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For any binary $(n,h)$ linear code with minimum distance $(2t+1)$ or greater $n-h \geq \log_2 \bigg[ \sum \limits_{i=0}^{\alpha} \begin{pmatrix} n \\ i \end{pmatrix} \bigg]$ where $\alpha$ is

  1. $2t+1$
  2. $t+1$
  3. $t-1$
  4. $t$
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