Mephisto IV - µ-Max 4.8

Wissen hilft: µ-Max 4.8 rechnet über 5 Halbzüge tiefer, aber Ed Schröders Mephisto MM IV weiß einfach, dass ein Springer allein nicht zum Mattsetzen genügt. Darum "opfert" er im 65. Zug seinen Läufer für die beiden Bauern.

Der Emulator für einige alte Mephisto Schachcomputer kann von Ed Schröders Homepage geladen werden.


[Event "Blitz:10'/Spiel"]
[Site "2/Plan"]
[Date "2010.04.05"]
[Round "1"]
[White "Mephisto MM IV, C2D 2.4GHz"]
[Black "micro-Max 4.8, C2D 2.4GHz"]
[Result "1/2-1/2"]
[ECO "C81"]
[Annotator "0.19;-0.13"]
[PlyCount "131"]
[TimeControl "600"]

{W=7.8 ply; 0kN/s B=13.2 ply; 768kN/s}
1. e4 {0.01/1 0} e5 {B/0 0} 2. Nf3 {0.01/1 1} Nc6 {B/0 0}
3. Bb5 {0.01/1 1} a6 {B/0 0} 4. Ba4 {0.01/1 1} Nf6 {B/0 0}
5. O-O {0.01/1 2} Nxe4 {B/0 0} 6. d4 {0.01/1 2} b5 {B/0 0}
7. Bb3 {0.01/1 2} d5 {B/0 0} 8. dxe5 {0.01/1 2} Be6 {B/0 0}
9. Qe2 {0.01/1 2} Be7 {-0.13/9 12} 10. Rd1 {0.01/1 1} O-O {-0.04/9 21}
11. c4 {0.01/1 1} bxc4 {0.18/10 8} 12. Bxc4 {0.01/1 1} Bc5 {0.14/10 14}
13. Be3 {0.01/1 1} Bxe3 {0.16/10 15} 14. Qxe3 {0.01/1 1} Qb8 {0.04/9 7}
15. Bb3 {0.01/1 1} h6 {0.25/10 18} 16. Nc3 {0.19/6 18} Nxc3 {0.18/11 8}
17. Qxc3 {0.29/7 16} Ne7 {0.42/11 9} 18. Nd4 {0.25/7 16} Qb6 {(Lg4) 0.38/10 7}
19. Rac1 {0.36/7 15} Ra7 {(Tfc8) 0.41/11 7} 20. Qc5 {0.39/7 15} Qxc5 {0.41/13 14}
21. Rxc5 {0.49/8 14} Rb8 {(Tb7) 0.42/11 8} 22. Rdc1 {0.52/6 14} Rbb7 {(Tc8) 0.46/11 6}
23. R1c2 {0.58/7 13} a5 {(Kh8) 0.44/11 6} 24. Nxe6 {0.49/7 13} fxe6 {0.46/13 13}
25. Ba4 {0.03/8 13} Ng6 {0.55/13 8} 26. Bd7 {0.03/7 12} Nf8 {(Tb6) 0.50/13 7}
27. Bc6 {0.34/7 12} Rb4 {0.40/13 6} 28. g3 {0.20/7 12} Rd4 {(g5) 0.41/11 7}
29. Kg2 {0.42/7 11} g5 {(Td1) 0.53/11 8} 30. b3 {0.33/6 11} Rb4 {(Sg6) 0.44/13 9}
31. R2c3 {0.33/7 11} Rb6 {(Sg6) 0.41/11 6} 32. f4 {0.48/7 10} gxf4 {0.12/12 5}
33. gxf4 {0.49/7 10} Ng6 {0.12/12 7} 34. Kg3 {0.43/7 10} Ne7 {(Tb4) 0.42/11 5}
35. Bb5 {0.47/7 10} Nf5+ {(Kf7) 0.30/11 6} 36. Kg4 {0.58/7 9} c6 {(d4) 0.40/11 9}
37. Bd3 {0.46/7 9} Nd4 {0.23/11 8} 38. Kh5 {0.44/7 9} a4 {(Kg7) 0.42/12 11}
39. Kxh6 {0.62/7 8} axb3 {0.50/11 5} 40. axb3 {0.58/7 8} Rf7 {0.39/12 10}
41. Kg5 {0.87/7 8} Nf3+ {(Tc7) 0.46/11 5} 42. Kg4 {0.95/7 8} Nd4 {0.47/11 5}
43. h4 {0.81/7 8} Rb4 {(Tg7+) 0.35/12 7} 44. Kg3 {0.63/7 7} Rg7+ {0.19/11 4}
45. Kh3 {0.27/7 7} Ra7 {(Tf7) 0.28/12 4} 46. Bf1 {0.60/6 7} Nf5 {(Tf7) 0.19/11 4}
47. Rf3 {0.68/7 7} Rh7 {0.27/12 4} 48. Rxc6 {0.10/7 7} Rxh4+ {0.09/12 5}
49. Kg2 {0.10/8 6} Rg4+ {0.27/11 4} 50. Kh2 {0.08/7 6} Rgxf4 {(Kf7) 0.39/12 5}
51. Rxf4 {0.16/7 6} Rxf4 {0.29/13 4} 52. Bd3 {0.03/7 6} Nd4 {(Kf7) -0.24/14 5}
53. Rb6 {-0.06/7 6} Rf3 {(Tf2+) -0.38/15 5} 54. Rb8+ {-0.79/9 6} Kg7 {-0.41/17 4}
55. Rb7+ {-0.86/8 5} Kh6 {-0.36/16 6} 56. Rh7+ {-1.13/8 5} Kg5 {-0.40/19 5}
57. Rh3 {-1.21/8 5} Rxh3+ {(Kg4) -1.02/19 5} 58. Kxh3 {-1.75/10 5} Nxb3 {-1.06/17 4}
59. Kg3 {-1.92/10 5} Nc5 {(Sd4) -1.22/16 4} 60. Bc2 {-1.91/10 5} Nd7 {-1.11/17 5}
61. Kf3 {-2.01/10 4} Nxe5+ {-1.18/15 3} 62. Ke3 {-2.23/10 4} Ng4+ {(Sc4+) -1.12/14 4}
63. Kf3 {-2.24/9 4} e5 {(Sf6) -2.07/16 3} 64. Bb1 {-2.33/9 4} e4+ {(Sf6) -2.40/17 6}

























Diagramm: 8/8/8/3pp1k1/6n1/5K2/8/1B6 b - - 0 64

65. Bxe4 {-0.49/10 4} dxe4+ {(d4) -2.62/20 4} 66. Kxe4
{Remis angenommen 0.00/10 4}
1/2-1/2