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Subject: Re: Mate slightly harder

Author: Tim Foden

Date: 10:10:40 08/25/03

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On August 25, 2003 at 09:49:46, leonid wrote:

>On August 25, 2003 at 08:04:04, leonid wrote:
>
>Try this position that is only slightly harder than previous one:
>
>[d]3Q4/5q1k/4ppp1/2Kp1N1B/RR6/3Prr2/4nP1b/3b2n1 w - -
>
>Please indicate Your solution.
>
>Leonid.

Hi Leonid,

GLC 3.00, AXP 1.67GHz, 24MB Hash gives Rb7 as mate-in-12 after 1 sec, and
mate-in-11 after 1.5 secs.

Cheers, Tim.

Analysis:

>anal
 Game stage: Middle game
 Current eval: -10.052
 Ply   Time   Score   Nodes  Principal variation
  3   0.010  -5.806    5914  Nxe3 Rxe3 2. fxe3 gxh5
  4   0.010  -5.406    9923  Bxf3 {++} gxf5 2. Rh4+ Kg7 3. fxe3
  4   0.021  -4.251   21522  Ra8 Qc7+ 2. Qxc7+ Bxc7 3. Bxg6+ Kxg6 4. Nxe3 Rxe3
                               5. fxe3
  4   0.031  -4.251   26989  Ra8 Qc7+ 2. Qxc7+ Bxc7 3. Bxg6+ Kxg6 4. Nxe3 Rxe3
                               5. fxe3
  5   0.051  -3.851   50913  Bxf3 {++} gxf5 2. Rh4+ Kg6 3. Bh5+ Kg5 4. Bxf7
  5   0.081  -3.490   83558  Bxf3 d4 2. Nxe3 Bxa4 3. Bxe2 Nxe2 4. Rxa4 dxe3 5.
                               fxe3
  5   0.101  -3.490  101315  Bxf3 d4 2. Nxe3 Bxa4 3. Bxe2 Nxe2 4. Rxa4 dxe3 5.
                               fxe3
  6   0.121  -3.090  119643  Bxf3 {++} d4 2. Nxe3 Bxa4 3. Rb7 dxe3 4. Rxf7+
  6   0.151  -2.482  145631  Bxf3 d4 2. Nxe3 Bxa4 3. Rb7 Qxb7 4. Bxb7 dxe3 5.
                               fxe3
  6   0.201  +0.000  193594  Rb7 Qxb7 2. Bxg6+ Kxg6 3. Qg8+ Kxf5 4. Qg4+ Ke5 5.
                               d4+ Nxd4 6. Qxd4+ Kf5 7. Qg4+ Ke5 8. Qd4+
  6   0.231  +0.000  239470  Rb7 Qxb7 2. Bxg6+ Kxg6 3. Qg8+ Kxf5 4. Qg4+ Ke5 5.
                               d4+ Nxd4 6. Qxd4+ Kf5 7. Qg4+ Ke5 8. Qd4+
  7   0.261  +0.400  263548  Rb7 {++} Qxb7 2. Bxg6+ Kxg6 3. Qg8+ Kxf5 4. Qg4+
                               Ke5 5. d4+ Nxd4 6. Qxd4+ Kf5 7. Qg4+ Ke5 8. Qh5+
                               Rf5 9. Qxh2+ Rg3 10. Qxg3+ Rf4 {ht}
  7   0.431  +0.399  486432  Rb7 {--} Qxb7 2. Bxg6+ Kxg6 3. Qg8+ Qg7 4. Qxg7+
                               Kxf5 5. fxe3
  7   0.451  +0.000  516719  Rb7 Qxb7 2. Bxg6+ Kxg6 3. Qg8+ Qg7 4. Qxg7+ Kxf5
                               5. Qg4+ Ke5 6. d4+ Nxd4 7. Qxd4+ Kf5 8. Qg4+ Ke5
                               9. Qd4+
  7   0.571  +0.000  681145  Rb7 Qxb7 2. Bxg6+ Kxg6 3. Qg8+ Qg7 4. Qxg7+ Kxf5
                               5. Qg4+ Ke5 6. d4+ Nxd4 7. Qxd4+ Kf5 8. Qg4+ Ke5
                               9. Qd4+
  8   0.621  +0.400  737236  Rb7 {++} Qxb7 2. Bxg6+ Kxg6 3. Qg8+ Qg7 4. Qxg7+
                               Kxf5 5. Qg4+ Ke5 6. d4+ Nxd4 7. Qxd4+ Kf5 8.
                               Qg4+ Ke5 9. Qh5+ Rf5 10. Qxh2+ Rf4 11. Rxf4
  8   0.912 +Mate12 1150708  Rb7 Qxb7 2. Bxg6+ Kxg6 3. Qg8+ Qg7 4. Qxg7+ Kxf5
                               5. Qg4+ Ke5 6. d4+ Nxd4 7. Qxd4+ Kf5 8. Qg4+ Ke5
                               9. Qh5+ Rf5 10. Qxh2+ Rg3 11. Qxg3+ Rf4 12.
                               Qxf4#
  8   1.172 +Mate12 1579591  Rb7 Qxb7 2. Bxg6+ Kxg6 3. Qg8+ Qg7 4. Qxg7+ Kxf5
                               5. Qg4+ Ke5 6. d4+ Nxd4 7. Qxd4+ Kf5 8. Qg4+ Ke5
                               9. Qh5+ Rf5 10. Qxh2+ Rg3 11. Qxg3+ Rf4 12.
                               Qxf4#
  9   1.473 +Mate11 1964729  Rb7 Qxb7 2. Bxg6+ Kxg6 3. Qg8+ Kxf5 4. Qg4+ Ke5 5.
                               d4+ Nxd4 6. Qxd4+ Kf5 7. Qg4+ Ke5 8. Qh5+ Rf5 9.
                               Qxh2+ Rg3 10. Qxg3+ Rf4 11. Qxf4#
  9   2.073 +Mate11 2944978  Rb7 Qxb7 2. Bxg6+ Kxg6 3. Qg8+ Kxf5 4. Qg4+ Ke5 5.
                               d4+ Nxd4 6. Qxd4+ Kf5 7. Qg4+ Ke5 8. Qh5+ Rf5 9.
                               Qxh2+ Rg3 10. Qxg3+ Rf4 11. Qxf4#
 10   2.734 +Mate11 3800067  Rb7 Qxb7 2. Bxg6+ Kxg6 3. Qg8+ Kxf5 4. Qg4+ Ke5 5.
                               d4+ Nxd4 6. Qxd4+ Kf5 7. Qg4+ Ke5 8. Qh5+ Rf5 9.
                               Qxh2+ Rg3 10. Qxg3+ Rf4 11. Qxf4# {ht}
 10   4.537 +Mate11 6701579  Rb7 Qxb7 2. Bxg6+ Kxg6 3. Qg8+ Kxf5 4. Qg4+ Ke5 5.
                               d4+ Nxd4 6. Qxd4+ Kf5 7. Qg4+ Ke5 8. Qh5+ Rf5 9.
                               Qxh2+ Rg3 10. Qxg3+ Rf4 11. Qxf4# {ht}
 11   5.919 +Mate11 8590605  Rb7 Qxb7 2. Bxg6+ Kxg6 3. Qg8+ Kxf5 4. Qg4+ Ke5 5.
                               d4+ Nxd4 6. Qxd4+ Kf5 7. Qg4+ Ke5 8. Qh5+ Rf5 9.
                               Qxh2+ Rg3 10. Qxg3+ Rf4 11. Qxf4# {ht}
 11  11.056 +Mate11  16796k  Rb7 Qxb7 2. Bxg6+ Kxg6 3. Qg8+ Kxf5 4. Qg4+ Ke5 5.
                               d4+ Nxd4 6. Qxd4+ Kf5 7. Qg4+ Ke5 8. Qh5+ Rf5 9.
                               Qxh2+ Rg3 10. Qxg3+ Rf4 11. Qxf4# {ht}
 12  13.931 +Mate11  20775k  Rb7 Qxb7 2. Bxg6+ Kxg6 3. Qg8+ Kxf5 4. Qg4+ Ke5 5.
                               d4+ Nxd4 6. Qxd4+ Kf5 7. Qg4+ Ke5 8. Qh5+ Rf5 9.
                               Qxh2+ Rg3 10. Qxg3+ Rf4 11. Qxf4# {ht}
 12  28.942 +Mate11  45005k  Rb7 Qxb7 2. Bxg6+ Kxg6 3. Qg8+ Kxf5 4. Qg4+ Ke5 5.
                               d4+ Nxd4 6. Qxd4+ Kf5 7. Qg4+ Ke5 8. Qh5+ Rf5 9.
                               Qxh2+ Rg3 10. Qxg3+ Rf4 11. Qxf4# {ht}
 13  36.423 +Mate11  55677k  Rb7 Qxb7 2. Bxg6+ Kxg6 3. Qg8+ Kxf5 4. Qg4+ Ke5 5.
                               d4+ Nxd4 6. Qxd4+ Kf5 7. Qg4+ Ke5 8. Qh5+ Rf5 9.
                               Qxh2+ Rg3 10. Qxg3+ Rf4 11. Qxf4# {ht}
Analyse>exit
 local:  t=36.503  nps=1528385.4  n=55790654 (25.9% / 74.1%)
 total:  t=36.503  nps=1528385.4  n=55790654
 stats:  fh=94.5%/1.67%/1.054%  draws=24073
 trans:  probes=13448929  hits=2628684 (19.55%)  draft=1520526 (11.31%)
 tcuts:  exact=134 (0.00%)  upper=780056 (5.80%)  lower=600158 (4.46%)
 tstor:  exact=322 (0.01%)  upper=3951106 (64.53%)  lower=2171848 (35.47%)
 ext:  check=5312762  recap=89430  ppush=11  1rep=435522  thrt=0
 q-moves:  gen=546982  tested=153697  made/un=50144  max-dep=8
 max eval diff:  part-1=1.891  part-2=2.130



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