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The base shape T ( k ) = t ( n , H ) = max ( min ( k − 3 , 9 − k , 1 ) , − 1 ) {\displaystyle T(k)=t(n,H)=\max(\min(k-3,9-k,1),-1)} is constructed as follows: t 1 = min ( k − 3 , 9 − k ) {\displaystyle t1=\min(k-3,9-k)} is "triangle" for…
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