\begin{table}[t]
    \centering
    \caption{Examples of formula for the distance $D$ between connectiviy and consensus with different statistical distances.}
    \label{tab:explicit_distances}
    \begin{tabular}{r c c}
         \toprule
         &$D(\mathcal{B}(0) \| \mathcal{B}(\pmb{C}_{ij}))$&$D(\mathcal{B}(1) \| \mathcal{B}(\pmb{C}_{ij}))$\\
         \midrule
         KL&$-\log (1-\pmb{C}_{ij})$&$-\log \pmb{C}_{ij}$\\
         TV&$\pmb{C}_{ij}$&$1-\pmb{C}_{ij}$\\
         H\textsuperscript{2}&$1-\sqrt{1-\pmb{C}_{ij}}$&$1-\sqrt{\pmb{C}_{ij}}$\\
         \bottomrule
    \end{tabular}
\end{table}