11 Jul '07 15:27>5 edits
Story says that in year 1671, on some hill near Bender, Charles XII and his general Grothousen were playing chess during the battle with Turks. In this position
Charles (w) announced mate in 3 moves. But, before he made his first move, a turkish bullet took his knight.
He though a bit, and announced mate in 4. But, another bullet took his h2 pawn away
Now, after short thinking, he announced mate in 5.
His opponent asked what if in starting position bullet took his rook?
He answered that then mate would be in 6 moves.
Can you find all those mates?
Excuse me if someone already posted this problem.
Cheers
Charles (w) announced mate in 3 moves. But, before he made his first move, a turkish bullet took his knight.
He though a bit, and announced mate in 4. But, another bullet took his h2 pawn away
Now, after short thinking, he announced mate in 5.
His opponent asked what if in starting position bullet took his rook?
He answered that then mate would be in 6 moves.
Can you find all those mates?
Excuse me if someone already posted this problem.
Cheers