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Subject: Re: Fritz 5.32 - Hiarcs 7 SSDF game 1= 0-1

Author: Soren Riis

Date: 08:41:51 02/16/99

Go up one level in this thread


On February 15, 1999 at 14:10:21, Hans Christian Lykke wrote:

>[Event "SSDF 40-2, DK Bramming"]
>[Site ""]
>[Date "1999.02.15"]
>[Round "01"]
>[White "Fritz 5.32 P200MMX 46MB"]
>[Black "Hiarcs 7 P200MMX 63MB"]
>[WhiteElo "2575"]
>[BlackElo "2576"]
>[Result "0-1"]
>[Annotator "Test: HC Lykke"]
>
>1. e4 c5 {H7: 01   1...c5 =    0}
>2. Nf3 Nc6 {H7: 01   2...Nc6 =    0}
>3. d4 cxd4 {H7: 01   3...cxd4 =    0}
>4. Nxd4 e6 {H7: 01   4...e6 =    0}
>5. Nc3 Nf6 {H7: 01   5...Nf6 =    0}
>6. Ndb5 Bb4 {H7: 01   6...Bb4 =    0}
>7. a3 Bxc3+ {H7: 01   7...Bxc3+ =    0}
>8. Nxc3 d5 {H7: 01   8...d5 =    0}
>9. Bd3 d4 {H7: 10   9...d4 Ne2 e5 O-O Be6 Bg5 h6 Bd2 O-O =   14}
>10. Ne2 e5 {H7: 11  10...e5 O-O Be6 Bg5 h6 Bh4 Qb6 Qc1 g5 Bg3 =    5}
>11. O-O Be6 {H7: 10  11...Be6 b4 O-O b5 Ne7 f4 Qc7 fxe5 Qxe5 Bf4 Qc5 =    5}
>12. b4 O-O {H7: 10  12...O-O b5 Na5 f4 Ng4 fxe5 Qb6 Bg5 =   14}
>13. b5 Na5 {H7: 11  13...Na5 f4 Rc8 fxe5 Ng4 h3 Nxe5 Bb2 Nxd3 cxd3 Nb3 =  -11}
>14. f4 Qb6 {H7: 10  14...Qb6 fxe5 Ng4 Nf4 Nxe5 Qh5 Nac4 Nd5 Qd6 Bxc4 Nxc4 =
>-2}
>15. fxe5 Ng4 {H7: 10  15...Ng4 Nf4 Nxe5 Qh5 Nac4 Nd5 =   -2}
>16. Nf4 Nxe5 {H7: 10  16...Nxe5 Qh5 Nac4 Nxe6 fxe6 Bf4 Nxd3 cxd3 Ne3 Rf2 Rac8
>a4 Rc5 =   21}
>17. Nd5 Bxd5 {H7: 09  17...Bxd5 exd5 Rad8 a4 Nxd3 Qxd3 Rxd5 Bb2 Rfd8 Rad1 Qc5
>=   23}
>18. exd5 Rad8 {H7: 09  18...Rad8 a4 Nxd3 Qxd3 =   23}
>19. Bxh7+ Kxh7 {H7: 09  19...Kxh7 Qh5+ =   39}
>20. Qh5+ Kg8 {H7: 10  20...Kg8 Qxe5 Nc4 Qe4 Rfe8 Qf5 f6 Qd3 Ne5 Qe4 Qxb5 Qxd4
>Qxd5 Qxa7 =   32}
>21. Qxe5 Nc4 {H7: 09  21...Nc4 Qe4 =   32}
>22. Qe4 Qc5 {H7: 09  22...Qc5 Kh1 Qxd5 Qxd5 =   59}
>23. Bg5 Qxd5 {H7: 09  23...Qxd5 Qd3 f6 Bh4 Ne5 Qe2 Qc5 Bf2 Rfe8 Rad1 =   43}
>24. Qd3 f6 {H7: 09  24...f6 Bh4 Rc8 Bf2 Rfd8 a4 Ne5 Qf5 Qc4 Rfc1 =   43}
>25. Bf4 Qxb5 {H7: 09  25...Qxb5 Rae1 Qc5 a4 Qc6 Re7 Rf7 Rxf7 Kxf7 Qb3 =  119}
>26. Rfb1 Qc6 {H7: 09  26...Qc6 Re1 b5 Re7 Rf7 Rxf7 Kxf7 Rb1 Qc5 Rb3 =  134}
>27. Rb4 Ne5 {H7: 09  27...Ne5 Qb3+ Rf7 Rd1 Qe4 Bg3 b6 Bf2 Nc6 Re1 Qd5 Qxd5
>Rxd5 =  126}
>28. Qb3+ Rf7 {H7: 11  28...Rf7 Rd1 Qe4 Bg3 b6 Re1 Qf5 Rd1 Rc8 Rbxd4 Rxc2 =
>117}
>29. Rd1 Qe4 {H7: 10  29...Qe4 Bg3 b6 h3 g6 Bf2 Nc6 Re1 Qd5 Qxd5 Rxd5 =  128}
>30. Bg3 Rdd7 {H7: 09  30...Rdd7 Re1 Qd5 Rd1 Qxb3 Rxb3 b6 Rb4 d3 cxd3 Nxd3 =
>125}
>31. Re1 Qd5 {H7: 09  31...Qd5 Qxd5 Rxd5 =  136}
>32. Bxe5 fxe5 {H7: 10  32...fxe5 Rc4 Rd8 Rc8 Rff8 Rc7 Qxb3 cxb3 d3 Rxb7 d2
>Rd1 =  158}
>33. Rc4 Rf8 {H7: 09  33...Rf8 Rc5 Qxb3 cxb3 Re8 Rcxe5 Rxe5 Rxe5 d3 Re8+ Kf7
>Re1 d2 Rd1 Rd3 Kf2 =  175}
>34. Rxe5 Rdf7 {H7: 10  34...Rdf7 Re1 Qf5 Qf3 Qxf3 gxf3 Rxf3 Rxd4 Rxa3 Rd7 Rc8
>Rxb7 Rxc2 Rbe7 =  144}
>35. Re1 Qf5 {H7: 10  35...Qf5 Qf3 Qxf3 gxf3 Rxf3 Rxd4 Rxa3 Rd7 Rc8 c4 Rxc4
>Rxb7 Rg4+ Kf2 =  132}
>36. Qf3 Qxf3 {H7: 10  36...Qxf3 gxf3 Rxf3 Rxd4 Rxa3 Rd7 Rc8 c4 Rxc4 Rxb7 Rg4+
>Kf2 Rf4+ Kg1 =  147}
>37. gxf3 Rxf3 {H7: 11  37...Rxf3 Rxd4 Rxa3 Rd7 Rc8 c4 Rxc4 Rxb7 Rg4+ Kf2 Rf4+
>Kg1 a5 =  152}
>38. Rxd4 Rxa3 {H7: 11  38...Rxa3 Rd7 Rc8 Kh1 Rxc2 Rg1 Kf8 Rxb7 Rh3 Rgxg7
>Rhxh2+ Kg1 a5 Rbf7+ Ke8 =  175}
>39. Re7 Ra6 {H7: 11  39...Ra6 Kg2 b5 Rg4 Rf7 Re8+ Kh7 Re5 Rc7 Rh4+ Rh6 Rxh6+
>gxh6 Rxb5 Rxc2+ Kg3 =  178}
>40. h4 b5 {H7: 10  40...b5 c4 b4 h5 Ra1+ Kg2 Ra5 Rg4 Rf7 Re8+ Kh7 Rb8 =  182}
>41. c4 b4 {H7: 10  41...b4 h5 Rf5 Rb7 Rb6 Rxa7 b3 Rg4 b2 Raxg7+ Kh8 Rg8+ Kh7
>R8g7+ Kh6 R4g6+ Rxg6+ Rxg6+ Kxh5 Rb6 =  200}
>42. Kh2 Rf3 {H7: 09  42...Rf3 Rd8+ =  241}
>43. Rdd7 Ra2+ {H7: 10  43...Ra2+ Kg1 =  298}
>44. Kg1 Rg3+ {H7: 09  44...Rg3+ Kf1 a5 h5 Kh7 Re8 =  309}
>45. Kf1 a5 {H7: 09  45...a5 Ra7 =  328}
>46. c5 Rc2 {H7: 09  46...Rc2 Ra7 Rxc5 Kf2 =  339}
>47. Ra7 b3 {H7: 08  47...b3 c6 =  388}
>48. c6 b2 {H7: 08  48...b2 Rab7 =  422}
>49. Reb7 Kh7 {H7: 09  49...Kh7 Rxa5 Rf3+ Kg1 Rd3 Rf5 Rc1+ Kf2 b1=Q Rxb1 Rxb1
>=  449}
>50. Rxa5 Rf3+ {H7: 09  50...Rf3+ Kg1 =  517}
>51. Kg1 Rd3 {H7: 09  51...Rd3 Rh5+ Kg6 Rg5+ Kf6 Kh1 Rd1+ Rg1 Rcc1 Rxd1 Rxd1+
>Kg2 b1=Q Rxb1 Rxb1 h5 Rc1 h6 gxh6 =  721}
>52. Rh5+ Kg6 {H7: 10  52...Kg6 Rg5+ Kf6 Kh1 Rd1+ Rg1 Rcc1 Rxd1 Rxd1+ Kg2 b1=Q
>Rxb1 Rxb1 h5 Rc1 h6 =  721}
>53. Rg5+ Kf6 {H7: 11  53...Kf6 Kh1 Rd1+ Rg1 Rxg1+ Kxg1 Rc1+ Kg2 b1=Q Rxb1
>Rxb1 Kf3 Rc1 Ke4 Rxc6 Kd5 Rc1 =  805}
>54. Rg2 Rd1+ {H7: 10  54...Rd1+ Kh2 =  848}
>55. Kh2 Rxg2+ {H7: 11  55...Rxg2+ Kxg2 b1=Q = 1286}
> 0-1


17:Nd5 looks like the loosing move. Fritz (and also it seems H7) misjudge
how weak the white pawns on d5 and b5 becomes. The point is that these
pawn weaknesses (as it turns out) are more important than the weakening
of blacks king position.

Why does strong programs not do the following: If a "unbalanced" position arises
where weak pawns have to be judged against say dynamic chances, then compute
(besides the usual search) a few very long "test" variations to check whether
the weak pawns compensate the weakening of blacks king position. It seems to me
that strong programs should have no problems in relizing (within seconds) that
the weak pawns eventually will get lost with no compensation.

I have found the same problem in other strong programes. The programs score
begin to drop, but far to late. A few trail games (playing out say 20 plies)
will reveal that the weak pawns are for taking.

Soren Riis



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