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It is shown that subclasses of separable binary Goppa codes, $\Gamma(L,G)$ -codes, with $L=\{\alpha \in GF(2^{2l}):G(\alpha)\neq 0 \}$ and special Goppapolynomials G(x) can be presented as a chain of embedded codes. The trueminimal distance has been obtained for all codes of the chain.

Chain of Separable Binary Goppa Codes and their Minimal Distance