\[
  \newcommand{\tr}{\Rightarrow}
  \newcommand{\trs}{\tr^{\!\ast}}
  \newcommand{\rlnm}[1]{\mathsf{(#1)}}
  \newcommand{\rred}[1]{\xrightarrow{#1}}
  \newcommand{\rreds}[1]{\mathrel{\xrightarrow{#1}\!\!^*}}
  \newcommand{\cl}{\mathsf{Cl}}
  \newcommand{\pow}{\mathcal{P}}
  \newcommand{\matches}{\mathrel{\mathsf{matches}}}
  \newcommand{\kw}[1]{\mathsf{#1}}
  \newcommand{\andop}{\mathrel{\&\!\&}}
  \newcommand{\orop}{\mathrel{\|}}
  \newcommand{\ff}{\mathsf{false}}
  \newcommand{\tt}{\mathsf{true}}
  \newcommand{\abra}[1]{\langle #1 \rangle}
  \newcommand{\bnfnt}[1]{\abra{\small \textsf{#1}}}
  \newcommand{\llbracket}{[\![}
  \newcommand{\rrbracket}{]\!]}
  \newcommand{\first}{\mathsf{First}}
  \newcommand{\nullable}{\mathsf{Nullable}}
  \newcommand{\follow}{\mathsf{Follow}}
  \newcommand{\tm}[1]{\mathsf{#1}}
  \newcommand{\nt}[1]{\mathit{#1}}
  \newcommand{\Coloneqq}{::=}
  \newcommand{\abs}[1]{|#1|}
\]
  
    
      |   | 
      ( | 
      ) | 
      $\andop$ | 
      $\orop$ | 
      $\tt$ | 
      $\ff$ | 
      $\tm{id}$ | 
      \$ | 
    
    
      | $S$ | 
      $S \longrightarrow D$$ | 
        | 
        | 
        | 
      $S \longrightarrow D$$ | 
      $S \longrightarrow D$$ | 
      $S \longrightarrow D$$ | 
        | 
    
    
      | $D$ | 
      $D \longrightarrow CD’$ | 
        | 
        | 
        | 
      $D \longrightarrow CD’$ | 
      $D \longrightarrow CD’$ | 
      $D \longrightarrow CD’$ | 
        | 
    
    
      | $D’$ | 
        | 
      $D’ \longrightarrow \epsilon$ | 
        | 
      $D’ \longrightarrow \mathord{\orop}\,C\,D’$ | 
        | 
        | 
        | 
      $D’ \longrightarrow \epsilon$ | 
    
    
      | $C$ | 
      $C \longrightarrow A\,C’$ | 
        | 
        | 
        | 
      $C \longrightarrow A\,C’$ | 
      $C \longrightarrow A\,C’$ | 
      $C \longrightarrow A\,C’$ | 
        | 
    
    
      | $C’$ | 
        | 
      $C’ \longrightarrow \epsilon$ | 
      $C’ \longrightarrow \mathord{\andop}\,A\,C’$ | 
      $C’ \longrightarrow \epsilon$ | 
        | 
        | 
        | 
      $C’ \longrightarrow \epsilon$ | 
    
    
      | $A$ | 
      $A \longrightarrow (D)$ | 
        | 
        | 
        | 
      $A \longrightarrow \tt$ | 
      $A \longrightarrow \ff$ | 
      $A \longrightarrow \tm{id}$ | 
        |