354.--AN AMAZING DILEMMA.

Mr Black left his king on his queen's knight's 7th, and no matter what

piece White chooses for his pawn, Black cannot be checkmated. As we

said, the Black king takes no notice of checks and never moves. White

may queen his pawn, capture the Black rook, and bring his three pieces

up to the attack, but mate is quite impossible. The Black king cannot be

left on any other square without a checkmate being possible.

The late Sam Loyd first pointed out the peculiarity on which this puzzle

is based.

Amusements in Mathematics · 第 881 / 970 题