Extension: [48,8,18] to [52,9,18] Number of the matrices for extension:1 Weights: 18 27 36 45 Maximal number for proportional coordinatesTill dimension 1--52; Till dimension 2--52; Till dimension 3--52; Till dimension 4--52; Till dimension 5--52; Till dimension 6--52; Till dimension 7--52; Till dimension 8--52; Till dimension 9--52; The minimum distace of the dual codes is: 2 ============================================ Start matrix 1 9 52 1 1111111111111111100000000000000000000000000100000000 2222222222221110022222222222000000000000000010000000 2222222221112220022211111100220000000000000001000000 2222221112222220011122211100002200000000000000100000 2221112222222220011111122200000022000000000000010000 0001112222221110000000022200000000220000000000001000 0002221112221110000022200000000000002200000000000100 0002222221111110022200000000000000000011000000000010 0000000000000000000000000000000000000000111000000001 ?9 52 3 99999991_9 1 1111111111111111100000000000000000000000000100000000 2222222222221110022222222222000000000000000010000000 2222222221112220022211111100220000000000000001000000 2222221112222220011122211100002200000000000000100000 2221112222222220011111122200000022000000000000010000 0001112222221110000000022200000000220000000000001000 0002221112221110000022200000000000002200000000000100 0002222221111110022200000000000000000011000000000010 1201201201201201212012012012121212121212111000000001 AUT: 564350976 $1z^{0}+224z^{18}+2720z^{27}+16482z^{36}+256z^{45} dd-2$\\ DIFFERENT ENUMERATORS :1 ALL CODES: 1 1 1 AUT: 564350976 $1z^{0}+224z^{18}+2720z^{27}+16482z^{36}+256z^{45} dd-2$\\ Extension: [51,8,18] to [52,9,18] Number of the matrices for extension:3 Weights: 18 27 36 45 Maximal number for proportional coordinatesTill dimension 1--52; Till dimension 2--52; Till dimension 3--52; Till dimension 4--52; Till dimension 5--52; Till dimension 6--52; Till dimension 7--52; Till dimension 8--52; Till dimension 9--52; The minimum distace of the dual codes is: 2 ============================================ Start matrix 1 9 52 1 1111111111111111100000000000000000000000000100000000 2222222222221110022222222222222222222000000010000000 2222222221112220022211111111111111100220000001000000 2222222221112220021022222222221111021210000000100000 2221110001112220000022222222201110000002200000010000 2102102102221110000022222222202220000002100000001000 0000000002102102100022222222202100000000000000000100 2222222220000000000022211100000000000000011000000010 0000000000000000000000000000000000000000000000000001 ?9 52 3 99999991_9 1 1111111111111111100000000000000000000000000100000000 2222222222221110022222222222222222222000000010000000 2222222221112220022211111111111111100220000001000000 2222222221112220021022222222221111021210000000100000 2221110001112220000022222222201110000002200000010000 2102102102221110000022222222202220000002100000001000 0000000002102102100022222222202100000000000000000100 2222222220000000000022211100000000000000011000000010 0000000002221110000012012012002220000000012000000001 AUT: 269568 $1z^{0}+156z^{18}+2600z^{27}+16926z^{36} dd-3$\\ Start matrix 1 9 52 2 1111111111111111100000000000000000000000000100000000 2222221111110000022222222222222000000000000010000000 2221112221110000022222211111100220000000000001000000 2221111112220000022211122211100002200000000000100000 1111112222220000022222222222200000022000000000010000 1112221112220000022222211111100000000220000000001000 0002222220002220022211100000000000000002200000000100 0002222220002220000000022211100000000000011000000010 0000000000000000000000000000000000000000000000000001 Start matrix 1 9 52 3 1111111111111111100000000000000000000000000100000000 2222221111110000022222222222222000000000000010000000 2221112221110000022222211111100220000000000001000000 2221111112220000022211122211100002200000000000100000 2222221112222220022211100022200000022000000000010000 2222222221112220022200011122200000000220000000001000 0000002222222220000022222200000000000002200000000100 0000002222222220022200000022200000000000011000000010 0000000000000000000000000000000000000000000000000001 DIFFERENT ENUMERATORS :1 ALL CODES: 1 1 1 AUT: 269568 $1z^{0}+156z^{18}+2600z^{27}+16926z^{36} dd-3$\\