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The check matrix of a [16,10,6]₈.

1000052100473205
0100021005732045
0010010052320475
0001000521204735
0000105210047325
0000011111111111

The prime polynomial used to generate GF(8) is: X³+X²+1. The element f=aX²+bX+c, a,b,c in {0,1}, is written as the number a*4+b*2+c.

The weight distribution:

A'₀= 1, A'₉= 210, A'₁₀= 3080, A'₁₁= 7686, A'₁₂= 22680, A'₁₃= 49630, A'₁₄= 78960, A'₁₅= 68362, A'₁₆= 31535.

A₀= 1, A₆= 4550, A₇= 36260, A₈= 279720, A₉= 1756720, A₁₀= 8662220, A₁₁= 32882136, A₁₂= 96166420, A₁₃= 206931760, A₁₄= 310483950, A₁₅= 289764132, A₁₆= 126773955.

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