Scholar's mate Scholar's mate In chess, Scholar's Mate is the checkmate achieved by the following moves, or similar: The same mating pattern may be reached by various move orders. For example, White might play 2.Qh5, or Black might play 2...Bc5. In all variations, the basic idea is the same: the queen and bishop combine in a simple mating attack on f7 (or f2 if Black is performing the mate). Scholar's Mate is sometimes referred to as the "Four-Move Checkmate", although there are other ways to checkmate in four moves. Unlike Fool's Mate, which rarely occurs at any level, games ending in Scholar's
First-move advantage in chess draw given best play prevails. Even if it cannot be proved, this assumption is considered "safe" by Rowson and "logical" by Adorján. Watson agrees that "the proper result of a perfectly played chess game ... is a draw. ... Of course, I can't prove this, but I doubt that you can find a single strong player who would disagree. ... I remember Kasparov, after a last-round draw, explaining to the waiting reporters: 'Well, chess is a draw. World Champion Bobby Fischer thought that "it's almost definite that the game is a draw theoretically". Similarly, British grandmaster Nigel Short wrote that