A Rabbit (p. 79)

  $\displaystyle \Circled{1}\ \underline{O}. {A}$    
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$\displaystyle \Circled{2}\ \overleftarrow{2 * 3} (...
...2}(\overline{1n})\ \ensuremath{\char93 }: \ensuremath{\Box}1 \ensuremath{\vert}$    
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$\displaystyle \Circled{3}\ \underrightarrow{1}\!\u...
...underrightarrow{1}(\underline{5n + u2f + \ell 2 \infty }) \ensuremath{\char93 }$    
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$\displaystyle \Circled{4}\ \overrightarrow{1}(2n) ...
...{\Box}1\infty ^{(4)} : \underrightarrow{1}(\underline{5f})\ensuremath{\char93 }$    
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$\displaystyle \Circled{5}\ \overrightarrow{1}(\underline{u2n}) \ensuremath{\char93 }: N1$    
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$\displaystyle \Circled{6}\ \ensuremath{\Box}u2\infty \ $    
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$\displaystyle \Circled{7}\ \overleftarrow{H234}\do...
...(1\infty ) : \ensuremath{\Box}5\ \textrm{(gently)}\ \ensuremath{\char93 }(H234)$    
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$\displaystyle \hspace{1cm} \overleftarrow{2}(\overline{1n}) : \ensuremath{\Box}1$