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Subject: Re: Mate in about 10, actually mate in 9!

Author: F. Huber

Date: 09:35:31 05/15/04

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On May 15, 2004 at 11:34:04, Heiner Marxen wrote:
>
>According to Chest this actually is a mate in 9:
>
>PV: Qc7 Bf6 Rxe7+ Bxe7 Re3 Qf1+ Kxf1 Re6 Qc8+ Bd8 Rxe6+ fxe6 Qd7+ Kf8 Nxe6+ Kg8
>Qg7#
>
>I didn't ask for a solution tree, but the "refutation table" shows:
>refu 43: Qc7     Bf6     [   7-]
>solu          1: Bxd4+   [   6+]
>solu          2: Qf1+    [   6+]
>solu          3: Bh6     [   1+]
>solu          4: Re6     [   1+]
>solu          5: Rg6     [   1+]
>solu          6: Qc4     [   1+]
>solu          7: Qxc5    [   1+]
>solu          8: h4      [   1+]
>solu          9: Rg8     [   1+]
>solu         10: Rf8     [   1+]
>solu         11: Rh7     [   1+]
>solu         12: Rhh6    [   1+]
>solu         13: Rf6     [   1+]
>solu         14: Rdh6    [   1+]
>solu         15: f6      [   1+]
>solu         16: e6      [   6+]
>solu         17: e5      [   6+]
>solu         18: b6      [   1+]
>solu         19: Bf6     [   8+]
>solu         20: Bf8     [   4+]
>solu         21: Kf8     [   2+]
>solu         22: Be5     [   6+]
>solu         23: Rd7     [   2+]
>solu         24: Rd8     [   1+]
>solu         25: Qb6     [   1+]
>solu         26: Qe2     [   6+]
>solu         27: Qd3     [   1+]
>solu         28: Qa6     [   1+]
>solu         29: Qa5     [   1+]
>solu         30: Qxb4    [   1+]
>solu         31: Qa4     [   1+]
>So, Bf6 appears to be the best answer, all other moves result in shorter mates.
>
>Since it starts with a quiet move, it is hard to find, of course.
>[Chest needed 1 hour with 100MB hash on an Athlon 1500+]
>
>Cheers,
>Heiner

Hello Heiner,

what I´m missing in your refutation list is the black castling!?
(after 1.Qc7 black has actually 32 moves)

Maybe you forgot the castling right when copying the FEN string (?),
this was the FEN in the original posting:

4k2r/1p2ppb1/2pr4/QqNp1P1p/1P1P4/2P2R2/P5PP/4R1K1 w k - 0 1

Eventually exactly this 1... 0-0 would be the only defence against 1.Qc7 -
Chest is just calculating on this position on my faster desktop, and I´m
really curious about the result ...

Best regards,
Franz.




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