For each test case, print:
\begin{itemize}\vspace{-1em}
    \item ``\texttt{First} $x$ $d$'', if the first player (moving red chips) will win;\vspace{-0.8em}
    \item ``\texttt{Second}'', if the second player (moving blue chips) will win;\vspace{-0.8em}
    \item ``\texttt{Draw} $x$ $d$'', if the outcome of the game will be a draw.\vspace{-0.8em}
\end{itemize}
In the first and third cases, $x$ $d$ specifies any winning or drawing move, respectively~--- that is, a move after which, with perfect play from the second player, there remains a possibility to win or draw the game. Here, $x$ is the coordinate of the red chip that the first player should move, and $d \in \{\texttt{-}, \texttt{+}\}$ is the direction of the move (`\texttt{-}' means the chip should be moved to cell $x - 1$, and `\texttt{+}' means the chip should be moved to cell $x + 1$). If $d$ is `\texttt{-}', then $x$ must be greater than $1$. If you suggest that the first player skips their turn, print ``\texttt{0 0}'' instead of ``$x$ $d$''.

You can print each letter in upper- or lowercase: for instance, the strings ``\texttt{First}'', ``\texttt{FIRST}'', ``\texttt{fiRST}'' will be considered equivalent by the checker.