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Blackburne Shilling Gambit

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Chess opening
Blackburne Shilling Gambit
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8a8 black rookc8 black bishopd8 black queene8 black kingf8 black bishopg8 black knighth8 black rooka7 black pawnb7 black pawnc7 black pawnd7 black pawnf7 black pawng7 black pawnh7 black pawne5 black pawnc4 white bishopd4 black knighte4 white pawnf3 white knighta2 white pawnb2 white pawnc2 white pawnd2 white pawnf2 white pawng2 white pawnh2 white pawna1 white rookb1 white knightc1 white bishopd1 white queene1 white kingh1 white rook8
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Moves1.e4 e5 2.Nf3 Nc6 3.Bc4 Nd4
ECOC50
OriginWilhelm Steinitz, The Modern Chess Instructor, Part II, 1895
Named afterLegend on Blackburne (see text)
ParentItalian Game
Synonym(s)Kostić Gambit
Shilling Gambit

The Blackburne Shilling Gambit or the Schilling-Kostić gambit is the name facetiously given to a dubious chess opening, derived from an offshoot of the Italian Game, that begins:

1. e4 e5
2. Nf3 Nc6
3. Bc4 Nd4?!

It is also sometimes referred to as the Kostić Gambit after the Serbian grandmaster Borislav Kostić, who played it in the early 20th century.

This article uses algebraic notation to describe chess moves.

History

Wilhelm Steinitz made the first known mention of this line, noting it in 1895 in the Addenda to his Modern Chess Instructor, Part II. The earliest game with the opening on chessgames.com, Dunlop–Hicks, New Zealand Championship, dates from 1911. Another early game, mentioned by Bill Wall, is Muhlock–Kostić, Cologne, 1912.

The trap beginning 4.Nxe5? "continues to catch victims, including two in successive rounds at Blackpool 1987".

Analysis

Black's third move is a weak, time-wasting move. Steinitz recommended 4.0-0 or 4.Nxd4 in response. International Master Jeremy Silman writes that White has an advantage after 4.0-0 (Paul Keres gives 4.0-0 d6 5.Nxd4 exd4 6.c3 "with the better position".), 4.c3, or 4.Nc3. He recommends as best 4.Nxd4! exd4 5.c3 d5 6.exd5 Qe7+ 7.Kf1 +/=. If 5...dxc3, White has the initiative in the center after 6.Nxc3 d6 7.d4 +/−; if 5...Bc5?, Black loses a pawn to 6.Bxf7+ Kxf7 7.Qh5+ (Wolfgang Unzicker).

The only virtue of 3...Nd4 is that it sets a trap that has ensnared many players. After the natural 4.Nxe5?, Black wins material with 4...Qg5! Now the obvious 5.Nxf7?? loses to 5...Qxg2, for example 6.Rf1 Qxe4+ 7.Be2 Nf3#, a smothered mate. This trap is what gives the line its name; the great English master Joseph Henry Blackburne reputedly used it to win one shilling per game from café visitors. Wall has questioned this, however, stating that there are no recorded games of Blackburne playing this line.

The opening is not a true gambit, since White cannot take the pawn on e5 without losing material; however, after 4.Nxe5 Qg5, White can maintain a playable game with 5.Bxf7+! Steinitz wrote that this move, "followed by castling, is now White's best chance and in some measure a promising one, considering that he has two Pawns and the attack for the piece". G. Chandler–NN, Stockbridge 1983, continued 5...Ke7 (5...Kd8 is better) 6.0-0 Qxe5 7.Bxg8 Rxg8 8.c3 Nc6 (Silman analyzes 8...Ne6 9.d4 Qf6 10.f4 when "with two pawns and an attack for the sacrificed piece, White’s compensation isn’t in doubt".) 9.d4 (=/∞ Keres) Qa5? 10.d5 Ne5? 11.Qh5! Nf7? 12.d6+! 1–0 (in light of 13.Qxa5).

Graham Burgess writes that 3...Nd4 is also known as the "Oh my God!" trap, as for full effect, Black is supposed to make this exclamation, pretending to have accidentally blundered the e-pawn. Burgess condemns this behavior as unethical, and notes that the trap, if avoided, leaves White with a large advantage.

See also

References

  1. ^ Bill Wall (2005), The Blackburne Shilling Gambit
  2. ^ Wilhelm Steinitz, The Modern Chess Instructor, Edition Olms Zürich, 1990 (reprint), p. 63 of Part II. ISBN 3-283-00111-1.
  3. "John Boyd Dunlop vs. E. Hicks, NZL-ch (1911), Timaru". Chessgames.com.
  4. "Muhlock vs. Borislav Kostić, Koln (1911), Cologne GER". Chessgames.com.
  5. ^ Hooper, David; Whyld, Kenneth (1996) . "Blackburne Shilling Gambit". The Oxford Companion to Chess (2nd ed.). Oxford University Press. p. 43. ISBN 0-19-280049-3.
  6. ^ Harding, Tim; Botterill, G. S. (1977). The Italian Game. B.T. Batsford Ltd. p. 128. ISBN 0-7134-3261-6.
  7. ^ "Jeremy Silman (2004), Two Wild Black Systems". Archived from the original on 2009-08-07. Retrieved 2007-05-15.
  8. Matanović, Aleksandar, ed. (1981). Encyclopaedia of Chess Openings. Vol. C (2nd ed.). Yugoslavia: Chess Informant. p. 242, n. 1.
  9. Graham Burgess, The Mammoth Book of Chess, Carroll & Graf, 1997, pp. 122–23. ISBN 0-7867-0725-9.
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