This study dated from 1925. Apart from the queens and knights, Black had two pawns on the board and can be considered to be having a great advantage if not for the fact that the next move belonged to White. But for White to win. his next few moves must all be forcing moves that win the game through checkmate or winning overwhelming material.
The obvious move for White is to reveal the discovered check but where should his knight be placed? If you had chosen 1.Ne3+, then you are correct. Other squares for the knight - h2, f2, e5, f6 and h6 - do not work. After 1. Ne3+, Black is faced with a dilemma of moving his king. 1....Kh4 loses immediately to 2.Qg4 mate, while 1...Kh2 loses to 2.Qf2+ Kh3 3.Qg2+ Kh4 4. Qg4 mate.Thus the only square remaining for Black is 1,,,Kg3. But then comes 2. Qg4+ Kf2 3. Qf4+ Ke2 4. Qf1+. The white knight is taboo because 4...Kxe3 loses to 5. Qe1+ and the black queen is lost to a skewer. So the only move for Black is 4....Kd2 after which comes 5.Qd1+ with the same recurring theme if the knight is captured. After 5....Kc3 comes 6. Qc2+. Black is forced to play 6....Kb4 because 6....Kd4 loses his queen to the knight fork 7.Nf5+.
After 7.Qb2+, Black has two choices. The first is 7....Ka5 which loses to 8.Nc4+ Ka6 9.Qb6 mate. The second is to block the check with 7....Nb3 but it still fails to a white queen sacrifice 8.Qa3+ Kxa3 and 9.Nc2 mate. Brilliant endgame study, isn't it?
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