Lecture by UMBC Chess Coach Igor Epshteyn
Throughout the semester we have discussed a variety of types of positional advantages. Now, we will study how to evaluate and to combine such advantages to achieve strategic goals. For this purpose, we will examine two games in which one side (Black) gives up the exchange in return for positional advantages. In each game, Black's skillful combination of these positional advantages yields a decisive multiplicative effect.
In Game 1, after strategic inaccuracies by both sides, Black sacrificed an exchange to gain the following positional benefits: improved pawn chain, closed lines for White's rooks, space for Black's rook and bishop, and a defended passed pawn. Preserving one of his rooks, Black expanded on the kingside, creating weaknesses in the enemy camp. After some tactical complications, Black achieved a winning bishops of opposite color ending.
In Game 2 as Black, Karpov sacrificed an exchange for strong mobile hanging pawns, together with space advantage and control of center, compromised the safety of White's king, and discoordination of White's pieces. The space advantage increased the activity of Karpov's minor pieces. Karpov combined all of these advantages to attack the White king, yielding a won interesting ending.
Game 1 (from Position 1):
1. ... Ne6
2. Nd3 Nf4
3. f3 Ba6
4. c4 c5
5. Qd2 Nxd3
6. Qxd3 Red8
7. Ne2 c6
8. Nc3 Bc7
9. Qc2 Rd4
10. Ne2 Bc8
11. Nxd4 cxd4
12. Bf2 c5
13. Rf1 f5
14. Bg3 Bd7
15. Rad1 f4
16. Bf2 g5
17. g4 fxg3
18. Bxg3 Bh3
19. Rf2 h5
20. Rfd2 h4
21. Bf2 Rf8
22. Rd3 Rf4
23. Kh1 Kh7
24. Rg1 Bd8
25. Qe2 Qf7
26. Qd1 Qh5
27. Be3 Qxf3
28. Qxf3 Rxf3
29. Bxg5 Rxd3
30. Bxd8 Re3
31. Bb6 Rxe4
32. Bxc5 Re2
33. Rd1 Bg4
34. h3 Bxh3
35. b4 Bf5
36. Bd6 d3
37. Bxe5 h3
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