Chess Life Julio 2012 | Page 9

A Pandolfini Master Class In the May 2012 issue, “Chess Educator Of The Year: Bruce Pandolfini,” author Dr. Alexey Root, WIM gave two training positions that Pandolfini sometimes uses. Chess Life added solutions, but unfortunately ours were incomplete and did not get to the heart of the matter. A number of readers wrote in about this, and given the amount of interest in these solutions we invited Pandolfini to provide a full explanation: Restating what I said in my talk at the University of Texas at Dallas, I like to present examples in series, as do many other teachers, even good ones. Two positions I’ve often shown are those included in Alexey’s Root article. Let’s call them Problem 1 and Problem 2. -+-+k+-+ +-+-+-+-+-+K+-+ +-+-+-+-+-+-+-+ +-+-+-+-+-+Q+-+ +-+-+-+- Problem 1 -+-+k+-+ +-+-+-+-+-+K+-+ +-+-+-+-+-+-+-+ +-+-+-+-+-+R+-+ +-+-+-+- Problem 2 We can see that the two positions are not unrelated. They involve the same squares except that in the second position a rook replaces a queen. In both positions it is White to move and mate. In the first example, White mates in two moves. In the second example, White mates in three moves. The two setups allow me to draw nice distinctions between the two types of major pieces, the queen and the rook. They also enable me to play with the uschess.org class for didactic purposes. When it goes well, it tends to go very well. Yes, sometimes it doesn’t go at all. In Problem 1, White mates in two moves by playing any of three different first moves: 1. Qe5, 1. Qb2, or 1. Qh2. Usually, in presenting this problem, after saying that White mates in two moves, I ask a question. The question is never: Do you know how White mates in two moves? Rather, it always takes the form: Do you know how to solve a problem like this? Invariably, students will give me the answer to mate in two, as if I had posed the first question, not the second. Once I’ve implied it doesn’t appear that anyone has actually listened to what I’ve said, after a chortle of recognition emerges from the class, I will move ahead to what I think is the proper approach. I will try to impart the idea that in positions where the defender has very few options it makes sense to visualize where the defender must go before deciding on the attacker’s initial move. Getting explicit for Problem 1, if it were Black’s turn (it’s not, but I tell the class to pretend it is, as if they were really analyzing), Black must play either 1. ... Kf8 or 1. ... Kd8. Thus, White can set up the mate by attacking both b8 and h8 with the same starting move (say 1. Qe5; the moves 1. Qb2 and 1. Qh2 also work, but are not usually shown right away; not until the class has apparently missed finding them). From e5, for instance, the white queen would be able