 4 ] | [ 7, 5 ] | 10010111 | 110011 | HC
|
[ 12, 6, 4 ] | [ 7, 5 ] | 10100011 | 111111 | HC
|
[ 12, 6, 4 ] | [ 7, 5 ] | 10100101 | 111111 | HDiEvn
|
[ 12, 6, 4 ] | [ 7, 5 ] | 10101101 | 111101 | HC
|
[ 12, 6, 4 ] | [ 7, 5 ] | 10101111 | 101101 | HDiEvn
|
[ 12, 6, 4 ] | [ 7, 5 ] | 10110001 | 111001 | HC
|
[ 12, 6, 4 ] | [ 7, 5 ] | 10111011 | 110011 | HDiEvn
|
[ 12, 6, 4 ] | [ 7, 5 ] | 10111011 | 111111 | HC
|
[ 12, 6, 4 ] | [ 7, 5 ] | 10111101 | 101101 | HDiEvn
|
[ 12, 6, 4 ] | [ 7, 5 ] | 10111101 | 111111 | HDiEvn
|
[ 12, 6, 2 ] | [ 6, 6 ] | 1000001 | 1000001 | Dih
|
[ 12, 6, 2 ] | [ 6, 6 ] | 1000011 | 1000001 | HC
|
[ 12, 6, 2 ] | [ 6, 6 ] | 1001001 | 1000001 | HDiOdd
|
[ 12, 6, 2 ] | [ 6, 6 ] | 1001011 | 1000001 | HC
|
[ 12, 6, 2 ] | [ 6, 6 ] | 1100001 | 1000001 | HC
|
[ 12, 6, 2 ] | [ 6, 6 ] | 1100011 | 1000001 | HDiOdd
|
[ 12, 6, 2 ] | [ 6, 6 ] | 1101001 | 1000001 | HC
|
[ 12, 6, 2 ] | [ 6, 6 ] | 1101011 | 1000001 | HDiOdd
|
[ 12, 6, 3 ] | [ 6, 6 ] | 1010111 | 1110011 | HC
|
[ 12, 6, 3 ] | [ 6, 6 ] | 1100111 | 1110101 | HC
|
[ 12, 6, 3 ] | [ 6, 6 ] | 1101011 | 1101011 | Dih
|
[ 12, 6, 3 ] | [ 6, 6 ] | 1110111 | 1011101 | HDiOdd
|
[ 12, 6, 3 ] | [ 6, 6 ] | 1110111 | 1101011 | HDiOdd
|
[ 12, 6, 3 ] | [ 6, 6 ] | 1111111 | 1100011 | HDiOdd
|
[ 12, 6, 4 ] | [ 6, 6 ] | 1001111 | 1101011 | HC
|
[ 12, 6, 4 ] | [ 6, 6 ] | 1011001 | 1110001 | HC
|
[ 12, 6, 4 ] | [ 6, 6 ] | 1011111 | 1111101 | HDiEvn
|
[ 12, 6, 4 ] | [ 6, 6 ] | 1101011 | 1111001 | HC
|
[ 12, 6, 4 ] | [ 6, 6 ] | 1110111 | 1100101 | HC
|
[ 12, 6, 4 ] | [ 6, 6 ] | 1110111 | 1110111 | Dih
|
[ 12, 6, 4 ] | [ 6, 6 ] | 1111011 | 1101001 | HC
|
[ 12, 6, 4 ] | [ 6, 6 ] | 1111101 | 1101101 | HC
|
[ 12, 7, 1 ] | [ 10, 0 ] | 10101010101 | 1 | HDiOdd
|
[ 12, 7, 2 ] | [ 9, 1 ] | 1010110101 | 11 | HDiEvn
|
[ 12, 7, 2 ] | [ 8, 2 ] | 100010001 | 101 | HDiOdd
|
[ 12, 7, 2 ] | [ 8, 2 ] | 100011001 | 101 | HDiOdd
|
[ 12, 7, 2 ] | [ 8, 2 ] | 101000101 | 101 | HDiOdd
|
[ 12, 7, 3 ] | [ 8, 2 ] | 100010001 | 111 | HDiOdd
|
[ 12, 7, 2 ] | [ 7, 3 ] | 10111101 | 1001 | HDiEvn
|
[ 12, 7, 3 ] | [ 7, 3 ] | 10001001 | 1111 | HC
|
[ 12, 7, 3 ] | [ 7, 3 ] | 10010001 | 1111 | HC
|
[ 12, 7, 3 ] | [ 7, 3 ] | 10110001 | 1101 | HC
|
[ 12, 7, 4 ] | [ 7, 3 ] | 10100101 | 1111 | HDiEvn
|
[ 12, 7, 2 ] | [ 6, 4 ] | 1000001 | 10001 | HDiOdd
|
[ 12, 7, 2 ] | [ 6, 4 ] | 1000001 | 10101 | HDiOdd
|
[ 12, 7, 2 ] | [ 6, 4 ] | 1000001 | 11011 | HDiOdd
|
[ 12, 7, 2 ] | [ 6, 4 ] | 1000001 | 11101 | HC
|
[ 12, 7, 2 ] | [ 6, 4 ] | 1000001 | 11111 | HDiOdd
|
[ 12, 7, 2 ] | [ 6, 4 ] | 1000011 | 10101 | HC
|
[ 12, 7, 2 ] | [ 6, 4 ] | 1001001 | 10101 | HDiOdd
|
[ 12, 7, 2 ] | [ 6, 4 ] | 1001011 | 10001 | HDiOdd
|
[ 12, 7, 2 ] | [ 6, 4 ] | 1001011 | 10101 | HC
|
[ 12, 7, 3 ] | [ 6, 4 ] | 1011101 | 11011 | HDiOdd
|
[ 12, 7, 3 ] | [ 6, 4 ] | 1011111 | 11001 | HC
|
[ 12, 7, 4 ] | [ 6, 4 ] | 1010011 | 11011 | HDiOdd
|
[ 12, 7, 2 ] | [ 5, 5 ] | 100111 | 110011 | HC
|
[ 12, 7, 2 ] | [ 5, 5 ] | 101011 | 110101 | HDiOdd
|
[ 12, 7, 2 ] | [ 5, 5 ] | 110011 | 111001 | HC
|
[ 12, 7, 2 ] | [ 5, 5 ] | 111011 | 111101 | HC
|
[ 12, 7, 2 ] | [ 5, 5 ] | 111111 | 100001 | HDiEvn
|
[ 12, 7, 2 ] | [ 5, 5 ] | 111111 | 111111 | Dih
|
[ 12, 7, 3 ] | [ 5, 5 ] | 100011 | 101101 | HC
|
[ 12, 7, 3 ] | [ 5, 5 ] | 100101 | 111001 | HC
|
[ 12, 7, 3 ] | [ 5, 5 ] | 100111 | 101001 | HC
|
[ 12, 7, 3 ] | [ 5, 5 ] | 101101 | 110001 | HC
|
[ 12, 7, 4 ] | [ 5, 5 ] | 101101 | 101101 | Dih
|
[ 12, 7, 4 ] | [ 5, 5 ] | 111111 | 111001 | HC
|
[ 12, 8, 1 ] | [ 8, 0 ] | 100010001 | 1 | HDiOdd
|
[ 12, 8, 1 ] | [ 8, 0 ] | 101000101 | 1 | HDiOdd
|
[ 12, 8, 2 ] | [ 7, 1 ] | 10001001 | 11 | HDiEvn
|
[ 12, 8, 2 ] | [ 7, 1 ] | 10100101 | 11 | HDiEvn
|
[ 12, 8, 2 ] | [ 6, 2 ] | 1000001 | 101 | HDiOdd
|
[ 12, 8, 2 ] | [ 6, 2 ] | 1000001 | 111 | HDiOdd
|
[ 12, 8, 2 ] | [ 6, 2 ] | 1001001 | 101 | HDiOdd
|
[ 12, 8, 3 ] | [ 6, 2 ] | 1011101 | 111 | HDiOdd
|
[ 12, 8, 2 ] | [ 5, 3 ] | 100001 | 1111 | HDiEvn
|
[ 12, 8, 2 ] | [ 5, 3 ] | 100011 | 1001 | HDiEvn
|
[ 12, 8, 2 ] | [ 5, 3 ] | 100111 | 1111 | HDiEvn
|
[ 12, 8, 2 ] | [ 5, 3 ] | 101001 | 1101 | HC
|
[ 12, 8, 2 ] | [ 5, 3 ] | 101101 | 1001 | HDiEvn
|
[ 12, 8, 3 ] | [ 5, 3 ] | 100101 | 1101 | HC
|
[ 12, 8, 2 ] | [ 4, 4 ] | 10001 | 10001 | Dih
|
[ 12, 8, 2 ] | [ 4, 4 ] | 10011 | 10101 | HC
|
[ 12, 8, 2 ] | [ 4, 4 ] | 10011 | 11001 | HDiEvn
|
[ 12, 8, 2 ] | [ 4, 4 ] | 10101 | 10001 | HDiOdd
|
[ 12, 8, 2 ] | [ 4, 4 ] | 10101 | 10101 | Dih
|
[ 12, 8, 2 ] | [ 4, 4 ] | 10101 | 11001 | HC
|
[ 12, 8, 2 ] | [ 4, 4 ] | 10111 | 10001 | HC
|
[ 12, 8, 2 ] | [ 4, 4 ] | 10111 | 10101 | HC
|
[ 12, 8, 2 ] | [ 4, 4 ] | 11011 | 10101 | HDiOdd
|
[ 12, 8, 2 ] | [ 4, 4 ] | 11011 | 11011 | Dih
|
[ 12, 8, 2 ] | [ 4, 4 ] | 11101 | 10001 | HC
|
[ 12, 8, 2 ] | [ 4, 4 ] | 11101 | 10101 | HC
|
[ 12, 8, 2 ] | [ 4, 4 ] | 11111 | 10001 | HDiOdd
|
[ 12, 8, 2 ] | [ 4, 4 ] | 11111 | 10101 | HDiOdd
|
[ 12, 9, 1 ] | [ 6, 0 ] | 1000001 | 1 | HDiOdd
|
[ 12, 9, 2 ] | [ 5, 1 ] | 100001 | 11 | HDiEvn
|
[ 12, 9, 2 ] | [ 4, 2 ] | 10001 | 101 | HDiOdd
|
[ 12, 9, 2 ] | [ 4, 2 ] | 10101 | 101 | HDiOdd
|
[ 12, 9, 2 ] | [ 4, 2 ] | 10101 | 111 | HDiOdd
|
[ 12, 9, 2 ] | [ 4, 2 ] | 10111 | 101 | HDiOdd
|
[ 12, 9, 2 ] | [ 3, 3 ] | 1001 | 1001 | Dih
|
[ 12, 9, 2 ] | [ 3, 3 ] | 1111 | 1101 | HC
|
[ 12, 9, 2 ] | [ 3, 3 ] | 1111 | 1111 | Dih
|
[ 12, 10, 1 ] | [ 4, 0 ] | 10001 | 1 | HDiOdd
|
[ 12, 10, 1 ] | [ 4, 0 ] | 10101 | 1 | HDiOdd
|
[ 12, 10, 2 ] | [ 3, 1 ] | 1001 | 11 | HDiEvn
|
[ 12, 10, 2 ] | [ 3, 1 ] | 1011 | 11 | HDiEvn
|
[ 12, 10, 2 ] | [ 2, 2 ] | 101 | 101 | Dih
|
[ 12, 10, 2 ] | [ 2, 2 ] | 111 | 101 | HDiOdd
|
[ 12, 10, 2 ] | [ 2, 2 ] | 111 | 111 | Dih
|
[ 12, 11, 1 ] | [ 2, 0 ] | 101 | 1 | HDiOdd
|
[ 12, 11, 2 ] | [ 1, 1 ] | 11 | 11 | Dih
|
[ 12, 12, 1 ] | [ 0, 0 ] | 1 | 1 | Dih
|
Codes of length 14:
[n,k,m] | [a,b] | u | v | type
|
[ 14, 1, 14 ] | [ 13, 13 ] | 11111111111111 | 11111111111111 | Dih-DG
|
[ 14, 2, 7 ] | [ 12, 12 ] | 1010101010101 | 1010101010101 | Dih
|
[ 14, 3, 8 ] | [ 13, 9 ] | 10000111111001 | 1111110011 | HC-DG
|
[ 14, 3, 8 ] | [ 12, 10 ] | 1011000111011 | 11101101011 | HC
|
[ 14, 3, 8 ] | [ 11, 11 ] | 100101111011 | 101111011001 | HC
|
[ 14, 3, 8 ] | [ 11, 11 ] | 100110111101 | 110111101001 | HC
|
[ 14, 3, 8 ] | [ 11, 11 ] | 111010011101 | 111010011101 | Cyc
|
[ 14, 4, 6 ] | [ 13, 7 ] | 10000001111001 | 11110011 | HC-DG
|
[ 14, 4, 4 ] | [ 12, 8 ] | 1010101010101 | 101010001 | HC
|
[ 14, 4, 4 ] | [ 12, 8 ] | 1011101111101 | 101010001 | HC
|
[ 14, 4, 7 ] | [ 12, 8 ] | 1010101010101 | 111011011 | HC
|
[ 14, 4, 6 ] | [ 11, 9 ] | 100001011011 | 1011011001 | HC
|
[ 14, 4, 7 ] | [ 11, 9 ] | 100001101111 | 1101111001 | HC
|
[ 14, 4, 7 ] | [ 11, 9 ] | 100110111101 | 1110011101 | HC
|
[ 14, 4, 7 ] | [ 11, 9 ] | 101011001101 | 1111110011 | HC
|
[ 14, 4, 7 ] | [ 11, 9 ] | 101101010011 | 1111110011 | HC
|
[ 14, 4, 6 ] | [ 10, 10 ] | 10010100111 | 11101101011 | HC
|
[ 14, 4, 6 ] | [ 10, 10 ] | 11010001101 | 11010001101 | Cyc
|
[ 14, 4, 6 ] | [ 10, 10 ] | 11010110111 | 11100101001 | HC
|
[ 14, 4, 7 ] | [ 10, 10 ] | 11101101011 | 11111001001 | HC
|
[ 14, 4, 7 ] | [ 10, 10 ] | 11110100011 | 11000111101 | HC
|
[ 14, 5, 3 ] | [ 12, 6 ] | 1010101010101 | 1010001 | HC
|
[ 14, 5, 6 ] | [ 11, 7 ] | 101100110101 | 11110011 | HC
|
[ 14, 5, 6 ] | [ 10, 8 ] | 10010011111 | 111011011 | HC
|
[ 14, 5, 6 ] | [ 9, 9 ] | 1101111001 | 1101111001 | Cyc
|
[ 14, 5, 6 ] | [ 9, 9 ] | 1110011101 | 1011011001 | HC
|
[ 14, 6, 4 ] | [ 13, 3 ] | 10000001100001 | 1111 | HDiEvn-DG
|
[ 14, 6, 4 ] | [ 12, 4 ] | 1010110110101 | 11011 | HDiOdd
|
[ 14, 6, 4 ] | [ 11, 5 ] | 100001001001 | 101101 | HDiEvn
|
[ 14, 6, 4 ] | [ 11, 5 ] | 100001110101 | 111001 | HC
|
[ 14, 6, 4 ] | [ 10, 6 ] | 10001111001 | 1111101 | HC
|
[ 14, 6, 4 ] | [ 10, 6 ] | 10100101101 | 1101001 | HC
|
[ 14, 6, 4 ] | [ 10, 6 ] | 10111011101 | 1100011 | HDiOdd
|
[ 14, 6, 4 ] | [ 9, 7 ] | 1000000111 | 11100001 | HC
|
[ 14, 6, 4 ] | [ 9, 7 ] | 1000011001 | 11110101 | HC
|
[ 14, 6, 4 ] | [ 9, 7 ] | 1000100101 | 11101011 | HC
|
[ 14, 6, 4 ] | [ 9, 7 ] | 1001000011 | 10100101 | HDiEvn
|
[ 14, 6, 4 ] | [ 9, 7 ] | 1001011101 | 10110001 | HC
|
[ 14, 6, 4 ] | [ 9, 7 ] | 1010101101 | 11001001 | HC
|
[ 14, 6, 4 ] | [ 8, 8 ] | 100001011 | 111100101 | HC
|
[ 14, 6, 4 ] | [ 8, 8 ] | 100010101 | 101010001 | HDiEvn
|
[ 14, 6, 4 ] | [ 8, 8 ] | 100010101 | 101111001 | HC
|
[ 14, 6, 4 ] | [ 8, 8 ] | 100010101 | 111011001 | HC
|
[ 14, 6, 4 ] | [ 8, 8 ] | 100010101 | 111110001 | HC
|
[ 14, 6, 4 ] | [ 8, 8 ] | 100011111 | 101010001 | HC
|
[ 14, 6, 4 ] | [ 8, 8 ] | 100110111 | 101010001 | HC
|
[ 14, 6, 4 ] | [ 8, 8 ] | 100111101 | 101010001 | HC
|
[ 14, 6, 4 ] | [ 8, 8 ] | 101001111 | 110100001 | HC
|
[ 14, 6, 4 ] | [ 8, 8 ] | 101010001 | 101010001 | Cyc
|
[ 14, 6, 4 ] | [ 8, 8 ] | 101101101 | 100101001 | HDiOdd
|
[ 14, 6, 4 ] | [ 8, 8 ] | 110000011 | 110000011 | Dih
|
[ 14, 6, 4 ] | [ 8, 8 ] | 110010111 | 101010001 | HC
|
[ 14, 6, 4 ] | [ 8, 8 ] | 110011101 | 101010001 | HC
|
[ 14, 6, 4 ] | [ 8, 8 ] | 110110101 | 101010001 | HC
|
[ 14, 6, 4 ] | [ 8, 8 ] | 110111111 | 101010001 | HC
|
[ 14, 7, 2 ] | [ 13, 1 ] | 10000000000001 | 11 | HDiEvn-DG
|
[ 14, 7, 2 ] | [ 12, 2 ] | 1010101010101 | 101 | HDiOdd
|
[ 14, 7, 2 ] | [ 12, 2 ] | 1010101110101 | 101 | HDiOdd
|
[ 14, 7, 3 ] | [ 12, 2 ] | 1010101010101 | 111 | HDiOdd
|
[ 14, 7, 2 ] | [ 11, 3 ] | 100000000001 | 1001 | HDiEvn
|
[ 14, 7, 3 ] | [ 11, 3 ] | 100001110101 | 1101 | HC
|
[ 14, 7, 4 ] | [ 11, 3 ] | 101010110101 | 1111 | HC
|
[ 14, 7, 4 ] | [ 11, 3 ] | 101011010101 | 1111 | HC
|
[ 14, 7, 3 ] | [ 10, 4 ] | 10001111001 | 11001 | HC
|
[ 14, 7, 4 ] | [ 10, 4 ] | 10001001001 | 11011 | HDiOdd
|
[ 14, 7, 4 ] | [ 10, 4 ] | 10001110001 | 11011 | HDiOdd
|
[ 14, 7, 4 ] | [ 10, 4 ] | 10100100101 | 11111 | HDiOdd
|
[ 14, 7, 4 ] | [ 10, 4 ] | 10100101101 | 11101 | HC
|
[ 14, 7, 2 ] | [ 9, 5 ] | 1000000001 | 100001 | HDiEvn
|
[ 14, 7, 3 ] | [ 9, 5 ] | 1000011001 | 110001 | HC
|
[ 14, 7, 3 ] | [ 9, 5 ] | 1011101001 | 101001 | HC
|
[ 14, 7, 4 ] | [ 9, 5 ] | 1001101101 | 110101 | HC
|
[ 14, 7, 4 ] | [ 9, 5 ] | 1010010001 | 111011 | HC
|
[ 14, 7, 4 ] | [ 9, 5 ] | 1010101101 | 111101 | HC
|
[ 14, 7, 4 ] | [ 9, 5 ] | 1010110001 | 111001 | HC
|
[ 14, 7, 4 ] | [ 9, 5 ] | 1010111101 | 101101 | HC
|
[ 14, 7, 4 ] | [ 9, 5 ] | 1011011001 | 111001 | HC
|
[ 14, 7, 4 ] | [ 9, 5 ] | 1011110101 | 101101 | HC
|
[ 14, 7, 3 ] | [ 8, 6 ] | 100001001 | 1101001 | HC
|
[ 14, 7, 3 ] | [ 8, 6 ] | 100001011 | 1100001 | HC
|
[ 14, 7, 3 ] | [ 8, 6 ] | 100010101 | 1010001 | HC
|
[ 14, 7, 3 ] | [ 8, 6 ] | 100101001 | 1001001 | HDiOdd
|
[ 14, 7, 3 ] | [ 8, 6 ] | 100111001 | 1100011 | HDiOdd
|
[ 14, 7, 3 ] | [ 8, 6 ] | 101010001 | 1010001 | HC
|
[ 14, 7, 3 ] | [ 8, 6 ] | 101010011 | 1010001 | HC
|
[ 14, 7, 3 ] | [ 8, 6 ] | 101011001 | 1010001 | HC
|
[ 14, 7, 3 ] | [ 8, 6 ] | 101011011 | 1010001 | HC
|
[ 14, 7, 3 ] | [ 8, 6 ] | 101110001 | 1010001 | HC
|
[ 14, 7, 3 ] | [ 8, 6 ] | 101110011 | 1010001 | HC
|
[ 14, 7, 3 ] | [ 8, 6 ] | 101111001 | 1010001 | HC
|
[ 14, 7, 3 ] | [ 8, 6 ] | 101111011 | 1010001 | HC
|
[ 14, 7, 4 ] | [ 8, 6 ] | 100000111 | 1100011 | HDiOdd
|
[ 14, 7, 4 ] | [ 8, 6 ] | 100010101 | 1100101 | HC
|
[ 14, 7, 4 ] | [ 8, 6 ] | 100010101 | 1101101 | HC
|
[ 14, 7, 4 ] | [ 8, 6 ] | 100110011 | 1101001 | HC
|
[ 14, 7, 4 ] | [ 8, 6 ] | 101001101 | 1111101 | HC
|
[ 14, 7, 4 ] | [ 8, 6 ] | 101001111 | 1110101 | HC
|
[ 14, 7, 4 ] | [ 8, 6 ] | 101010001 | 1011001 | HC
|
[ 14, 7, 4 ] | [ 8, 6 ] | 101010001 | 1110001 | HC
|
[ 14, 7, 4 ] | [ 8, 6 ] | 101010001 | 1110011 | HC
|
[ 14, 7, 4 ] | [ 8, 6 ] | 101010001 | 1111001 | HC
|
[ 14, 7, 4 ] | [ 8, 6 ] | 101010001 | 1111011 | HC
|
[ 14, 7, 4 ] | [ 8, 6 ] | 101101101 | 1011101 | HDiOdd
|
[ 14, 7, 4 ] | [ 8, 6 ] | 101111101 | 1111111 | HDiOdd
|
[ 14, 7, 4 ] | [ 8, 6 ] | 101111111 | 1111101 | HC
|
[ 14, 7, 2 ] | [ 7, 7 ] | 10000001 | 10000001 | Dih
|
[ 14, 7, 3 ] | [ 7, 7 ] | 10010011 | 10010001 | HC
|
[ 14, 7, 3 ] | [ 7, 7 ] | 11100001 | 11000001 | HC
|
[ 14, 7, 3 ] | [ 7, 7 ] | 11101011 | 10100001 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 10000111 | 11010101 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 10001111 | 11001101 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 10011111 | 11000101 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 10100011 | 11111001 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 10100111 | 11111011 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 10101011 | 11100001 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 10101101 | 11110101 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 10101111 | 10110101 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 10101111 | 11110011 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 10110011 | 11110001 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 10110111 | 11110011 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 10111001 | 10110001 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 10111111 | 10100101 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 11001111 | 11101011 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 11001111 | 11101101 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 11001111 | 11110011 | HDiOdd
|
[ 14, 7, 4 ] | [ 7, 7 ] | 11001111 | 11110101 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 11010111 | 11110011 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 11011111 | 11100101 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 11100011 | 11011001 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 11100111 | 11011011 | HDiEvn
|
[ 14, 7, 4 ] | [ 7, 7 ] | 11110011 | 10101001 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 11110011 | 10110001 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 11110011 | 11001001 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 11110011 | 11010001 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 11110011 | 11110011 | Cyc
|
[ 14, 7, 4 ] | [ 7, 7 ] | 11110111 | 11010011 | HC
|
[ 14, 7, 4 ] | [ 7, 7 ] | 11111101 | 10100101 | HC
|
[ 14, 8, 1 ] | [ 12, 0 ] | 1010101010101 | 1 | HDiOdd
|
[ 14, 8, 2 ] | [ 11, 1 ] | 101010110101 | 11 | HDiEvn
|
[ 14, 8, 3 ] | [ 10, 2 ] | 10001110001 | 111 | HDiOdd
|
[ 14, 8, 2 ] | [ 9, 3 ] | 1010111101 | 1001 | HDiEvn
|
[ 14, 8, 3 ] | [ 9, 3 ] | 1010110001 | 1101 | HC
|
[ 14, 8, 3 ] | [ 8, 4 ] | 100001001 | 11101 | HC
|
[ 14, 8, 3 ] | [ 8, 4 ] | 100111001 | 11111 | HDiOdd
|
[ 14, 8, 3 ] | [ 8, 4 ] | 101001101 | 11001 | HC
|
[ 14, 8, 2 ] | [ 7, 5 ] | 10111111 | 100001 | HDiEvn
|
[ 14, 8, 3 ] | [ 7, 5 ] | 10000101 | 111011 | HC
|
[ 14, 8, 3 ] | [ 7, 5 ] | 10001001 | 111101 | HC
|
[ 14, 8, 3 ] | [ 7, 5 ] | 10011101 | 101001 | HC
|
[ 14, 8, 3 ] | [ 7, 5 ] | 10101011 | 110101 | HC
|
[ 14, 8, 3 ] | [ 7, 5 ] | 10101101 | 110001 | HC
|
[ 14, 8, 2 ] | [ 6, 6 ] | 1111111 | 1111111 | Dih
|
[ 14, 8, 3 ] | [ 6, 6 ] | 1000011 | 1110101 | HC
|
[ 14, 8, 3 ] | [ 6, 6 ] | 1000101 | 1010001 | HDiEvn
|
[ 14, 8, 3 ] | [ 6, 6 ] | 1000101 | 1011001 | HC
|
[ 14, 8, 3 ] | [ 6, 6 ] | 1000101 | 1110001 | HC
|
[ 14, 8, 3 ] | [ 6, 6 ] | 1000101 | 1111001 | HC
|
[ 14, 8, 3 ] | [ 6, 6 ] | 1000111 | 1010001 | HC
|
[ 14, 8, 3 ] | [ 6, 6 ] | 1001101 | 1010001 | HC
|
[ 14, 8, 3 ] | [ 6, 6 ] | 1001111 | 1010001 | HC
|
[ 14, 8, 3 ] | [ 6, 6 ] | 1010001 | 1010001 | Cyc
|
[ 14, 8, 3 ] | [ 6, 6 ] | 1010111 | 1100001 | HC
|
[ 14, 8, 3 ] | [ 6, 6 ] | 1011101 | 1001001 | HDiOdd
|
[ 14, 8, 3 ] | [ 6, 6 ] | 1100101 | 1010001 | HC
|
[ 14, 8, 3 ] | [ 6, 6 ] | 1100111 | 1010001 | HC
|
[ 14, 8, 3 ] | [ 6, 6 ] | 1101101 | 1010001 | HC
|
[ 14, 8, 3 ] | [ 6, 6 ] | 1101111 | 1010001 | HC
|
[ 14, 9, 2 ] | [ 8, 2 ] | 100010101 | 101 | HC
|
[ 14, 9, 2 ] | [ 8, 2 ] | 101010001 | 101 | HC
|
[ 14, 9, 4 ] | [ 7, 3 ] | 10001101 | 1111 | HDiEvn
|
[ 14, 9, 4 ] | [ 7, 3 ] | 10110001 | 1111 | HDiEvn
|
[ 14, 9, 4 ] | [ 6, 4 ] | 1001011 | 11011 | HC
|
[ 14, 9, 4 ] | [ 6, 4 ] | 1011111 | 11011 | HC
|
[ 14, 9, 4 ] | [ 5, 5 ] | 100111 | 101101 | HC
|
[ 14, 9, 4 ] | [ 5, 5 ] | 101101 | 111001 | HC
|
[ 14, 9, 4 ] | [ 5, 5 ] | 111001 | 111001 | Cyc
|
[ 14, 10, 1 ] | [ 8, 0 ] | 100010101 | 1 | HC
|
[ 14, 10, 1 ] | [ 8, 0 ] | 101010001 | 1 | HC
|
[ 14, 10, 2 ] | [ 7, 1 ] | 10001101 | 11 | HC
|
[ 14, 10, 2 ] | [ 7, 1 ] | 10101001 | 11 | HC
|
[ 14, 10, 2 ] | [ 6, 2 ] | 1000101 | 101 | HDiOdd
|
[ 14, 10, 2 ] | [ 6, 2 ] | 1001101 | 101 | HDiOdd
|
[ 14, 10, 2 ] | [ 6, 2 ] | 1010001 | 101 | HDiOdd
|
[ 14, 10, 2 ] | [ 6, 2 ] | 1011001 | 101 | HDiOdd
|
[ 14, 10, 3 ] | [ 6, 2 ] | 1000101 | 111 | HC
|
[ 14, 10, 3 ] | [ 6, 2 ] | 1010001 | 111 | HC
|
[ 14, 10, 2 ] | [ 5, 3 ] | 100111 | 1001 | HC
|
[ 14, 10, 2 ] | [ 5, 3 ] | 101011 | 1001 | HC
|
[ 14, 10, 3 ] | [ 5, 3 ] | 100011 | 1101 | HC
|
[ 14, 10, 3 ] | [ 5, 3 ] | 100011 | 1111 | HC
|
[ 14, 10, 3 ] | [ 5, 3 ] | 100101 | 1111 | HC
|
[ 14, 10, 3 ] | [ 5, 3 ] | 101001 | 1111 | HC
|
[ 14, 10, 3 ] | [ 5, 3 ] | 101101 | 1101 | HC
|
[ 14, 10, 3 ] | [ 5, 3 ] | 101111 | 1111 | HC
|
[ 14, 10, 2 ] | [ 4, 4 ] | 10111 | 11011 | HC
|
[ 14, 10, 2 ] | [ 4, 4 ] | 11011 | 11101 | HC
|
[ 14, 10, 2 ] | [ 4, 4 ] | 11101 | 11101 | Cyc
|
[ 14, 10, 3 ] | [ 4, 4 ] | 11011 | 11001 | HC
|
[ 14, 10, 3 ] | [ 4, 4 ] | 11111 | 11001 | HC
|
[ 14, 11, 1 ] | [ 6, 0 ] | 1000101 | 1 | HC
|
[ 14, 11, 1 ] | [ 6, 0 ] | 1010001 | 1 | HC
|
[ 14, 11, 2 ] | [ 5, 1 ] | 100101 | 11 | HDiEvn
|
[ 14, 11, 2 ] | [ 5, 1 ] | 101001 | 11 | HDiEvn
|
[ 14, 11, 2 ] | [ 4, 2 ] | 10011 | 111 | HC
|
[ 14, 11, 2 ] | [ 4, 2 ] | 10111 | 111 | HC
|
[ 14, 11, 2 ] | [ 3, 3 ] | 1011 | 1001 | HC
|
[ 14, 11, 2 ] | [ 3, 3 ] | 1101 | 1001 | HC
|
[ 14, 11, 2 ] | [ 3, 3 ] | 1101 | 1101 | Cyc
|
[ 14, 12, 2 ] | [ 2, 2 ] | 101 | 101 | Dih
|
[ 14, 13, 1 ] | [ 2, 0 ] | 101 | 1 | HDiOdd
|
[ 14, 13, 2 ] | [ 1, 1 ] | 11 | 11 | Dih
|
[ 14, 14, 1 ] | [ 0, 0 ] | 1 | 1 | Dih
|