Two players take turns breaking a $6 \times 8$ chocolate bar. On a turn, a player is allowed to make a straight break of any of the pieces along a groove. The player who cannot make a move loses. Who will win this game?
The game will last exactly 47 moves (see problem $\underline{35544}$). The last, 47th move (as well as all other moves with odd numbers) will be made by the first player.

## Answer

The beginner.