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The check matrix of a [20,15,5]9.

10000148572738543384
01000132851326410134
00100123461235807637
00010111110000011568
00001000001111111111

The prime polynomial used to generate GF(9) is: X2+X-1. The element f=aX+b, a,b in {0,1,2}, is written as the number a*3+b.

The weight distribution:

A'0= 1, A'11= 16, A'13= 32, A'14= 800, A'15= 3296, A'16= 7144, A'17= 11200, A'18= 15648, A'19= 16080, A'20= 4832.

A0= 1, A5= 10784, A6= 169632, A7= 2743680, A8= 35800064, A9= 381848560, A10= 3359455440, A11= 24433114736, A12= 146600991360, A13= 721723617792, A14= 2886892924480, A15= 9238070284128, A16= 23095157086392, A17= 43473251109520, A18= 57964328419024, A19= 48812067637680, A20= 19524826881376.


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