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Let R be a finite chain ring with maximal ideal γ and residue field F, and let γ be of nilpotency index t. To every code C of length n over R, a tower of codes C=(C:γ0 ) (C:γ) (C:γi ) (C:γt-1 ) can be associated with C, where for any r∈R,(C:r)={e∈Rn|re∈C}