Anafenza and Zurgo are playing a game. They have a playing board of $23*92$ squares.
The idea of the game is to put a square(of any size) onto the playing board. The one who can't put any more squares loses the game.
Zurgo is hastening, so he gets the priority and puts his first square on the board. Then it's Anafenza's turn.
Can Zurgo guarantee himself a victory? Can Anazenza guarantee herself a victory? Or will the game end in a draw?
As always, we assume that Zurgo and Anafenza use optimal strategies.