Antichess Dicember 2007. Similar but not iqual.A little gift

Discussion of anything and everything relating to chess playing software and machines.

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Father
Posts: 1391
Joined: Sun Mar 19, 2006 4:39 am
Location: Colombia
Full name: Pablo Ignacio Restrepo

Antichess Dicember 2007. Similar but not iqual.A little gift

Post by Father »

Antichess Dicember 2007. Similar but not iqual. A little gif

Time flyes

[D]2r5/1r3n2/4nb2/pk1p1p1p/p1pPpPpP/P1P1P1P1/1PRR2K1/3NBN2 w - - 0 206

[D]r4rk1/p2n1ppp/3bp3/1p1p4/q1pP1Pn1/P1P1PN2/1PQ1R1PP/RN2B1K1 w - - 0 15

[D]r4rk1/p2n1ppp/3bp3/1p1p4/Q1pP1Pn1/P1P1PN2/1P2R1PP/RN2B1K1 b - - 0 15

[D]r4rk1/p2n1ppp/3bp3/3p4/p1pP1Pn1/P1P1PN2/1P2R1PP/RN2B1K1 w - - 0 16

[Event "Partida evaluada, 1m + 0s"]
[Site "Sala de máquinas"]
[Date "2007.12.02"]
[Round "?"]
[White "Father"]
[Black "IMHÓTEP"]
[Result "1/2-1/2"]
[ECO "A45"]
[WhiteElo "2003"]
[BlackElo "2552"]
[Annotator "RESTREPO,PABLO"]
[PlyCount "410"]
[EventDate "2007.12.02"]
[TimeControl "60"]

1. d4 {1} Nf6 {0.00/0 0} 2. c3 {0} d5 {0.00/0 0} 3. e3 {0} Bf5 {0.00/0 0} 4.
Bd3 {1} Bxd3 {0.00/0 0} 5. Qxd3 {0} Nbd7 {0.00/0 0} 6. f4 {0} e6 {1} 7. Nf3 {
-0.28/11 0} Bd6 {-0.26/10 0} 8. O-O {(Sbd2) 0} c5 {2} 9. Re1 {(c4) -0.17/9 0}
c4 {-0.40/9 1} 10. Qc2 {2} O-O {-0.21/10 0} 11. Re2 {(b3) 0} Qa5 {2} 12. Bd2 {
(Sbd2) -0.34/9 0} Ng4 {-0.45/8 1} 13. Be1 {(Sa3) 1} b5 {-0.22/8 3} 14. a3 {
(Sbd2) 1} Qa4 {-0.36/8 1} 15. Qxa4 {2} bxa4 {-0.15/13 1} 16. h3 {(Se5) 1} Ngf6
{-0.33/12 2} 17. Rc2 {0} Rab8 {-0.32/11 1} 18. Nbd2 {0} Rb5 {-0.26/10 1} 19.
Ra2 {(Se5) 1} Nb8 {-0.30/9 1} 20. Nf1 {(Lh4) 0} Nfd7 {-0.43/9 1} 21. Kh1 {
(S1d2) 0} Nc6 {-0.54/8 1} 22. Kg1 {0} f6 {1} 23. Kh1 {(S1d2) -0.54/9 0} g6 {
-0.64/9 1} 24. Kh2 {(S1d2) 1} Kg7 {1} 25. Kh1 {(Sg3) -0.66/8 0} h6 {-0.74/8 1}
26. Kg1 {(Lg3) 0} a6 {-0.65/9 2} 27. g3 {(Lg3) 0} e5 {3} 28. Kg2 {
(Sh4) -0.81/9 0} e4 {-0.87/9 1} 29. Ng1 {(S3d2) 1} h5 {-0.84/10 1} 30. h4 {
(Se2) 1} Rfb8 {-1.04/9 1} 31. Nh3 {(Se2) 0} Ne7 {-1.11/10 0} 32. Bd2 {(Sd2) 1}
Nf5 {-1.08/10 1} 33. Kh2 {(Le1) 1} Re8 {-1.14/9 1} 34. Kg2 {0} Rb7 {-1.11/11 0}
35. Kh2 {(Le1) 0} Nb8 {2} 36. Kg2 {(Le1) -1.11/10 0} Nc6 {0} 37. Kh2 {
(Le1) -1.14/9 0} Rb3 {1} 38. Kg2 {-1.21/7 0} Nh6 {-1.12/8 0} 39. Kh2 {(Le1) 1}
Ne7 {-1.13/8 0} 40. Kg2 {0} Rb7 {-1.12/11 0} 41. Kh2 {(Le1) 0} Nef5 {0} 42. Kg2
{-1.12/9 0} Nf7 {-1.12/10 1} 43. Kh2 {(Le1) 0} Nd8 {-1.21/8 0} 44. Kg2 {(Le1) 0
} Kg8 {0} 45. Kh2 {(Le1) -1.12/8 0} Ne6 {0} 46. Kg2 {-1.33/7 0} Kf7 {-1.14/9 0}
47. Kh2 {(Le1) 0} Ke7 {1} 48. Kg2 {-1.38/7 0} Kd7 {0} 49. Kh2 {(Le1) -1.15/10 0
} Kc6 {0} 50. Kg2 {-1.35/7 0} Kb6 {-1.17/8 0} 51. Kh2 {(Le1) 0} Rc8 {0} 52. Kg2
{-1.34/7 0} Rd7 {-1.15/8 0} 53. Kh2 {(Le1) 0} Kb5 {0} 54. Kg2 {-1.34/7 0} Rdd8
{-1.15/9 0} 55. Kh2 {(Le1) 0} a5 {0} 56. Kg2 {-1.15/7 0} Rf8 {0} 57. Kh2 {
(Le1) -1.15/10 0} Rf7 {0} 58. Kg2 {-1.34/8 0} Rb8 {-1.17/10 0} 59. Kh2 {(Le1) 0
} Rfb7 {0} 60. Kg2 {-1.32/6 0} Ka6 {-1.17/10 0} 61. Kh2 {(Le1) 0} Rd8 {
-1.21/7 0} 62. Be1 {(Kg2) 1} Rc8 {-1.15/7 0} 63. Re2 {(Kg2) 1} Ne7 {-1.21/6 0}
64. Kh1 {(Kg2) 1} Nc6 {-1.18/7 0} 65. Kh2 {(Kg2) 1} Rg7 {-1.15/8 1} 66. Kh1 {
(Sd2) 1} Ne7 {-1.15/8 0} 67. Rg2 {(Kg2) 0} Nf5 {-1.18/8 0} 68. Kg1 {(Te2) 1}
Rf8 {-1.25/6 0} 69. Kh1 {(Te2) 0} Kb6 {-1.25/6 0} 70. Kg1 {(Tc2) 0} Rd7 {
-1.24/6 0} 71. Kh1 {(Te2) 0} Rg8 {0} 72. Kg1 {-1.37/5 0} Rb8 {-1.17/8 0} 73.
Kh1 {(Te2) 0} Rh7 {0} 74. Kg1 {(Tc2) -1.25/7 0} Kb5 {0} 75. Kh1 {
(Te2) -1.25/4 0} Re8 {-1.24/5 0} 76. Kg1 {(Tc2) 0} Rd7 {-1.30/4 0} 77. Kh1 {
(Tc2) 0} Bc7 {0} 78. Kg1 {-1.33/4 0} Bb6 {-1.15/10 0} 79. Kh1 {(Te2) 0} Rb8 {
-1.25/5 0} 80. Kg1 {(Tc2) 0} Re7 {-1.37/2 0} 81. Ra1 {0} Reb7 {-1.15/9 0} 82.
Rc1 {(Lf2) 0} Bc7 {-1.17/1 0} 83. Rcc2 {(Te2) 0} Bd6 {-1.37/4 0} 84. Kh1 {
(Tge2) 0} Ra8 {-1.50/4 0} 85. Kg1 {0} Rg7 {-1.30/8 0} 86. Kh1 {(Tge2) 0} Rd7 {
-1.37/4 0} 87. Kg1 {0} Rh8 {0} 88. Kh1 {(Tge2) -1.27/10 0} Rb8 {-1.47/3 0} 89.
Kg1 {0} Rh7 {-1.27/10 0} 90. Kh1 {(Tge2) 0} Kc6 {-1.36/4 0} 91. Kg1 {0} Rh6 {
-1.27/10 0} 92. Kh1 {(Tge2) 1} Rhh8 {-1.29/5 0} 93. Kg1 {(Tge2) 0} Kb5 {0} 94.
Kh1 {(Tge2) -1.32/5 0} Rb6 {-1.41/2 0} 95. Kg1 {0} Rb7 {-1.27/11 0} 96. Kh1 {
(Tge2) 0} Rc8 {-1.48/2 0} 97. Kg1 {0} Rh7 {-1.27/10 0} 98. Kh1 {(Tge2) 0} Rf7 {
-1.39/3 0} 99. Kg1 {0} Rg7 {-1.25/9 0} 100. Kh1 {(Tge2) 0} Rb8 {-1.32/4 0} 101.
Kg1 {0} Ka6 {-1.26/9 0} 102. Kh1 {(Tge2) 0} Rd7 {-1.31/4 0} 103. Kg1 {0} Rc7 {0
} 104. Kh1 {(Tge2) -1.10/9 0} Rg7 {-0.77/1 0} 105. Kg1 {0} g5 {-1.04/10 0} 106.
Kh1 {(fxg5) 0} g4 {-1.41/4 0} 107. Nf2 {1} Kb5 {-1.12/10 0} 108. Nd1 {(Tg1) 0}
Rf8 {-1.18/3 0} 109. Kh2 {(Sd2) 0} Rc8 {0} 110. Kh1 {(Sd2) -1.24/4 0} Rb7 {0}
111. Kg1 {(Sd2) -1.16/1 0} Ra7 {0} 112. Kh1 {(Sd2) -1.21/4 0} Rf8 {0} 113. Kg1
{(Kh2) -1.29/3 0} Rd7 {0} 114. Kh1 {(Sd2) -1.20/3 0} Nd8 {-1.25/3 0} 115. Kg1 {
(Sd2) 0} Nc6 {-1.09/6 0} 116. Kh1 {(Sd2) 0} Re8 {0} 117. Kg1 {(Sd2) -1.18/1 0}
Rb7 {0} 118. Kh1 {(Sd2) -1.14/2 0} Ra8 {0} 119. Kg1 {(Sd2) -1.16/2 0} Nd8 {0}
120. Kh1 {(Sd2) -1.15/4 0} Ne6 {0} 121. Kg1 {(Sd2) -1.12/5 0} Rf7 {-1.23/2 0}
122. Kh1 {(Sd2) 0} Rg8 {0} 123. Kg1 {(Sd2) -1.24/3 0} Rfg7 {-1.27/3 0} 124. Kh1
{(Sd2) 0} Rb7 {-1.12/5 0} 125. Kg1 {(Sd2) 0} Rc8 {0} 126. Kh1 {(Sd2) -1.14/4 0}
Rb6 {0} 127. Kg1 {(Sd2) -1.13/4 0} Rg8 {0} 128. Kh1 {(Sd2) -1.15/2 0} Be7 {0}
129. Kg1 {(Sd2) -1.15/4 0} Rbb8 {0} 130. Kh1 {(Sd2) -1.12/6 0} Bd6 {0} 131. Kg1
{(Sd2) -1.16/2 0} Rb7 {0} 132. Kh1 {(Sd2) -1.21/3 0} Kb6 {-1.21/1 0} 133. Kg1 {
(Sd2) 0} Rd7 {0} 134. Kh1 {(Sd2) -1.21/4 0} Re8 {-1.21/3 0} 135. Kg1 {(Sd2) 0}
Ra7 {0} 136. Kh1 {(Sd2) -1.15/4 0} Kb5 {-1.13/4 0} 137. Kg1 {(Tg1) 0} Rh8 {
-1.20/3 0} 138. Kh1 {(Sd2) 0} Rd7 {-1.15/4 0} 139. Kg1 {(Sd2) 0} Rhd8 {
-1.11/6 0} 140. Kh1 {(Sd2) 0} Rh7 {-1.12/5 0} 141. Kg1 {(Sd2) 0} Ra7 {-1.15/5 0
} 142. Kh1 {(Sd2) 0} Ra6 {-1.12/4 0} 143. Kg1 {(Sd2) 0} Rd7 {-1.14/2 0} 144.
Kh1 {(Sd2) 0} Rb6 {-1.18/4 0} 145. Kg1 {(Sd2) 0} Rg7 {-1.11/6 0} 146. Kh1 {
(Sd2) 0} Kc6 {-1.18/2 0} 147. Kg1 {(Sd2) 0} Rc7 {-1.14/5 0} 148. Kh1 {(Sd2) 0}
Rb8 {-1.12/1 0} 149. Kg1 {(Sd2) 0} Ra7 {-1.11/5 0} 150. Kh1 {(Sd2) 0} Rb5 {
-1.18/3 0} 151. Kg1 {(Sd2) 0} Rbb7 {-1.11/5 0} 152. Kh1 {(Sd2) 0} Ra8 {
-1.14/4 0} 153. Kg1 {(Sd2) 0} Ne7 {-0.97/4 0} 154. Kh1 {(Tgf2) 1} Kb5 {
-1.10/5 0} 155. Kg1 {(Sd2) 0} f5 {-0.99/6 0} 156. Kh1 {(Sd2) 0} Nc6 {0} 157.
Kg1 {(Sd2) -1.07/4 0} Rg8 {0} 158. Kh1 {(Sd2) -1.08/3 0} Be7 {0} 159. Kg1 {
(Sd2) -1.16/2 0} Bf6 {0} 160. Kh1 {(Sf2) -1.04/5 0} Ncd8 {0} 161. Kg1 {
(Sd2) -1.15/3 0} Nf7 {0} 162. Kh1 {(Sd2) -1.06/1 0} Nd6 {-1.13/1 0} 163. Kg1 {
(Sd2) 0} Rc7 {-1.06/4 0} 164. Kh1 {(Sd2) 1} Rd7 {0} 165. Kg1 {(Sd2) -1.12/3 0}
Rc8 {-1.06/5 0} 166. Rgd2 {(Sd2) 0} Rdc7 {-1.14/1 0} 167. Kg2 {(Sf2) 0} Rb8 {0}
168. Kg1 {(Sf2) -1.14/3 0} Kc6 {0} 169. Kg2 {(Sf2) -1.17/3 0} Rf7 {0} 170. Kg1
{(Sf2) -1.11/2 0} Kb5 {0} 171. Kg2 {(Sf2) -1.11/4 0} Rfb7 {0} 172. Kg1 {
(Te2) -1.09/2 0} Rb6 {0} 173. Kg2 {(Sf2) -1.12/3 0} Rd8 {0} 174. Kg1 {
(Te2) -0.98/1 0} Rd7 {0} 175. Kg2 {(Sf2) -1.11/3 0} Rdb7 {0} 176. Kg1 {
(Te2) -1.01/5 0} Re7 {0} 177. Kg2 {(Sf2) -1.05/4 0} Rd7 {0} 178. Kg1 {
(Te2) -1.02/3 0} Rd8 {0} 179. Kg2 {(Sf2) -1.09/4 0} Rdb8 {-1.00/5 0} 180. Kg1 {
(Te2) 0} Ka6 {0} 181. Kg2 {(Sf2) -1.12/2 0} R6b7 {0} 182. Kg1 {(Te2) -1.01/5 0}
Rb3 {0} 183. Kg2 {(Sf2) -1.12/2 0} R3b5 {-0.99/4 0} 184. Kg1 {(Te2) 0} R5b7 {0}
185. Kg2 {(Tg2) -1.10/2 0} Kb6 {0} 186. Kg1 {(Te2) -1.00/4 0} Rd7 {0} 187. Kg2
{(Sf2) -1.12/2 0} Ra7 {0} 188. Kg1 {(Sf2) -1.03/3 0} Rab7 {0} 189. Kg2 {
-1.05/4 0} Kc6 {0} 190. Kg1 {(Lf2) -1.03/11 0} Rf7 {0} 191. Kg2 {
(Sf2) -1.13/3 0} Rd7 {0} 192. Kg1 {(Sf2) -1.03/3 0} Re7 {0} 193. Kg2 {
(Sf2) -1.05/4 0} Ree8 {0} 194. Kg1 {(Sf2) -0.99/1 0} Rb7 {0} 195. Kg2 {
(Te2) -1.09/2 0} Rb3 {-1.08/4 0} 196. Kg1 {(Sf2) 0} Rg8 {-1.10/2 0} 197. Kg2 {
(Te2) 0} Kc7 {-1.05/2 0} 198. Kg1 {(Sf2) 0} Rb7 {-1.05/3 0} 199. Kg2 {(Sf2) 0}
Re8 {-1.00/1 0} 200. Kg1 {(Te2) 0} Kb6 {0} 201. Kg2 {(Te2) -1.08/3 0} Nb5 {
-1.13/1 0} 202. Kg1 {(b4) 1} Rc8 {-1.10/3 0} 203. Kg2 {(Sf2) 0} Nd6 {-1.16/1 0}
204. Kg1 {(Te2) 0} Kb5 {0.00/4 0} 205. Kg2 {(Sf2) 0} Nf7 {
(Lag: Av=0.55s, max=1.6s) 0.00/9 0} 1/2-1/2
I am thinking chess is in a coin.Human beings for ever playing in one face.Now I am playing in the other face:"Antichess". Computers are as a fortres where owner forgot to close a little door behind. You must enter across this door.Forget the front.