Endgame Magic

Endgame Magic

Endgame Magic

Endgame Magic

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Overview

Most strong players appreciate the depth of ideas that come from chess endgame studies, and this updated and revised introduction offers players a series of fascinating scenarios. The endgame study affords both beauty and entertainment, providing the equivalent of a short story in the world of chess.
Authors John Beasley and Timothy Whitworth are internationally acknowledged experts in the field. Rather than employing situations that have arisen in actual play, they have selected these challenging studies specifically for this volume in order to offer combinations far more subtle and spectacular than those produced over a board. The text is clearly worded and free from jargon. Three diagrams accompany each study, precluding the need for a chess set and making the book an ideal travel companion.


Product Details

ISBN-13: 9780486825755
Publisher: Dover Publications
Publication date: 09/20/2017
Sold by: Barnes & Noble
Format: eBook
Pages: 192
File size: 35 MB
Note: This product may take a few minutes to download.

About the Author

The studies columnist for British Chess Magazine, John Beasley was a member of the British team in the World Solving Championship in 1977 and 1978 and director of the event in 1994.
A renowned expert on endgame studies, Timothy Whitworth has written definitive works on the studies of Kubbel, Mattison, Gulyaev, and the Platov bothers. He was a studies columnist for British Chess Magazine from 1988–1995.

Read an Excerpt

CHAPTER 1

The study and the game

The composed endgame study has always played an important role in chess. The earliest chess manuscripts contain few complete games; they consist mainly of middlegame and endgame positions, sometimes claimed as "taken from play" but sometimes clearly composed to show something of particular interest. As time has gone on, this element of composition has increased. Many a player, having discovered an interesting manoeuvre in the course of endgame analysis, has chosen to polish and publish it immediately as a study, instead of waiting indefinitely for an opponent to allow him to play it in a game; and a few have found study composition so satisfying that they have come to concentrate on it, caring not for match results but only for the fascinating uses to which they can put the chessmen. Most of the studies in this book have been produced by such specialists.

Yet to many chess enthusiasts, the endgame study is an arcane mystery. Study composers try to extract as much as possible from the chessmen, which causes them to construct positions rather unlike those that occur in ordinary games; and most players find even normal endgame play difficult enough to fathom, let alone the exceptional manoeuvres that occur in studies. This book unlocks the mystery, and opens the door to the delights within. It explains why typical study positions differ from typical game positions, and it illustrates the usual objectives of play in studies and the most common means by which these objectives are achieved; and, in the process, it displays some of the most remarkable beauties of chess.

Let us therefore start by playing through a study and seeing how it differs from a game. 1.1 shows a celebrated composition which is normally attributed to Richard Réti and Henri Rinck, though it would seem that the credit for the key move is really due to Frantisek Prokop. (Rinck and Prokop were specialist study composers whose work we shall meet again; Réti was one of the chess world's all-rounders, known to all as author and player and no less worthy of respect as a composer.)

At first sight, this position is unimpressive. There are only six men on the board, and a little analysis suggests that White has an easy win; he can play 1 Bc6+, drive the Black king to the e-file (1 ... Kd6 2 Rd4+ or 1 ... Kd8 2 Rf8+), check with the rook on e4 or e8, and capture the helpless pawns. What can possibly be of interest here?

All right, let's try it: 1 Bc6+ Kd6 2 Rd4+ Ke5 3 Re4+ Kd6! (1.1a). Now one pawn certainly goes, 4 Rxe3, but this leads to 4 ... e1Q 5 Rxe1 stalemate; and if White doesn't play 4 Rxe3, what is he to do instead? 4 Rd4+ Ke5 5 Re4+ Kd6 merely repeats the position, and any other move allows Black to promote the pawn on e2. White's "easy win" has proved an illusion.

But White has an alternative bishop check:

1 Be4-f5+.

Now it no longer guards d5, so Black cannot create a stalemate on d6. But he can play for one on d8 instead:

1 ... Kd7-d8 2 Rf4-d4+ Kd8-e7 (or e8) 3 Rd4-e4+ Ke7-d8!

(1.1b). As before, one pawn can be captured, 4 Rxe3, but the sequel 4 ... e1Q 5 Rxe1 will again give stalemate. And again, White appears to have nothing better; the check 4 Rd4+ merely repeats moves, and anything else allows Black to promote his leading pawn.

A draw, therefore? No, because White has a remarkable resource. It starts with the bishop sacrifice

4 Bf5-d7!

(1.1c). If Black captures this impertinent bishop, 4 ... Kxd7, he destroys the stalemate, and White will win easily after 5 Rxe3. But while White's sacrifice has certainly disrupted the stalemate, it does not appear to have done anything else of value, so is not the promotion

4 ... e2-e1Q

at least good enough to draw? No, because

5 Bd7-b5!!

shields the White king, and leaves Black with no sensible way of avoiding mate (1.1d).

One of the classics, this. The play is only five moves long, yet what a lot has been packed into this brief duel! If White starts with the most obvious attack, Black can avoid defeat by setting up a position of stalemate. So White tries a different attack, only for Black to set up another stalemate. White destroys this second stalemate by a sacrifice, but Black declines the offer, promotes a pawn instead, and seems to have achieved at least a draw. And then the climax, a beautifully quiet move by White, not a check, not a capture, not even a sacrifice; but it leaves White's minuscule army threatening mate, and Black's queen, on a wide open board, is powerless to do anything about it.

A study like this is a thing to be enjoyed rather than to be subjected to the pedantry of critical analysis, but it does provide a good illustration of the differences between a study and a combination from actual play.

(a) The purpose of a study is to show a particular move or sequence of moves. The purpose of a combination arising in play is to win or save the game. If the combination is of particular interest, the player is doubtless pleased, and the game may find its way into the anthologies; but a player only controls one side of the board, and (short of bribing his opponent or varnishing his games for publication) can only play those combinations which his opponent happens to permit.

(b) Every man in a study is essential to the play. A combination in an actual game rarely involves more than a few men on either side; nearly always, there are irrelevant bystanders. The absence of such bystanders is one of the main reasons why study positions often seem unnatural.

(c) The play in a study is usually quieter and subtler than that which occurs in a game. We are not saying that blood and thunder are entirely absent from studies; there will be plenty of examples to the contrary later in the book. However, the incidence of captures is less, and forcing play tends to involve gentle coercion rather than brute strength. In a game, a spectacular sacrifice to break down a king's defences is not unusual, particularly when the players are ill-matched; but how often do you see a gentle piece sacrifice like 4 Bd7, or a quietly decisive move like 5 Bb5?

In short, a game is the chess equivalent of an episode from real life, humdrum or exciting almost by accident, whereas a study has the cultivated intensity of a short story; and if you conclude that the best thing to do with a study is to forget about real chess life for a moment and play it through for sheer enjoyment, you will be entirely correct.

In the hope that this has whetted the appetite, we briefly outline the rest of the book. There are 160 studies here, ranging from medieval times to the present day and from a single move to twenty and more. Those in Chapters 2-7 illustrate the most usual objectives of play: capturing material (Chapter 2), winning by giving mate (3), avoiding loss by creating a stalemate (4), racing to promote first (5), forcing or preventing promotion (6), and forcing a draw by perpetual harassment (7). 1.2 shows another famous study by Réti. White's position seems hopeless, since his own pawn is doomed and he cannot capture any of Black's without allowing another to run down and promote; yet he can actually force a draw, as we shall see in Chapter 5.

The studies in Chapters 8-13 illustrate tactical manoeuvres: losing the move (8), promoting a pawn to a man other than a queen (9), decoying a man (10), shielding or obstructing a man (11), constructing a fortress or blockade (12), and exploiting corresponding squares (13). In Chapter 10, we shall meet 1.3 by Artur Mandler. White has two pawns against one, but lines such as 1 Kg6 Kc6! 2 Kf6 Kd6 3 Kf7 Kd7 4 Kf8 Kd8! give Black a comfortable draw; how can White clinch the win?

The remaining chapters are more general. Chapter 14 shows studies featuring echoed or repeated manoeuvres, and Chapter 15 studies in which Black contributes his full share of the good moves. Chapter 16 contains some exercises in pure fantasy (because even study composers occasionally let down their hair, and a very good thing too). Please don't ask how the pawn lines arose in 1.4 (P. A. Cathignol), just turn to Chapter 16 to find which pawn White must move first in order to break through (it is not the apparently obvious a-pawn). Finally, Chapter 17 illustrates the grand manner. It contains a dozen examples of deep and rich play from simple starting positions, which leave even hardened enthusiasts wondering how such things can be possible.

Appendix A lists the most important material advantages that one side or the other may possess, and says whether or not they are normally sufficient to win. Appendix B contains reference data: details of original publication, notes on variant settings, and so on.

We have chosen the studies in this book for their quality and appeal, and because they illustrate particularly well the points which we wish to make. However, they constitute only a small proportion of the many fine studies in existence. Perhaps this is your first book on endgame studies. We hope it will not be your last.

CHAPTER 2

Winning material

Most chess combinations involve attempts to win material, so we start with some studies where this is the sole object of play. In these studies, the stronger side merely tries to achieve a material advantage which will lead to eventual victory, while the weaker side tries to prevent this; yet even this simple recipe has produced some delightful compositions. Readers unfamiliar with the relevant "wins" and "draws" of endgame theory will find them in Appendix A.

In ordinary play, there are various ways of winning material: pin, fork, skewer, discovered attack, and so on. These occur in studies as well, but a technique known as "domination" is also important: attacking a man which has nowhere to hide. The open board of a typical study makes this technique peculiarly attractive.

To take an extreme example, the king and the knight are short-range pieces, yet between them they can dominate an entire long diagonal. 2.1 (H. Rinck, 1935) shows how. White starts with

Ng5-f7,

and Black's best defence is to run all the way:

1 ... Bh8-a1.

However, White continues with

Kc2-b1!

and Black is helpless (2.1a). Four squares (a1, b2, e5, and h8) are directly commanded by king or knight, and each of the other four allows a knight fork: White checks on d6, Black takes the pawn, and White forks on b5 or e8. The White a-pawn has made no contribution so far, but it will clinch the win after the bishop has been captured.

A rook can also be dominated by a surprisingly modest force. King and two bishops can force mate against a bare king, so White will win in 2.2 (V. Halberstadt, 1951) if he can coordinate his force; Black will have to give up his rook for the pawn, and the win will follow. However, White must first save his attacked bishop, and we shall see in due course that

1 Ba2-e6!

is the only correct move. The more obvious 1 Bd5 defends the pawn, but it loses the bishop after 1...Rc7+ 2 Kd1(d2) Rd7. Now, however, Black can win material by the fork

1 ... Rb7-b3!

since 2 Bxb3 would produce stalemate. It isn't only White who is allowed to make good moves! White must now save his second bishop, and

2 Ba3-d6!

will be seen in due course to be correct (2.2a). If Black captures the pawn immediately, White will force mate by 3 Be5+; but the check

2 ... Rb3-c3+

forces the White king away,

3 Kc1-d2,

and

3 ... Rc3xf3

seems safely to have gained material. Drawn game? No, there is a sting in the tail. White's next move

4 Kd2-e2

gives the position shown in 2.2b, and we see why he chose the squares d6 and e6 for his bishops. Twelve of the rook's fourteen possible squares are commanded by the king or the bishops, and neither of the others offers more than a temporary haven: 4 ... Rf6 allows 5 Be5+, and 4 ... Rc3 allows 5 Be5 Kb2 6 Kd2.

The easiest piece to dominate is the short-stepping knight, and domination of the knight has been a favourite theme since the earliest days of chess. 2.3 comes from a manuscript which was compiled in 1283 for Alfonso X of Castile. The rules of chess were different in those days, and allowed a win by "bare king": a player could win the game by capturing all his opponent's men apart from the king, provided that his own last man could not be captured next move. (There was no queen in the old chess, and a pawn could be promoted only to the feeble "fers" or "firzan" which moved one square diagonally; so a player who had had the better of the game would frequently lack the material to force mate, and the win by bare king was a necessary compensation.) Under these rules, White can win by capturing or exchanging the Black knight, and he starts by playing

1 b6-b7+.

If Black now moves his king, there follows 2 Nc6+ Nxc6 3 Kxc6 (or 2 ... Kxb7 3 Nxd8+) and White's aim is achieved. However, after

1 ... Nd8xb7,

the capture 2 Nxb7 is insufficient because Black can recapture. Instead, White must play

2 Na5-c6!

and this ties Black up quite beautifully (2.3a). His king cannot move at all, and his knight can move only to be taken.

2.4 (G. N. Zakhodyakin, 1931) shows a knight domination under modern rules. Black can afford to sacrifice knight for pawn, but not to lose it for nothing. The opening chase

Kd4c5 Na8-c7
is therefore straightforward. Black's best move is now

3 ... Ne8-g7,

since 3 ... Nc7 4 Kf7 Nd5 5 g6 would lead to mate, and

4 Bd3-g6

leaves the knight without a move (2.4a). Black therefore plays

4 ... Kh8-g8,

and after White's reply

5 Bg6-f7+

his better move turns out to be

5 ... Kg8-h7;

the alternative 5...Kh8 leads to the final position a move sooner. White must now bring his king round to guard h5, so that his pawn can advance and crowd the Black king, but he cannot let the knight escape via f5. Play therefore continues with

6 Ke7-f6 Kh7-h8
giving 2.4b. The direct attack 8 Kf4 Kh8 9 Kg4 Kh7 10 g6+ Kh6 now fails, but the waiting move

8 Ke5-e4!

does the trick; there follows

8 ... Kh7-h8
and the knight is doomed (2.4c).

Gleb Zakhodyakin (1912-82) was one of the most attractive of study composers. His concise, subtle manoeuvres in light settings show just what endgame composition is all about. Sadly, he did not produce a collection of his work, and only a fraction of it is well known.

Rook and bishop against bishop and knight is only a draw if the bishops run on squares of the same colour, so White must win a piece in 2.5 (J. Fritz, 1951), and

1 Ba6-f1

is a good way to start. White threatens not only the direct capture 2 Rxa8 but also the spear check 2 Bg2+, and only

1 ... Ba8-e4

offers hope. But White checks anyway,

2 Bf1-g2+,

and which way will the Black king go? If

2 ... Kf3-f4

then

3 Ra2-a4

pins the bishop, and although

3 ... Ng7-e6+
seems to have defended it (2.5a), the follow-up

5 Bg2xe4 Ng5xe4+
wins the now pinned knight instead. And if Black tries

2 ... Kf3-e3,

the sequel

3 Ra2-a3+ Be4-d3 4 Bg2-f1 Ng7-e6+ 5 Kc5-b4 Ne6-f4

gives a similar position one diagonal lower (2.5b), and

6 Bf1xd3 Nf4xd3+
again wins the knight.

The work of Jindrich Fritz (1912-84) will make more than one appearance in this book. As a producer of striking effects from apparently simple positions, he had few equals.

In 2.5, we saw two pins in different lines; in 2.6 (L. Prokes, 1950) we shall see two simultaneous pins. At present, White is two pawns ahead, but the pawn on e6 is doomed, and rook, bishop, and pawn won't win against rook and bishop in a position like this (not only is Black's king firmly in front of the pawn, but if the worst comes to the worst he can afford to give away his bishop for it since rook and bishop against rook is only a draw). But

1 Bf3-d5

prevents the rook from taking the pawn, and if the bishop takes it,

1 ... Bf7xe6,

it pins itself. Now White has

2 Rc1-c8

pinning the rook as well (2.6a), and if 2 ... Rxc8 then 3 Bxe6+ and 4 Bxc8 leaves White with a bishop and pawn to nothing. But Black is not yet lost; after

2 ... Be6xd5+
both White's men are under attack, and he cannot afford to lose either (2.6b). Drawn game? No, the cheeky interposition

4 Re8-e4!

saves the pawn, and after 4 ... Bxe4 5 Kxe4 White will have a routine win. White needs to win a piece in 2.7 (R. Missiaen, 1974), and the obvious 1 Rc8+ fails: 1 ... Kb7 2 Bg4 Bd6 is good for Black. The right move is

1 Bd1-f3+,

and 1 ... Kb8 will allow 2 Rb2 pinning. So Black plays

1 ... Ka8-a7,

but after

2 Rc2-c3

whither will the attacked bishop flee? 2 ... Ba4 and 2 ... Ba2 will allow 3 Rc8 and a spear check on a8, 2 ... Bf7 a fork, and 2 ... Bg8 a skewer; only

2 ... Bb3-e6

is left. The continued attack

3 Rc3-c6

sets further problems, and only

3 ... Be6-b3

avoids immediate disaster (2.7a). Now White waits by

4 Kg2-h1!!

and after Black's only hope

4 ... Bf8-b4 he plays

5 Rc6-c1

threatening a skewer. 5 ... Ba5 is met by 6 Ra1 Ka6 7 Be2+ Kb6 8 Rb1, and 5 ... Be6 by 6 Rc7+ and a fork. Hence

5 ... Bb3-g8,

to which the answer is

6 Rc1-g1!

(2.7b). Only

6 ... Bg8-e6

offers a temporary haven, and

7 Rg1-g7+

will lead to a fork or pin next move.

(Continues…)



Excerpted from "Endgame Magic"
by .
Copyright © 2017 John Beasley and Timothy Whitworth.
Excerpted by permission of Dover Publications, Inc..
All rights reserved. No part of this excerpt may be reproduced or reprinted without permission in writing from the publisher.
Excerpts are provided by Dial-A-Book Inc. solely for the personal use of visitors to this web site.

Table of Contents

Most strong players appreciate the depth of ideas that come from chess endgame studies, and this updated and revised introduction offers players a series of fascinating scenarios. The endgame study affords both beauty and entertainment, providing the equivalent of a short story in the world of chess.
Authors John Beasley and Timothy Whitworth are internationally acknowledged experts in the field. Rather than employing situations that have arisen in actual play, they have selected these challenging studies specifically for this volume in order to offer combinations far more subtle and spectacular than those produced over a board. The text is clearly worded and free from jargon. Three diagrams accompany each study, precluding the need for a chess set and making the book an ideal travel companion.
www.doverpublications.com

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