OpenChess

Hi,

Critter 1.2 is available for win32/64, linux and android platforms.
It also got a new home: http://www.vlasak.biz/critter/

Thanks to Emil Vlasák for web hosting.

Richard

Thanks, RIchard!

beautiful.- thanks.

Cool Engine. Thanks Richard!

Here my first game on Playchess with only 32-Bit:

[Event "Wertungspartie, 5m + 0s"]
[Site "Maschinenraum"]
[Date "2011.06.25"]
[Round "?"]
[White "Wolkenlos, Critter 1.2 32-bit"]
[Black "Knallo, Houdini 1.5a x64"]
[Result "1-0"]
[ECO "D85"]
[WhiteElo "2301"]
[BlackElo "2517"]
[Annotator "0.50;0.64"]
[PlyCount "139"]
[EventDate "2011.06.25"]
[TimeControl "300"]

{Houdini 1.5a x64: 22.8 ply; 8.770kN/s Intel(R) Core(TM) i7 CPU 920 @
2.67GHz 2660MHz, (8 threads), en-chess.ctg, 128 MB} 1. d4 {B/0 0} Nf6 {B/0 0}
2. c4 {B/0 0} g6 {B/0 0} 3. Nc3 {B/0 0} d5 {B/0 0} 4. cxd5 {B/0 0} Nxd5 {B/0 0}
5. e4 {B/0 0} Nxc3 {B/0 0} 6. bxc3 {B/0 0} Bg7 {B/0 0} 7. Nf3 {B/0 0} c5 {B/0 0
} 8. Rb1 {B/0 0} O-O {B/0 0} 9. Be2 {B/0 0} cxd4 {B/0 0} 10. cxd4 {B/0 0} Qa5+
{B/0 0} 11. Bd2 {B/0 0} Qxa2 {B/0 0} 12. O-O {B/0 0} Bg4 {B/0 0} 13. Bg5 {B/0 0
} h6 {B/0 0} 14. Be3 {B/0 0} Nc6 {B/0 0} 15. d5 {B/0 0} Bxf3 {B/0 0} 16. Bxf3 {
B/0 0} Ne5 {B/0 0} 17. Rxb7 {B/0 0} e6 {B/0 0} 18. Qe2 {B/0 0} Nxf3+ {B/0 0}
19. Qxf3 {B/0 0} exd5 {B/0 0} 20. exd5 {B/0 0} a5 {B/0 0} 21. d6 {B/0 0} Qe6 {
0.64/20 7} 22. d7 {B/0 0} a4 {0.65/21 6} 23. Bc5 {B/0 0} Rfd8 {0.69/22 6} 24.
Rd1 {B/0 0} Ra6 {0.68/21 12} 25. Qd3 {(Lb4) B/0 0} Bf6 {0.33/21 14} 26. Bd6 {
B/0 0} Rda8 {0.34/21 25} 27. Ba3 {0.50/16 10} Kg7 {(Td8) 0.29/20 0} 28. g3 {
(h4) 0.45/17 11} Rc6 {0.34/20 5} 29. Qb5 {(Lb2) 0.46/19 15} Qc4 {0.44/20 5} 30.
Qxc4 {1.03/18 5} Rxc4 {0.45/22 0} 31. Kg2 {(Td2) 1.08/19 9} Rc2 {
(Td8) 0.41/21 4} 32. h4 {1.18/19 10} Rd8 {(h5) 1.00/21 16} 33. Ra7 {1.41/19 9}
Rc4 {1.40/22 8} 34. Bd6 {1.56/22 1} Rh8 {(Tg8) 1.26/22 6} 35. Bc7 {1.58/19 9}
Bd8 {1.34/24 0} 36. Be5+ {1.64/21 8} f6 {1.39/25 0} 37. Ba1 {1.64/22 8} Rc7 {
1.40/24 0} 38. Ra6 {1.60/22 16} Rf8 {1.36/25 0} 39. Rdd6 {1.74/20 18} Kg8 {
(a3) 1.46/24 4} 40. Ra8 {1.74/19 6} h5 {(Tb7) 1.46/25 0} 41. Bd4 {1.83/20 6}
Rb7 {1.91/24 12} 42. Rc8 {1.83/21 0} a3 {1.97/22 4} 43. Bc5 {(Lxf6) 1.93/21 2}
Kf7 {1.75/22 4} 44. Bxa3 {2.02/20 2} Rg8 {(Th8) 1.76/23 4} 45. Bc5 {2.03/19 6}
Rb5 {(Ke7) 1.73/24 0} 46. Bd4 {(Kf3) 2.35/19 4} Rf5 {2.33/21 4} 47. f4 {
2.44/20 1} Ke7 {2.37/22 2} 48. Rcc6 {2.47/21 0} Kf7 {2.75/23 14} 49. Kf3 {
2.90/22 0} Rb5 {2.75/23 3} 50. Bxf6 {2.90/21 0} Rb7 {(Tb3+) 3.15/23 22} 51. Be5
{(Lc3) 2.90/19 5} Rb5 {(Ta7) 2.88/21 4} 52. Rd3 {(Ke4) 2.90/20 5} Rb4 {
(Tb7) 2.85/21 4} 53. f5 {(Tc7) 3.37/18 5} Rb5 {3.79/17 3} 54. fxg6+ {
(Ke4) 3.87/18 2} Rxg6 {4.61/19 3} 55. Rc8 {4.30/19 0} Rg8 {4.75/20 4} 56. Bf4 {
4.49/19 1} Ke6 {(Ke7) 4.74/20 1} 57. Bg5 {4.51/17 3} Rf8+ {4.75/21 2} 58. Ke3 {
4.65/18 2} Bb6+ {4.98/21 12} 59. Rd4 {(Kd2) 4.96/22 0} Bxd4+ {(Tb3+) 5.14/19 3}
60. Kxd4 {5.00/19 3} Rd5+ {5.05/23 0} 61. Kc4 {5.19/20 3} Rxd7 {(Tf3) 5.27/22 0
} 62. Rxf8 {5.45/20 2} Rb7 {5.53/20 0} 63. Bf4 {5.99/20 3} Ra7 {(Th7) 5.68/21 0
} 64. Re8+ {6.15/17 3} Kf6 {5.83/22 0} 65. Re5 {(Th8) 6.22/20 3} Rh7 {
(Tc7+) 6.10/19 3} 66. Kd4 {6.61/20 4} Rh8 {6.43/21 0} 67. Ke4 {6.75/20 3} Kg6 {
(Kg7) 6.80/21 0} 68. Re6+ {(Tg5+) 7.29/20 4} Kf7 {7.32/20 3} 69. Kf5 {
(Tc6) 7.99/21 0} Ra8 {(Tc8) 7.56/19 2} 70. Rh6 {
(Tc6) Knallo,Houdini 1.5a x64 gibt auf (Lag: Av=0.21s, max=1.2s) 8.73/18 3}
1-0

Houdini had 64-bit and 8 cores, but lost against only two cores.

Thanks Richard! I would like to ask you if you have thought about implementing learning for Critter, in the style of Shredder Learning? Currently Critter is my 3rd main engine behind the Rybkas, but I think that it could become the #1 choice for analysis if it had learning.

My second games:

[Event "Wertungspartie, 5m + 0s"]
[Site "Maschinenraum"]
[Date "2011.06.25"]
[Round "?"]
[White "Omega_2008, Houdini 1.5a x64"]
[Black "Wolkenlos, Critter 1.2 32-bit"]
[Result "1/2-1/2"]
[ECO "C92"]
[WhiteElo "2678"]
[BlackElo "2328"]
[Annotator "0.20;0.03"]
[PlyCount "156"]
[EventDate "2011.06.25"]
[TimeControl "300"]

{Houdini 1.5a x64: 23.0 ply; 10.763kN/s Intel(R) Core(TM) i7 CPU 950
@ 3.07GHz 4139MHz, (8 threads), en-chess.ctg, 128 MB} 1. e4 {B/0 0} e5 {B/0 0}
2. Nf3 {B/0 0} Nc6 {B/0 0} 3. Bb5 {B/0 0} a6 {B/0 0} 4. Ba4 {B/0 0} Nf6 {B/0 0}
5. O-O {B/0 0} Be7 {B/0 0} 6. Re1 {B/0 0} b5 {B/0 0} 7. Bb3 {B/0 0} d6 {B/0 0}
8. c3 {B/0 0} O-O {B/0 0} 9. h3 {B/0 0} Re8 {B/0 0} 10. d3 {B/0 0} Na5 {
0.03/18 9} 11. Bc2 {B/0 0} c5 {0.03/19 11} 12. Nbd2 {B/0 0} h6 {0.02/19 12} 13.
Nf1 {B/0 0} Bf8 {0.03/17 16} 14. Ne3 {(a4) 0.20/18 9} Bb7 {0.00/17 10} 15. Nh2
{(a4) B/0 0} d5 {0.20/17 22} 16. Nhg4 {B/0 0} d4 {0.16/18 8} 17. Nf5 {
(Sxf6+) B/0 0} Nd7 {0.09/17 20} 18. cxd4 {0.15/17 21} exd4 {0.10/17 0} 19. Bf4
{0.10/18 23} h5 {(Sc6) 0.00/17 0} 20. Nh2 {-0.01/18 13} c4 {0.00/18 0} 21. Nf3
{-0.01/18 4} Nc5 {(cxd3) 0.00/17 2} 22. N5xd4 {(Tc1) -0.03/18 5} cxd3 {
-0.02/17 7} 23. Bxd3 {-0.04/21 0} Nc6 {-0.02/18 7} 24. Bc2 {-0.05/21 0} Nxd4 {
-0.02/16 0} 25. Qxd4 {-0.06/20 8} Bxe4 {(Dxd4) -0.05/17 0} 26. Bxe4 {-0.07/20 6
} Qxd4 {-0.02/19 0} 27. Nxd4 {-0.04/18 0} Nxe4 {0.00/19 7} 28. Rac1 {-0.04/20 3
} g6 {-0.02/19 11} 29. Nb3 {(Te2) -0.01/22 0} Bg7 {0.00/19 6} 30. Rc2 {
(Te2) 0.01/23 0} Nf6 {0.00/20 6} 31. Rxe8+ {0.01/23 0} Rxe8 {0.05/20 5} 32. Kf1
{(g3) 0.04/22 3} Nd5 {0.00/16 4} 33. Bd2 {0.04/21 3} Re7 {0.00/19 2} 34. Na5 {
(La5) 0.03/21 4} Rd7 {0.00/18 5} 35. Ke2 {(g3) 0.03/20 3} f5 {(Le5) 0.00/18 6}
36. b4 {(Tc6) 0.04/21 5} Kh7 {0.00/18 5} 37. a3 {0.04/22 2} Re7+ {
(Lh6) 0.05/19 2} 38. Kf3 {0.04/24 5} Rd7 {0.00/20 0} 39. g3 {0.03/23 5} Nf6 {
0.00/21 0} 40. Ke2 {(Kg2) 0.02/23 7} Re7+ {(Se4) 0.00/18 3} 41. Kf1 {
(Kf3) 0.06/23 4} Rd7 {0.08/20 5} 42. Bc1 {0.03/23 1} Bh6 {(Se4) 0.08/19 3} 43.
Bb2 {0.03/23 4} Ne4 {0.07/21 0} 44. Ke2 {(Sb3) 0.04/22 3} Re7 {(Lg7) 0.00/18 4}
45. Kf3 {0.00/23 6} Rd7 {0.00/22 0} 46. h4 {(Kg2) 0.01/23 3} Bg7 {0.00/19 4}
47. Bc1 {0.02/24 0} Bh6 {0.00/19 3} 48. Bxh6 {0.01/24 0} Kxh6 {0.00/18 0} 49.
Ke3 {(Ke2) Wolkenlos,Critter 1.2 32-bit bietet Remis 0.01/25 4} Re7 {0.00/21 4}
50. Kd3 {(Kf3) 0.00/25 1} Nd6 {(Td7+) 0.00/18 3} 51. Nb3 {(Tc6) 0.11/21 3} Re1
{(Te8) 0.08/19 4} 52. Rc6 {0.09/22 4} Ne4 {0.10/21 0} 53. Nd4 {0.03/23 3} Nxf2+
{0.00/20 0} 54. Kc2 {0.02/25 5} Re4 {0.03/21 0} 55. Nxf5+ {0.02/24 2} Kh7 {
0.04/20 0} 56. Nd6 {0.02/25 4} Re2+ {0.03/22 0} 57. Kc3 {(Kb3) 0.02/24 3} Re3+
{0.00/21 2} 58. Kb2 {0.02/25 1} Re2+ {0.00/21 2} 59. Kb1 {(Tc2) -0.03/24 5}
Re1+ {0.00/20 2} 60. Kb2 {(Ka2) -0.03/25 0} Re2+ {0.00/21 3} 61. Rc2 {
-0.03/24 0} Re6 {(Txc2+) 0.00/22 3} 62. Rc7+ {(Txf2) -0.03/23 3} Kg8 {
-0.02/18 2} 63. Rc6 {-0.03/23 0} Ne4 {-0.01/20 2} 64. Rc8+ {-0.03/24 0} Kg7 {
-0.01/22 2} 65. Nxe4 {-0.03/25 0} Rxe4 {-0.01/19 0} 66. Ra8 {-0.02/25 2} Re6 {
(Te2+) -0.01/22 0} 67. Kc2 {-0.02/25 2} Kf6 {-0.01/23 0} 68. Rf8+ {-0.02/26 2}
Ke5 {-0.01/24 0} 69. Kd3 {-0.02/27 2} Rc6 {(Td6+) -0.01/24 1} 70. Kd2 {
(Tf4) -0.02/26 2} Rc4 {(Tf6) -0.01/21 2} 71. Ra8 {(Tf3) -0.02/26 3} Rd4+ {
(Tg4) -0.01/19 2} 72. Ke3 {(Ke2) -0.02/27 2} Rd6 {0.00/22 2} 73. Rc8 {
(Tf8) -0.02/28 0} Kf5 {0.00/22 2} 74. Rc5+ {-0.02/28 0} Kg4 {0.00/23 1} 75.
Rg5+ {-0.02/28 1} Kh3 {0.00/23 0} 76. Ke4 {-0.02/29 2} Rf6 {(Te6+) 0.00/23 0}
77. Ke3 {(Kd4) Wolkenlos,Critter 1.2 32-bit bietet Remis -0.02/28 2} Rc6 {
(Te6+) 0.00/22 1} 78. Rc5 {-0.02/27 2} Re6+ {(Tf6) 0.00/23 0} 1/2-1/2

Very well playing by Critter in this opening with black pieces!
I my opinion, Critter is playing very good in dynamic and tactical positions, in such Middle-game.

As next was a draw against 6 cores (with my two cores only):

[Event "Wertungspartie, 5m + 0s"]
[Site "Maschinenraum"]
[Date "2011.06.26"]
[Round "?"]
[White "Wolkenlos, Critter 1.2 32-bit"]
[Black "Phil Harris, Houdini 1.5a x64 Tb"]
[Result "1/2-1/2"]
[ECO "E07"]
[WhiteElo "2341"]
[BlackElo "2694"]
[Annotator "-0.14;-0.17"]
[PlyCount "228"]
[EventDate "2011.06.26"]
[TimeControl "300"]

{Houdini 1.5a x64 Tb1: 23.9 ply; 19.039kN/s Intel(R) Core(TM) i7 CPU X
980 @ 3.33GHz 4235MHz, (6 threads), en-chess.ctg, 128 MB} 1. d4 {B/0 0} Nf6 {
B/0 0} 2. c4 {B/0 0} e6 {B/0 0} 3. Nf3 {B/0 0} c6 {B/0 0} 4. g3 {B/0 0} d5 {
B/0 0} 5. Nc3 {B/0 0} dxc4 {B/0 0} 6. Bg2 {B/0 0} Nbd7 {B/0 0} 7. O-O {B/0 0}
Be7 {B/0 0} 8. e4 {B/0 0} O-O {B/0 0} 9. a4 {B/0 0} e5 {B/0 0} 10. dxe5 {B/0 0}
Ng4 {B/0 0} 11. Bf4 {B/0 0} Qa5 {B/0 0} 12. e6 {B/0 0} fxe6 {B/0 0} 13. Qe2 {
B/0 0} Nge5 {B/0 0} 14. Bxe5 {B/0 0} Nxe5 {-0.17/22 14} 15. Nxe5 {B/0 0} Qxe5 {
-0.17/22 0} 16. Kh1 {B/0 0} Qc5 {-0.17/23 5} 17. e5 {-0.14/18 11} Bd7 {
(Td8) -0.10/24 2} 18. f4 {-0.05/21 18} Rad8 {(Db4) -0.05/23 12} 19. Ne4 {
0.00/20 7} Qb4 {0.08/23 2} 20. Rfc1 {0.00/21 8} Be8 {0.11/22 4} 21. Rxc4 {
0.00/19 6} Qa5 {(Db6) 0.04/23 0} 22. b4 {0.10/17 7} Bxb4 {(Da6) 0.13/22 18} 23.
Ng5 {0.00/17 9} Rd2 {(Lg6) 0.19/21 8} 24. Qg4 {0.42/18 9} h6 {(Le7) 0.23/20 0}
25. Ne4 {(Nxe6) 0.14/16 10} h5 {0.16/20 6} 26. Qh3 {0.18/18 2} Re2 {
(Tb2) 0.23/20 5} 27. Ng5 {0.28/17 9} Be7 {0.33/21 15} 28. Qxe6+ {0.28/19 0} Bf7
{0.33/19 0} 29. Nxf7 {0.27/17 0} Rxf7 {(Te1+) 0.36/21 8} 30. Rcc1 {0.42/16 7}
Qd2 {0.50/21 7} 31. Rd1 {0.60/17 0} Qe3 {0.49/21 8} 32. Rf1 {0.61/18 0} Qd2 {
(Tb2) 0.42/21 13} 33. Qh3 {0.78/16 12} g6 {0.69/22 16} 34. a5 {(Bf3) 0.60/18 4}
a6 {0.32/20 3} 35. Rad1 {(Bf3) 0.52/18 9} Qc2 {0.28/20 4} 36. Bf3 {0.53/18 6}
Rf2 {(Te3) 0.34/22 14} 37. Rc1 {(Rxf2) 0.51/17 8} Qd2 {0.38/22 4} 38. Rb1 {
0.50/17 3} Qd3 {0.33/21 0} 39. Rxf2 {0.48/18 4} Qxb1+ {0.33/23 0} 40. Rf1 {
0.47/19 4} Qa2 {(Dc2) 0.28/22 6} 41. Qc8+ {(Qd7) 0.56/16 4} Bf8 {0.26/20 0} 42.
Bg2 {0.56/18 5} Qc2 {0.34/21 0} 43. Qd8 {0.57/18 4} Qf5 {0.33/22 4} 44. Qd4 {
0.57/17 0} Rd7 {0.35/21 2} 45. Qc4+ {0.57/17 7} Kg7 {(Kh8) 0.31/22 0} 46. Re1 {
(Be4) 0.56/17 5} Be7 {(h4) 0.31/20 3} 47. Be4 {0.59/18 5} Qh3 {0.29/22 0} 48.
Qc3 {0.59/15 4} Rd8 {(De6) 0.24/21 2} 49. Qb2 {0.53/16 6} Kh6 {0.15/22 0} 50.
Rg1 {(Bg2) 0.53/16 4} Qg4 {0.19/23 8} 51. Rf1 {(Qf2) 0.39/17 1} Rd1 {
(Td7) 0.14/24 2} 52. Rxd1 {0.33/18 3} Qxd1+ {0.11/25 0} 53. Kg2 {0.25/20 2} Bc5
{0.09/24 0} 54. h4 {0.24/20 4} Be3 {(De1) 0.09/25 0} 55. e6 {(Qa3) 0.25/17 3}
Bd4 {0.09/24 2} 56. Qa2 {0.25/20 1} Bf6 {(De1) 0.09/23 2} 57. Bf3 {0.25/17 3}
Qe1 {0.06/25 0} 58. Kh3 {(Qb3) 0.19/19 3} Qf1+ {(Ld4) 0.06/24 2} 59. Bg2 {
0.07/21 3} Qe1 {0.06/26 0} 60. Qb3 {0.07/20 2} Qxa5 {0.06/24 0} 61. Qxb7 {
0.07/18 3} Qf5+ {0.06/25 0} 62. Kh2 {0.05/18 0} Qxe6 {0.06/24 0} 63. Qxc6 {
(Qxa6) 0.05/19 3} Qxc6 {0.06/24 2} 64. Bxc6 {0.05/22 0} a5 {0.03/25 2} 65. Kg2
{0.05/22 0} Kg7 {0.03/25 2} 66. Kf3 {(Be8) 0.05/21 1} Bd4 {0.03/24 2} 67. Ke2 {
(Ba4) 0.05/21 1} Kf6 {(Lf6) 0.03/23 2} 68. Ba4 {0.05/20 3} Kf5 {(Lc3) 0.03/24 0
} 69. Kf3 {0.05/19 3} Ke6 {(Kf6) 0.03/24 0} 70. Bb3+ {(Bc2) 0.05/20 2} Ke7 {
0.03/24 2} 71. Kg2 {0.05/21 0} Ke8 {(Kf6) 0.03/24 1} 72. Bd1 {(Bc2) 0.05/20 3}
Kd7 {(Ke7) Wolkenlos,Critter 1.2 32-bit bietet Remis 0.03/23 2} 73. Ba4+ {
(Bc2) 0.05/20 2} Ke7 {0.03/25 3} 74. Bc2 {0.05/22 0} Bc5 {(Lg7) 0.03/24 2} 75.
Kf3 {0.05/19 2} Ke6 {(Lb4) 0.03/23 0} 76. Bb3+ {(Ke2) 0.05/20 2} Kf5 {
(Ke7) 0.03/25 2} 77. Kg2 {(Bd1) 0.05/21 2} Bf8 {(Kf6) 0.03/24 2} 78. Bc2+ {
0.05/21 2} Kf6 {0.03/25 1} 79. Kf3 {(Kf2) 0.05/21 1} Bc5 {(Kg7) 0.03/24 2} 80.
Bd1 {(Ke2) 0.05/20 1} Bf8 {(Le7) 0.03/24 2} 81. Ke4 {0.05/20 2} Bc5 {
(Kg7) 0.03/24 0} 82. Ba4 {(Bb3) 0.05/20 2} Bf8 {(Lb4) 0.03/24 2} 83. Bc2 {
(Kf3) 0.05/20 1} Bc5 {(Lb4) 0.03/24 1} 84. Bd1 {(Bb3) 0.05/19 2} Ke6 {
(Le7) 0.03/23 1} 85. Kf3 {0.05/20 2} Kd6 {(Kf6) 0.03/24 0} 86. Bb3 {0.05/19 1}
Kd7 {(Ke7) 0.03/23 0} 87. Ke2 {0.05/19 1} Ke7 {0.03/23 0} 88. Bc2 {0.05/19 1}
Kf6 {0.03/23 1} 89. Bd1 {0.05/20 1} Bd4 {(Lb4) 0.03/24 1} 90. Kf1 {
(Kf3) 0.05/18 1} Ke6 {(Lb6) 0.03/23 1} 91. Ba4 {(Bb3+) 0.05/18 1} Bc3 {
(Ke7) 0.03/21 1} 92. Kg2 {(Bb5) 0.05/19 1} Bb2 {(Kd6) 0.03/22 1} 93. Bc2 {
0.05/19 1} Kf7 {(Kf6) 0.03/20 0} 94. Kf2 {(Bb3+) 0.05/19 1} Bd4+ {
(Kf6) 0.03/22 1} 95. Ke1 {(Kf1) 0.05/19 1} Bc5 {0.03/20 1} 96. Kf1 {
(Ba4) 0.05/19 0} Bf8 {(Lb6) 0.03/21 1} 97. Ke2 {(Kf2) 0.05/18 1} Bc5 {0.03/21 1
} 98. Ba4 {(Bd1) 0.05/20 0} Ba7 {(Kf6) 0.03/22 1} 99. Kf3 {(Bb3+) 0.05/18 1}
Ke7 {(Kg7) 0.03/21 1} 100. Bc2 {(Bb5) 0.05/19 1} Kf6 {0.03/22 1} 101. Kg2 {
0.05/21 0} Bd4 {(Lb6) 0.03/20 1} 102. Bb3 {(Bd1) 0.05/19 1} Kg7 {
(Lc3) 0.03/22 1} 103. Ba4 {(Kf1) 0.05/19 1} Bb2 {(Kf6) 0.03/21 1} 104. Kf2 {
(Kf1) 0.05/20 1} Bd4+ {(Lc3) 0.03/23 1} 105. Ke2 {0.05/19 1} Ba7 {
(Kf6) 0.03/21 0} 106. Bd1 {(Bb3) 0.00/18 2} Bb6 {(Lc5) 0.02/22 1} 107. Kf1 {
(Kf3) 0.00/18 1} Be3 {(Lc7) 0.01/20 1} 108. Ba4 {(Kg2) 0.00/19 1} Bd4 {
(Lc5) 0.01/22 1} 109. Bc2 {(Bd1) 0.00/18 1} Kf7 {(Kf6) 0.01/20 1} 110. Ba4 {
(Ke1) 0.00/19 1} Bg7 {(Kg7) 0.01/22 1} 111. Ke2 {
(Bc2) Wolkenlos,Critter 1.2 32-bit bietet Remis 0.00/17 0} Bd4 {(Kf6) 0.01/21 1
} 112. Bb3+ {(Kf1) 0.00/18 1} Kf6 {(Kg7) 0.01/23 1} 113. Ba4 {(Kf1) 0.00/19 1}
Kf7 {0.01/23 1} 114. Bb3+ {(Kf1) 0.00/20 1} Kf6 {
(Lag: Av=0.17s, max=0.6s) 0.01/99 0} 1/2-1/2

Cool.

As last here are the next 4 games! All 7 games in a ROW not lost against very fast Computers!

Game 4 :

[Event "Wertungspartie, 3m + 0s"]
[Site "Maschinenraum"]
[Date "2011.06.26"]
[Round "?"]
[White "Wolkenlos, Critter 1.2 32-bit"]
[Black "Thamover, Houdini 1.5a"]
[Result "1/2-1/2"]
[ECO "B81"]
[WhiteElo "2354"]
[BlackElo "2498"]
[Annotator "0.13;0.12"]
[PlyCount "217"]
[EventDate "2011.06.26"]
[TimeControl "180"]

{Houdini 1.5a: 23.0 ply; 12.631kN/s Intel(R) Xeon(R) CPU W3520 @ 2.
67GHz 3902MHz, (4 threads), en-chess.ctg, 128 MB} 1. e4 {B/0 0} c5 {B/0 0} 2.
Nf3 {B/0 0} d6 {B/0 0} 3. d4 {B/0 0} cxd4 {B/0 0} 4. Nxd4 {B/0 0} Nf6 {B/0 0}
5. Nc3 {B/0 0} e6 {B/0 0} 6. g4 {B/0 0} h6 {B/0 0} 7. h4 {B/0 0} Nc6 {B/0 0} 8.
Rg1 {B/0 0} d5 {B/0 0} 9. Bb5 {B/0 0} Bd7 {B/0 0} 10. exd5 {B/0 0} Nxd5 {B/0 0}
11. Nxd5 {B/0 0} exd5 {B/0 0} 12. Be3 {B/0 0} Be7 {B/0 0} 13. Qd3 {B/0 0} Qa5+
{B/0 0} 14. Bd2 {B/0 0} Qb6 {B/0 0} 15. Nf5 {B/0 0} Bxf5 {B/0 0} 16. gxf5 {
B/0 0} O-O-O {B/0 0} 17. O-O-O {B/0 0} Bf6 {B/0 0} 18. Be3 {B/0 0} Qc7 {B/0 0}
19. Bxc6 {B/0 0} Qxc6 {B/0 0} 20. Bd4 {B/0 0} Rhe8 {B/0 0} 21. Rg4 {0.13/16 8}
b6 {0.12/19 8} 22. h5 {(Qd3-f3) 0.19/18 5} Kb7 {0.08/20 5} 23. a3 {
(Kc1-b1) B/0 0} Be5 {0.13/19 6} 24. Kb1 {0.25/18 7} Qd7 {(Dc4) 0.20/22 0} 25.
Qf3 {(Rd1-g1) 0.32/17 6} Qc6 {0.19/19 3} 26. c3 {0.24/17 21} a5 {
(Df6) 0.23/21 0} 27. Ka2 {(Kb1-a1) 0.27/16 5} Qc4+ {0.22/20 3} 28. Ka1 {
0.31/17 2} Qb3 {(Dc6) 0.30/20 9} 29. Rb1 {(Bd4xe5) 0.27/17 6} Bxd4 {0.20/22 3}
30. Rxd4 {0.30/20 0} f6 {0.18/22 4} 31. Qd3 {0.33/20 0} Re7 {(Td6) 0.18/23 3}
32. Rd1 {0.30/20 5} Rd6 {(Tdd7) 0.18/23 0} 33. Kb1 {(f2-f4) 0.30/20 4} Re8 {
(Tdd7) 0.18/23 3} 34. f4 {0.30/18 5} Rd7 {0.18/24 0} 35. Qf3 {
(Rd1-c1) 0.30/20 4} Kc7 {0.18/22 4} 36. Ka1 {0.30/19 0} Kb8 {(Tee7) 0.18/23 3}
37. Qd3 {0.29/20 4} Kb7 {0.18/25 0} 38. Qd2 {(Ka1-b1) 0.29/20 4} Ka6 {
(Tee7) 0.18/22 3} 39. Kb1 {0.29/17 6} Kb7 {0.18/24 0} 40. Rc1 {
(Qd2-d3) 0.29/19 3} Rc7 {(Tee7) 0.18/20 4} 41. Rxd5 {(Rc1-e1) 0.30/17 4} Qc4 {
0.12/21 4} 42. Rd4 {0.25/18 0} Qb5 {(De2) 0.12/20 3} 43. Qg2+ {
(Qd2-d1) 0.24/16 3} Ka7 {0.14/20 5} 44. Qh3 {0.35/18 0} Qe2 {(Te2) 0.10/20 2}
45. Rcd1 {(Qh3-h1) 0.30/18 3} Ka6 {0.18/20 4} 46. Qh1 {0.23/17 0} Qg4 {
0.17/19 4} 47. Ka2 {(Rd4-d8) 0.25/17 0} Qxf5 {0.15/19 5} 48. Qf3 {0.30/18 0}
Qe6+ {0.17/20 4} 49. c4 {0.25/19 0} Qc6 {(De3) 0.17/19 2} 50. Qd3 {0.27/15 3}
Kb7 {0.14/19 4} 51. Rd2 {(f4-f5) 0.25/15 0} a4 {(Te1) 0.14/20 2} 52. Rd1 {
0.23/15 2} Re6 {(Dc5) 0.13/21 0} 53. Ka1 {0.18/16 4} Ka7 {(Dc5) 0.14/21 2} 54.
Kb1 {0.18/17 4} Kb7 {0.13/21 0} 55. Ka2 {0.18/16 1} Ka7 {(De8) 0.17/20 1} 56.
f5 {0.18/15 3} Ree7 {(Te5) 0.18/22 0} 57. Rg1 {0.25/16 3} Red7 {(De8) 0.18/23 0
} 58. Rd5 {0.38/17 2} Rxd5 {0.18/24 0} 59. cxd5 {0.39/19 2} Qc5 {0.14/23 2} 60.
Rg4 {(Rg1-d1) 0.30/18 0} b5 {0.15/23 2} 61. Rd4 {(d5-d6) 0.31/18 0} Rd7 {
0.15/23 2} 62. d6 {0.31/19 0} Kb6 {0.15/23 2} 63. Kb1 {0.31/20 0} Kc6 {
0.15/23 2} 64. Qf3+ {0.31/19 0} Kb6 {0.15/24 0} 65. Rd5 {0.31/19 2} Qg1+ {
0.15/24 0} 66. Ka2 {0.31/19 2} Qc1 {0.15/24 0} 67. Qf2+ {0.31/20 2} Kc6 {
0.15/25 0} 68. Rd2 {0.31/20 1} Qc4+ {0.15/24 1} 69. Kb1 {0.31/20 1} Kb7 {
0.15/24 1} 70. Qe1 {0.31/19 0} Qc6 {0.15/23 1} 71. Qe6 {(Qe1-d1) 0.31/18 0} Kb6
{(Ka7) 0.15/23 1} 72. b4 {(Rd2-d5) 0.32/19 2} axb3 {0.14/21 2} 73. Kb2 {
0.32/19 0} Ka6 {(Kb7) 0.14/21 1} 74. Kxb3 {0.32/19 2} Kb6 {0.14/22 0} 75. Kb2 {
0.32/18 1} Kb7 {(Ka5) 0.14/22 1} 76. Rd1 {0.32/17 1} Kb6 {(Dg2+) 0.12/21 0} 77.
Rd5 {0.32/17 1} Ka6 {0.12/22 0} 78. Rd3 {0.32/17 1} Kb6 {0.12/23 0} 79. Rd1 {
0.32/16 1} Qg2+ {0.13/21 3} 80. Kb1 {0.32/20 0} Qf3 {0.13/22 1} 81. Rd2 {
0.32/19 0} Qc6 {0.12/21 1} 82. Rd5 {0.32/16 0} Ka6 {(Kb7) 0.12/22 2} 83. Kb2 {
(Rd5-d3) 0.55/17 1} Qc4 {(Db7) 0.12/22 1} 84. Rd2 {0.55/15 1} Qc6 {
(Dc8) 0.12/23 0} 85. Rc2 {0.35/17 2} Qb7 {0.12/23 1} 86. Ka2 {
(Kb2-b3) 0.35/17 0} Ka7 {0.12/22 2} 87. Kb3 {0.35/18 0} Qf3+ {0.12/21 1} 88.
Kb2 {0.33/17 0} Qb7 {0.12/22 1} 89. Rc1 {(Kb2-a2) 0.32/17 0} Ka6 {
(Dg2+) 0.12/21 1} 90. Rc3 {(Kb2-b3) 0.10/15 1} Qg2+ {0.12/22 1} 91. Kb3 {
0.00/17 0} Qh1 {(Dg1) 0.12/22 1} 92. Kb4 {(Kb3-a2) 0.18/16 1} Qg2 {0.06/20 1}
93. Rd3 {0.16/18 0} Qb2+ {(Kb6) 0.06/20 1} 94. Qb3 {0.16/19 1} Qxb3+ {0.06/23 1
} 95. Kxb3 {0.00/21 0} Kb7 {(Kb6) 0.02/27 1} 96. Kc3 {(Kb3-b4) 0.00/22 1} Kc6 {
0.02/31 1} 97. Kb4 {0.00/24 0} Kb6 {0.02/30 1} 98. Rd2 {0.00/23 0} Kc6 {
0.02/29 0} 99. Rc2+ {0.00/23 0} Kb6 {
Wolkenlos,Critter 1.2 32-bit bietet Remis 0.02/31 0} 100. Rc7 {
(Rc2-d2) 0.00/23 1} Rxd6 {0.01/25 1} 101. Rxg7 {0.00/23 0} Rd4+ {0.01/26 1}
102. Kc3 {0.00/24 0} Rh4 {0.01/26 1} 103. Rg6 {0.00/23 0} Rxh5 {0.01/25 1} 104.
Rxf6+ {0.00/22 0} Kc5 {0.01/26 2} 105. Kd3 {0.00/23 0} Kd5 {0.01/25 1} 106. Rb6
{0.00/22 0} Rh3+ {(Kc5) 0.01/25 1} 107. Ke2 {0.00/19 1} Rxa3 {0.01/25 0} 108.
Rxb5+ {0.00/20 1} Kd6 {(Ke4) 0.00/26 0} 109. Rb6+ {
(Lag: Av=0.17s, max=0.5s) 0.00/20 1} 1/2-1/2

As next my first (and once) bullet - game. Critter won!

[Event "Wertungspartie, 1m + 0s"]
[Site "Maschinenraum"]
[Date "2011.06.26"]
[Round "?"]
[White "Starlight, Houdini 1.5a w32"]
[Black "Wolkenlos, Critter 1.2 32-bit"]
[Result "0-1"]
[ECO "C10"]
[WhiteElo "2422"]
[BlackElo "2365"]
[Annotator "0.34;0.35"]
[PlyCount "242"]
[EventDate "2011.06.26"]
[TimeControl "60"]

{Houdini 1.5a w32: 15.2 ply; 1.462kN/s Intel(R) Pentium(R) Dual CPU T2390 @
1.86GHz 1862MHz, (2 threads), en-chess.ctg, 128 MB} 1. e4 {B/0 0} e6 {B/0 0} 2.
d4 {B/0 0} d5 {B/0 0} 3. Nc3 {B/0 0} dxe4 {B/0 0} 4. Nxe4 {B/0 0} Nd7 {B/0 0}
5. Bd3 {B/0 0} Be7 {B/0 0} 6. Bf4 {B/0 0} Ngf6 {0.35/14 1} 7. Nf3 {B/0 0} Nxe4
{0.26/15 1} 8. Bxe4 {B/0 0} c5 {0.30/17 6} 9. c3 {0.34/13 2} Nf6 {0.30/16 1}
10. Bc2 {0.35/16 0} cxd4 {0.30/15 2} 11. Qxd4 {0.30/16 0} O-O {(Dxd4) 0.33/16 1
} 12. O-O {0.34/15 1} Qxd4 {0.33/15 0} 13. Nxd4 {0.29/16 1} g6 {(Cd5) 0.31/15 0
} 14. Rad1 {0.33/14 1} Bd7 {0.36/16 0} 15. Rfe1 {0.29/15 3} Rac8 {0.32/17 0}
16. h3 {0.26/15 3} Rfd8 {0.30/17 0} 17. Bb3 {0.26/15 1} Nh5 {(a6) 0.36/15 1}
18. Bh2 {(Le5) 0.26/15 1} Nf6 {0.32/14 2} 19. Be5 {0.27/16 0} h6 {
(a6) 0.32/15 2} 20. Rd3 {(Lc2) 0.31/12 1} Be8 {0.33/13 2} 21. Bg3 {
(Lf4) 0.19/14 0} Nh5 {0.19/15 1} 22. Bh2 {0.16/17 0} Bd6 {0.16/16 1} 23. Rdd1 {
0.14/15 3} Kh8 {(Rh7) 0.14/15 0} 24. Be5+ {(Kh1) 0.17/14 2} Bxe5 {0.06/14 1}
25. Rxe5 {0.17/15 0} a6 {(Cf6) 0.06/16 1} 26. g3 {(Te2) 0.10/15 1} Rd6 {
(Cf6) 0.05/16 1} 27. Kg2 {0.08/15 1} Nf6 {0.07/17 0} 28. Re2 {(Te3) 0.08/15 1}
Rcd8 {0.03/16 1} 29. f3 {0.08/16 0} a5 {(Rh7) 0.00/15 1} 30. Bc2 {0.10/13 2} b5
{(Rg7) 0.00/17 0} 31. Re5 {-0.08/12 1} Nd5 {(b4) -0.05/16 0} 32. Bb3 {
(Tee1) 0.02/12 2} Ne7 {-0.25/15 1} 33. Bc2 {-0.10/15 0} Nc6 {-0.25/17 1} 34.
Re4 {-0.17/16 1} b4 {-0.31/17 0} 35. Kf2 {-0.15/15 0} bxc3 {-0.30/16 1} 36.
bxc3 {-0.15/16 0} Ne7 {(Rg7) -0.23/16 1} 37. Bb3 {-0.11/13 1} Kh7 {
(Tc8) -0.38/14 0} 38. g4 {(Tb1) -0.12/12 1} Rc8 {(Cc6) -0.59/15 1} 39. Ne2 {
-0.27/12 1} Rxd1 {-0.51/18 0} 40. Bxd1 {-0.27/17 0} Bb5 {(Cd5) -0.55/18 1} 41.
Re5 {-0.30/16 1} Nd5 {-0.57/18 0} 42. Bb3 {-0.29/17 0} Bc4 {-0.53/18 0} 43. h4
{-0.32/16 0} Kg7 {-0.53/17 1} 44. Bxc4 {-0.30/17 0} Rxc4 {-0.54/18 0} 45. Re4 {
-0.26/17 1} Rc5 {-0.54/18 0} 46. Ra4 {-0.29/16 1} g5 {(Cb6) -0.54/17 0} 47. Kg3
{(h5) -0.31/15 1} Nb6 {-0.62/16 1} 48. Re4 {(Td4) -0.33/16 0} Rd5 {
(Rf6) -0.54/17 2} 49. hxg5 {(Sd4) -0.28/15 1} hxg5 {-0.55/17 1} 50. Nd4 {
-0.26/16 0} Kf6 {-0.59/17 0} 51. Re2 {-0.32/15 0} Na4 {(Cc4) -0.58/18 0} 52.
Rc2 {-0.28/17 1} Rc5 {-0.56/18 0} 53. Ne2 {-0.30/16 0} Nb6 {-0.55/17 0} 54. Kf2
{-0.32/16 1} Kg6 {(Cd5) -0.59/16 0} 55. Ke3 {(Sg3) -0.31/15 1} Re5+ {-0.57/15 1
} 56. Kd2 {(Kf2) -0.29/19 0} Rd5+ {-0.51/15 1} 57. Ke1 {-0.28/17 0} Nc4 {
-0.61/16 0} 58. Nd4 {-0.29/18 0} Re5+ {-0.64/16 0} 59. Re2 {(Kf2) -0.31/17 0}
Rc5 {-0.60/16 0} 60. Rc2 {(Kf2) -0.26/16 1} a4 {(Ce3) -0.56/16 1} 61. Ke2 {
(Kf2) -0.24/16 1} a3 {(Tc8) -0.50/15 1} 62. Rc1 {(Kd3) -0.24/15 0} Ne5 {
-0.49/16 1} 63. Ke3 {-0.24/17 0} Rc8 {-0.47/15 0} 64. Ke4 {-0.23/16 0} Nc4 {
-0.48/15 0} 65. Kd3 {(Sc2) -0.23/16 0} Kf6 {-0.44/15 1} 66. Nb5 {-0.17/16 0}
Rc5 {-0.43/15 0} 67. Nd4 {-0.17/17 0} Rc7 {-0.35/16 0} 68. Rb1 {-0.17/18 0}
Nb2+ {-0.34/17 0} 69. Kc2 {-0.18/17 0} Rc8 {(Tb7) -0.33/16 0} 70. Rh1 {
-0.10/15 0} Kg6 {(Cc4) -0.31/16 0} 71. Kb3 {-0.06/14 0} Nd3 {-0.28/16 0} 72.
Rh2 {-0.07/14 0} Ne5 {(Rf6) -0.20/14 0} 73. Rh1 {-0.06/15 1} Nc4 {
(Rf6) -0.19/15 0} 74. Rh2 {-0.06/16 0} Kg7 {-0.19/16 0} 75. Nb5 {
(Th3) -0.06/16 0} Ne5 {(Rf6) -0.19/15 0} 76. Nd4 {-0.06/15 0} Rc5 {
(Tc7) -0.19/16 0} 77. Rh5 {-0.06/16 0} Kf6 {(Rg6) -0.14/16 0} 78. Rh6+ {
-0.04/15 0} Ng6 {(Re7) -0.11/17 0} 79. c4 {(Kb4) -0.03/14 0} Ke5 {
(Tc8) -0.17/15 1} 80. Kc3 {(Se2) -0.06/14 1} Rc7 {-0.26/15 0} 81. Rh1 {
(Th2) -0.06/16 0} Rb7 {(Tc8) -0.26/14 0} 82. Rh7 {-0.06/13 0} Rd7 {-0.31/16 0}
83. Rh2 {(Se2) -0.06/14 0} Kf4 {(Tb7) -0.57/14 0} 84. c5 {(Th3) -0.26/12 1} Rc7
{(Td5) -0.52/13 0} 85. Rh7 {(Kb4) -0.45/13 1} Nf8 {-1.09/12 0} 86. Rh3 {
-0.72/14 1} Rxc5+ {-1.41/16 0} 87. Kb4 {-0.83/13 0} Rc8 {-1.41/16 0} 88. Ne2+ {
-0.75/13 0} Ke3 {-1.48/16 0} 89. Nc3 {-0.96/16 0} Nd7 {-1.41/16 0} 90. Ne4 {
-0.96/16 0} Kf4 {-1.50/16 0} 91. Nc3 {(Th6) -0.96/16 0} Ra8 {(Cb8) -1.71/15 0}
92. Kb3 {(Se2+) -1.32/12 0} Nc5+ {-1.98/13 0} 93. Kc2 {(Kb4) -1.43/13 0} Rb8 {
(Td8) -2.41/14 0} 94. Nd1 {-1.64/12 0} Rc8 {-3.07/16 0} 95. Kc3 {-2.47/14 1}
Ne4+ {-3.14/15 0} 96. Kb4 {-2.76/13 0} Nd2 {-3.12/14 0} 97. Kxa3 {-2.76/12 0}
Nxf3 {-3.32/14 0} 98. Kb4 {-2.65/13 0} Kxg4 {(Td8) -3.26/13 0} 99. Nf2+ {
-2.72/12 0} Kf4 {-3.43/13 0} 100. Rh6 {(Sd3+) -3.04/13 0} Kf5 {(Ce5) -3.32/14 0
} 101. Rh7 {-2.74/12 0} f6 {(Tb8+) -3.69/14 0} 102. a4 {-3.05/12 0} g4 {
(Tb8+) -4.00/13 0} 103. Nh1 {-3.42/11 0} Kf4 {(Tb8+) -4.25/15 0} 104. Rh6 {
-4.18/13 1} Kg5 {-4.20/16 0} 105. Rh7 {-4.23/13 0} Rb8+ {-4.18/15 0} 106. Kc4 {
(Kc5) -4.31/13 0} Ra8 {-4.41/12 0} 107. Rg7+ {-4.36/13 0} Kh6 {-4.89/13 0} 108.
Re7 {-4.58/13 0} Rxa4+ {-4.89/14 0} 109. Kc5 {(Kb5) -4.75/13 0} e5 {-5.06/12 0}
110. Ng3 {-4.86/13 0} Kg6 {-5.23/13 0} 111. Re6 {(Te8) -4.89/13 0} Kg5 {
-5.33/13 0} 112. Re8 {-4.98/12 0} f5 {-5.47/12 0} 113. Rg8+ {(Se2) -5.32/12 0}
Kf4 {-5.48/12 0} 114. Ne2+ {(Kb5) -5.62/12 0} Ke3 {-5.77/13 0} 115. Nc3 {
-5.68/13 0} Ra5+ {-6.05/13 0} 116. Kc4 {-5.73/13 0} e4 {-6.31/12 0} 117. Kb3 {
(Sd1+) -5.97/13 0} Rc5 {(Ta6) -6.62/12 0} 118. Kb4 {-6.38/12 1} Re5 {-7.66/14 0
} 119. Rg6 {(Kb3) -6.68/12 0} Nd2 {(Te8) -7.77/12 0} 120. Nb5 {-6.87/10 0} Kf2
{(Rf4) -9.32/14 0} 121. Nd4 {-8.44/11 0} e3 {
Starlight,Houdini 1.5a w32 abbandona -9.55/14 0} 0-1

Next game in a row:

[Event "Wertungspartie, 3m + 0s"]
[Site "Maschinenraum"]
[Date "2011.06.26"]
[Round "?"]
[White "Wolkenlos, Critter 1.2 32-bit"]
[Black "Xrod, Houdini 1.5a x64"]
[Result "1/2-1/2"]
[ECO "D49"]
[WhiteElo "2360"]
[BlackElo "2613"]
[Annotator "-0.78;-0.56"]
[PlyCount "259"]
[EventDate "2011.06.26"]
[TimeControl "180"]

{Houdini 1.5a x64: 22.4 ply; 10.642kN/s AMD Phenom(tm) II X6 1090T Processor
3210MHz, (6 threads), en-chess.ctg, 128 MB} 1. d4 {B/0 0} Nf6 {B/0 0} 2. Nf3 {
B/0 0} c6 {B/0 0} 3. c4 {B/0 0} d5 {B/0 0} 4. e3 {B/0 0} e6 {B/0 0} 5. Nc3 {
B/0 0} Nbd7 {B/0 0} 6. Bd3 {B/0 0} dxc4 {B/0 0} 7. Bxc4 {B/0 0} b5 {B/0 0} 8.
Bd3 {B/0 0} a6 {B/0 0} 9. e4 {B/0 0} c5 {B/0 0} 10. e5 {B/0 0} cxd4 {B/0 0} 11.
Nxb5 {B/0 0} axb5 {B/0 0} 12. exf6 {B/0 0} gxf6 {B/0 0} 13. O-O {B/0 0} Qb6 {
B/0 0} 14. Qe2 {B/0 0} b4 {B/0 0} 15. Rd1 {B/0 0} Bc5 {B/0 0} 16. Bf4 {B/0 0}
h5 {B/0 0} 17. Rac1 {B/0 0} Kf8 {B/0 0} 18. Bb5 {B/0 0} Kg7 {B/0 0} 19. a3 {
B/0 0} bxa3 {-0.56/18 10} 20. bxa3 {B/0 0} Rxa3 {-0.52/19 3} 21. Rb1 {B/0 0}
Ba6 {-0.53/21 4} 22. Nxd4 {B/0 0} Bxd4 {-0.54/18 0} 23. Bxa6 {B/0 0} Qxa6 {
-0.53/18 0} 24. Qxa6 {B/0 0} Rxa6 {-0.50/19 0} 25. Rxd4 {B/0 0} Nb6 {-0.45/23 5
} 26. Bc1 {(g3) B/0 0} Rha8 {-0.45/23 5} 27. g3 {-0.78/20 6} Ra1 {-0.46/25 0}
28. Rdb4 {-0.74/22 5} Nd5 {-0.46/24 1} 29. Rxa1 {-0.74/20 0} Rxa1 {-0.45/20 0}
30. Rc4 {-0.73/22 2} Ra2 {(e5) -0.44/25 1} 31. Kg2 {-0.73/21 7} f5 {
(e5) -0.44/25 0} 32. Rc6 {(Tc8) -0.73/21 4} Kg6 {-0.44/23 8} 33. h3 {-0.73/21 0
} Kf6 {(Ta4) -0.44/23 6} 34. Rc5 {(Tc8) -0.73/20 6} Ke7 {(Kg7) -0.46/21 5} 35.
Bg5+ {(Lh6) -0.73/19 4} f6 {-0.47/24 3} 36. Bc1 {-0.73/20 2} Kd7 {
(Kf7) -0.47/23 2} 37. Bh6 {(Tc4) -0.73/21 5} Ra4 {(Ke8) -0.48/21 3} 38. h4 {
(Lc1) -0.73/20 5} Ra2 {-0.47/21 3} 39. Bf4 {(Tc4) -0.73/22 2} Nxf4+ {
(Ke7) -0.47/23 4} 40. gxf4 {-0.66/20 2} Ra8 {(Ta4) -0.45/26 0} 41. Kf3 {
-0.66/22 5} Ra1 {(Kd6) -0.45/28 0} 42. Kg2 {-0.66/24 4} Ra7 {-0.45/29 0} 43.
Rb5 {-0.66/24 3} Kc7 {(Kd6) -0.45/29 0} 44. Rb4 {-0.66/22 3} Ra8 {
(Kd6) -0.45/29 2} 45. Rb3 {(Kf3) -0.62/23 11} Ra4 {(Kc6) -0.44/27 3} 46. Kg3 {
-0.66/22 4} Ra7 {(Td4) -0.44/28 0} 47. Kh2 {-0.48/23 3} Ra6 {-0.45/28 1} 48.
Kg2 {-0.49/23 6} Rd6 {(Tc6) -0.45/32 0} 49. Rg3 {-0.60/21 3} Kd7 {
(Kd8) -0.45/31 0} 50. Rg7+ {(Tg8) -0.66/23 3} Ke8 {-0.45/32 2} 51. Rh7 {
-0.66/25 0} Kf8 {-0.45/32 2} 52. Kf3 {(Kh2) -0.66/25 0} Rd3+ {-0.45/32 4} 53.
Kg2 {-0.66/28 0} Rd1 {(Tc3) -0.45/32 3} 54. Kh2 {(f3) -0.66/25 2} Rd4 {
(Tf1) -0.45/31 2} 55. Kg3 {-0.66/26 3} Rd2 {(Tb4) -0.45/33 0} 56. Kf3 {
(Ta7) -0.66/26 3} Rd1 {(Tb2) -0.45/31 3} 57. Rb7 {(Tc7) -0.66/26 3} Rd8 {
(Td3+) -0.45/31 2} 58. Rh7 {(Kg2) -0.66/26 2} Rd5 {(Te8) -0.45/31 2} 59. Rc7 {
(Kg3) -0.66/26 3} Rd3+ {-0.45/30 3} 60. Kg2 {-0.66/28 0} Rd8 {-0.45/32 2} 61.
Rh7 {(Tb7) -0.66/26 1} Rd5 {(Te8) -0.44/28 2} 62. Rc7 {(Kf3) -0.65/24 3} Rd6 {
(Td1) -0.44/30 2} 63. Rc8+ {-0.65/24 2} Ke7 {-0.44/32 0} 64. Rh8 {-0.65/25 2}
Kf7 {-0.44/31 0} 65. Rh7+ {-0.65/26 2} Kg6 {(Kg8) -0.44/33 0} 66. Re7 {
-0.58/23 2} Rc6 {(Ta6) -0.41/28 0} 67. Kg3 {(Kh3) -0.58/25 2} Kh6 {
(Ta6) -0.41/30 2} 68. Kg2 {(Ta7) -0.58/24 2} Rd6 {(Ta6) -0.28/28 2} 69. Kg3 {
(Kh3) -0.57/24 1} Rb6 {(Ta6) -0.28/31 2} 70. Kg2 {(Kf3) -0.57/25 2} Kg6 {
(Tc6) -0.28/27 2} 71. Kf3 {(Kh3) -0.57/25 2} Ra6 {-0.28/29 2} 72. Kg3 {
(Kg2) -0.57/25 0} Rc6 {-0.24/26 1} 73. Kg2 {(Kf3) -0.57/26 0} Rd6 {-0.24/27 2}
74. Kf3 {-0.57/24 0} Rd3+ {(Tb6) -0.24/27 1} 75. Kg2 {-0.43/23 2} Rd4 {
-0.24/29 0} 76. Kg3 {-0.39/23 1} Re4 {-0.24/26 0} 77. Ra7 {-0.39/23 1} Re1 {
(Tb4) -0.24/28 0} 78. Kg2 {-0.39/23 2} e5 {(Te2) -0.24/28 0} 79. fxe5 {
-0.38/22 1} Rxe5 {-0.24/29 0} 80. f4 {-0.38/24 1} Re4 {(Te2+) -0.24/34 0} 81.
Kf3 {-0.38/26 1} Re1 {(Tc4) -0.24/36 1} 82. Kg2 {-0.38/26 1} Re3 {-0.24/37 0}
83. Ra6 {-0.38/28 1} Re2+ {(Td3) -0.24/37 0} 84. Kg3 {-0.38/28 1} Re1 {
(Te4) -0.24/37 1} 85. Kg2 {-0.38/28 1} Re3 {(Tb1) -0.24/37 0} 86. Rc6 {
(Tb6) -0.38/28 1} Rd3 {(Ta3) -0.24/37 2} 87. Rc1 {(Te6) -0.38/28 1} Rd2+ {
(Tb3) -0.24/33 2} 88. Kf3 {(Kg3) -0.38/28 1} Rd7 {-0.24/34 2} 89. Kg3 {
(Tc5) -0.38/28 0} Rd8 {(Tb7) -0.24/35 1} 90. Rc6 {-0.38/26 1} Rd4 {
(Td3+) -0.24/35 1} 91. Re6 {(Tc3) -0.38/27 1} Rb4 {(Tc4) -0.24/34 1} 92. Ra6 {
(Tc6) -0.38/28 1} Rb3+ {(Tb1) -0.24/36 1} 93. Kg2 {-0.38/30 1} Rb2+ {
(Tc3) -0.24/36 0} 94. Kg3 {-0.38/29 1} Rc2 {(Tb4) -0.24/36 1} 95. Ra3 {
-0.38/28 1} Rc7 {-0.24/35 1} 96. Kf3 {-0.38/28 0} Rc4 {(Tb7) -0.24/35 1} 97.
Rb3 {(Ta6) -0.38/26 1} Rc2 {(Tc1) -0.24/34 1} 98. Kg3 {-0.38/28 1} Rc7 {
(Td2) -0.24/35 0} 99. Kf2 {(Kf3) -0.38/27 1} Rc8 {(Td7) -0.24/34 1} 100. Kf3 {
(Kg3) -0.38/27 1} Ra8 {(Tc1) -0.24/35 1} 101. Rb2 {(Tc3) -0.38/27 1} Ra3+ {
-0.24/34 1} 102. Kg2 {-0.38/30 0} Rd3 {(Tc3) -0.24/35 1} 103. Rb7 {
(Tb6) -0.38/28 1} Re3 {(Td4) -0.24/35 2} 104. Rb6 {-0.38/29 1} Kf7 {
(Tc3) -0.24/34 0} 105. Rb7+ {-0.38/25 1} Re7 {-0.24/34 0} 106. Rb6 {
(Tb3) -0.38/27 0} Re4 {-0.24/27 1} 107. Kg3 {-0.38/27 0} Ra4 {(Te3+) -0.24/29 1
} 108. Rb7+ {(Kf3) -0.38/26 0} Kg6 {-0.24/27 1} 109. Rb3 {(Tb6) -0.38/28 0} Ra1
{(Kg7) -0.24/29 1} 110. Kg2 {(Kf3) -0.38/27 1} Ra8 {(Kg7) -0.24/26 1} 111. Kf3
{(Kg3) -0.38/26 1} Rd8 {(Tg8) -0.24/30 1} 112. Rc3 {(Tb6) -0.38/25 0} Rd1 {
(Te8) -0.24/26 1} 113. Kg2 {-0.38/26 0} Rd2+ {-0.24/29 0} 114. Kg3 {-0.38/28 0}
Ra2 {(Te2) -0.24/30 1} 115. Rc7 {(Kf3) -0.38/27 1} Rb2 {(Ta1) -0.24/31 1} 116.
Kh3 {(Tc4) -0.38/27 1} Rb3+ {-0.24/33 1} 117. Kg2 {-0.38/30 0} Rb4 {
(Ta3) -0.24/34 1} 118. Kf3 {-0.38/28 1} Ra4 {(Td4) -0.24/33 0} 119. Kg3 {
(Tb7) -0.38/27 1} Rd4 {(Ta1) -0.24/33 5} 120. Rb7 {-0.38/27 0} Rd1 {
(Tc4) -0.24/32 1} 121. Kh2 {(Tb4) -0.38/26 1} Rd2+ {(Kh6) -0.24/27 1} 122. Kg3
{-0.38/23 0} Re2 {(Td5) -0.23/31 1} 123. Rc7 {(Tb5) -0.02/15 0} Re3+ {
(Ta2) -0.18/20 1} 124. Kg2 {0.00/16 0} Ra3 {(Te6) -0.15/23 0} 125. Rc5 {
(Tb7) 0.00/22 1} Ra7 {(Ta6) -0.01/25 1} 126. Kg3 {(Tc4) 0.00/22 0} Ra8 {
(Ta1) 0.02/26 1} 127. Rb5 {(Kh3) 0.00/25 0} Ra7 {
(Tg8) Wolkenlos,Critter 1.2 32-bit bietet Remis 0.02/29 0} 128. Rc5 {
(Kh2) 0.00/31 0} Rg7 {0.02/32 0} 129. Kf3 {(Tc1) 0.00/26 0} Rd7 {0.02/39 0}
130. Ra5 {(Lag: Av=0.17s, max=0.5s) 0.00/33 0} 1/2-1/2

Again a draw against 6 cores.

I fallow game it is intersting both EGUAL evals --> see in the Ending Bishop + Paws vs. Knight + Pawns.

Here:

42. Nd4 {(Kc5) 0.09/27 2} Be4 {0.09/21 2} 43. Kc5 {0.09/27 0} f6 {0.09/21 2} 44. Ne6+ {0.09/27 1} Kf7 {0.09/22 1} 45. Kd6 {0.09/28 1} fxg5 {0.09/22 0} 46. {0.09/29 2} Bf5 {(Ke8) 0.09/25 0} Both evals are egual 0.09!! )

PGN:

[Event "Wertungspartie, 3m + 0s"]
[Site "Maschinenraum"]
[Date "2011.06.26"]
[Round "?"]
[White "REBEL TIGER 12, Houdini 1.5a x64"]
[Black "Wolkenlos, Critter 1.2 32-bit"]
[Result "1/2-1/2"]
[ECO "C13"]
[WhiteElo "2596"]
[BlackElo "2371"]
[Annotator "-0.06;-0.02"]
[PlyCount "168"]
[EventDate "2011.06.26"]
[TimeControl "180"]

{Houdini 1.5a x64: 33.0 ply; 13.453kN/s AMD Phenom(tm) II X6 1090T Processor
4040MHz, (6 threads), en-chess.ctg, 128 MB} 1. e4 {B/0 0} e6 {B/0 0} 2. d4 {
B/0 0} d5 {B/0 0} 3. Nc3 {B/0 0} dxe4 {B/0 0} 4. Nxe4 {B/0 0} Nd7 {B/0 0} 5.
Nf3 {B/0 0} Ngf6 {B/0 0} 6. Bg5 {B/0 0} Be7 {B/0 0} 7. Nxf6+ {B/0 0} Bxf6 {
B/0 0} 8. h4 {B/0 0} O-O {B/0 0} 9. Bd3 {B/0 0} c5 {B/0 0} 10. Qe2 {B/0 0} cxd4
{B/0 0} 11. Qe4 {B/0 0} g6 {B/0 0} 12. O-O-O {B/0 0} e5 {B/0 0} 13. Bxf6 {B/0 0
} Qxf6 {-0.02/18 6} 14. Bb5 {B/0 0} Qb6 {0.00/17 6} 15. Bxd7 {B/0 0} Bxd7 {
0.00/16 0} 16. Nxe5 {B/0 0} Bf5 {-0.16/18 6} 17. Qxd4 {B/0 0} Qa5 {-0.16/18 5}
18. g4 {(a3) -0.06/20 4} Rfd8 {-0.25/16 4} 19. b4 {-0.05/22 0} Qxa2 {-0.16/18 4
} 20. Qb2 {-0.09/23 0} Qxb2+ {-0.17/20 5} 21. Kxb2 {-0.08/24 0} Be6 {-0.22/20 5
} 22. f3 {(g5) -0.06/23 0} Kg7 {-0.24/18 5} 23. Rhe1 {(Txd8) -0.03/22 0} Rxd1 {
-0.24/18 5} 24. Rxd1 {-0.04/22 0} a5 {-0.24/20 5} 25. Rd4 {-0.04/23 19} h6 {
-0.14/20 5} 26. g5 {(h5) -0.03/23 6} b5 {-0.08/19 8} 27. Nd3 {(Ka3) -0.03/24 0}
axb4 {-0.20/18 4} 28. Rxb4 {-0.03/25 1} Ra5 {(Ra2+) -0.14/19 3} 29. Nc5 {
(Kc3) 0.00/25 4} Bc4 {0.00/21 11} 30. Nb3 {0.00/27 0} Ra6 {(Ra8) 0.00/21 3} 31.
Nd2 {0.03/27 6} Ra2+ {-0.04/21 0} 32. Kc3 {(Kb1) 0.03/27 5} Be2 {
(Ra3+) -0.03/19 3} 33. Kb3 {0.12/24 3} Ra1 {0.00/21 0} 34. Re4 {0.08/24 2} Bf1
{0.00/20 1} 35. Kb4 {(Te7) 0.14/23 4} Bh3 {0.00/20 4} 36. Kxb5 {
(gxh6+) 0.17/23 1} hxg5 {(Bf5) 0.14/18 3} 37. hxg5 {0.10/24 4} Bf5 {0.16/20 0}
38. Rc4 {0.09/24 2} Rg1 {0.21/19 1} 39. f4 {(Se4) 0.10/24 2} Rg2 {0.07/19 2}
40. Nf3 {0.10/25 0} Rxc2 {0.09/20 4} 41. Rxc2 {0.10/27 0} Bxc2 {0.09/19 0} 42.
Nd4 {(Kc5) 0.09/27 2} Be4 {0.09/21 2} 43. Kc5 {0.09/27 0} f6 {0.09/21 2} 44.
Ne6+ {0.09/27 1} Kf7 {0.09/22 1} 45. Kd6 {0.09/28 1} fxg5 {0.09/22 0} 46. fxg5
{0.09/29 2} Bf5 {(Ke8) 0.09/25 0} 47. Nf4 {
(Sd8+) Wolkenlos,Critter 1.2 32-bit bietet Remis 0.09/33 3} Be4 {0.09/23 3} 48.
Nd5 {(Ke5) 0.09/35 0} Bf5 {0.09/25 2} 49. Ke5 {0.09/34 4} Bh3 {(Ke8) 0.09/26 4}
50. Nf4 {0.09/36 2} Bf5 {0.09/27 0} 51. Kd5 {0.09/38 2} Ke7 {0.09/27 0} 52. Ng2
{(Se2) 0.08/38 10} Bg4 {(Bh3) 0.09/24 2} 53. Ke5 {(Se1) 0.08/37 2} Bf5 {
(Bf3) 0.09/26 2} 54. Ne3 {(Se1) 0.08/39 3} Bh3 {0.09/26 2} 55. Nc4 {
(Sc2) 0.08/40 0} Bg2 {0.09/25 1} 56. Na3 {(Sd6) 0.08/40 0} Bc6 {(Ba8) 0.09/26 1
} 57. Nb1 {(Sc2) 0.08/42 3} Bd7 {(Kd7) 0.09/26 2} 58. Nd2 {0.08/43 2} Bc6 {
0.09/27 0} 59. Nb3 {0.08/44 2} Bh1 {(Bg2) 0.09/28 0} 60. Nc1 {(Sc5) 0.08/43 2}
Bg2 {(Ba8) 0.09/26 2} 61. Nd3 {0.08/45 2} Ba8 {0.09/26 0} 62. Nc5 {
(Sf4) 0.08/45 1} Bc6 {0.09/27 2} 63. Na6 {(Se6) 0.08/47 0} Ba8 {0.09/27 2} 64.
Nc7 {0.08/46 0} Bb7 {0.09/27 1} 65. Nb5 {(Se6) 0.08/46 1} Bc6 {(Kd7) 0.09/25 2}
66. Nd4 {0.08/47 3} Bg2 {(Bb7) 0.09/28 0} 67. Ne2 {(Se6) 0.08/47 5} Bc6 {
(Ba8) 0.09/25 2} 68. Nc3 {(Sf4) 0.08/40 2} Bb7 {0.09/23 1} 69. Na2 {
(Sd1) 0.00/47 9} Ba8 {0.01/22 1} 70. Nb4 {0.00/47 1} Bh1 {0.00/25 1} 71. Nc2 {
0.00/47 0} Ba8 {(Bb7) 0.00/25 1} 72. Ne3 {(Kf4) 0.00/40 1} Bf3 {0.00/24 2} 73.
Nf1 {(Kf4) 0.00/24 0} Ba8 {0.00/23 1} 74. Nh2 {0.00/28 0} Bg2 {(Bc6) 0.00/25 1}
75. Ng4 {(Kf4) Wolkenlos,Critter 1.2 32-bit bietet Remis 0.00/7 1} Ba8 {
0.00/24 1} 76. Nf2 {(Sf6) 0.00/30 0} Bg2 {(Bb7) 0.00/25 1} 77. Nd1 {
(Kf4) 0.00/7 1} Bc6 {(Bf3) 0.00/25 1} 78. Nc3 {(Kf4) 0.00/33 1} Bb7 {0.00/25 1}
79. Na4 {0.00/22 0} Bg2 {(Ba8) 0.00/24 1} 80. Nb6 {(Kf4) 0.00/31 1} Bf3 {
0.00/22 1} 81. Nc8+ {(Kf4) 0.00/18 0} Kd7 {0.00/23 1} 82. Nb6+ {(Kf4) 0.00/30 0
} Ke7 {0.00/23 1} 83. Nc8+ {0.00/7 0} Kd7 {0.00/25 1} 84. Nb6+ {0.00/37 0} Ke7
{0.00/24 1} 1/2-1/2

Seven games in row not loses (2 won and 5 draws) against fast computers.

Here are my results at 2 minutes + 1 second Fischer increment: Hardware is I7 at 3 GHz with 13 Gig ram and 4 TB disk.

Result for Rybka is combined with earlier games against a different opponent.
Rybka / Critter is currently 7-31-28

Uly wrote:Thanks Richard! I would like to ask you if you have thought about implementing learning for Critter, in the style of Shredder Learning? Currently Critter is my 3rd main engine behind the Rybkas, but I think that it could become the #1 choice for analysis if it had learning.

To be honest, I do not know how exactly Shredder Learning works. Is it like R3 Persistent Hash? While the idea sounds fairly simple, it is very difficult to implement correctly. I mean correctly form the user's perspective - to be really useful. With R3 it was a major pain to use and it was eventually removed in R4.

I will think about it, but can not promise anything yet.

Richard