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Subject: Re: Mate in 12, how long ....... GLC2.18 = 13 secs.

Author: Tim Foden

Date: 04:10:40 04/10/02

Go up one level in this thread


On April 10, 2002 at 06:33:14, Kim Roper Jensen wrote:

>Hi
>
>Gentlemen start your engines....... :)
>
>[D]n7/4K3/3N4/3kN3/3P4/4B3/4pP1p/8 w - -

Green Light Chess v2.18, AXP1700+, 24MB Hash finds that Ne8 is a mate in 12
after 12.59 seconds.

Cheers, Tim.

Analysis (for engine see: http://www.7sun.com/chess/index.php):

>anal
 Game stage: Endgame
 Current eval: 5.788
 Ply  Time   Score   Nodes  Principal Variation
  5   0.05  +0.000    6284  Ne8 Ke4 2. Nd6+ Kd5 3. Ne8
  6   0.05  +0.400    6901  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nd3
                              {++}
  6   0.05  +4.305   11076  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 h1=N 4. Nd3 Nc7
  6   0.06  +4.305   15029  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 h1=N 4. Nd3 Nc7
  7   0.06  +4.705   17898  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 h1=N 4. f3 Nf2 5. Bxf2
                              {++}
  7   0.07  +7.905   27488  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Ng3+ Kd5 7. f4
  7   0.09  +7.905   48979  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Ng3+ Kd5 7. f4
  8   0.13  +7.505  108877  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 h1=N 4. Ng3+ Nxg3 5.
                              fxg3 e1=Q 6. Nd3 {--}
  8   0.13  +7.506  114375  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 h1=N 4. f3 e1=Q {ht}
                              {++}
  8   0.14  +9.157  119954  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Ng3+ Kd5 7. Ng4 h1=Q 8. Nxh1
  8   0.14  +9.157  119982  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Ng3+ Kd5 7. Ng4 h1=Q 8. Nxh1
  9   0.19  +9.157  179495  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Ng3+ Kd5 7. Ng4 h1=Q 8. Nxh1
  9   0.25  +9.157  260017  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Ng3+ Kd5 7. Ng4 h1=Q 8. Nxh1
 10   0.25  +9.557  266230  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Ng3+ Kd5 7. Ng4 h1=Q 8. Nf6+ Kc4 9. Nxh1
                              {++}
 10   0.36  +9.690  413918  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Ng3+ Kd5 7. Ng4 h1=Q 8. Nf6+ Kc4 9. Nxh1
 10   0.40  +9.690  489213  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Ng3+ Kd5 7. Ng4 h1=Q 8. Nf6+ Kc4 9. Nxh1
 11   0.77  +9.360 1033064  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Ng3+ Kd5 7. Ng4 h1=Q 8. Nf6+ Kc4 9. Nxh1
                              Nc7
 11   0.91  +9.360 1239859  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Ng3+ Kd5 7. Ng4 h1=Q 8. Nf6+ Kc4 9. Nxh1
                              Nc7
 Generating internal KP-K end-game table...
 Done (0.200 secs)          Ne8    >
 12   1.65  +9.700 2022991  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Ng3+ Kd5 7. Ng4 h1=Q 8. Nf6+ Kc4 9. Nxh1
                              Nc7 10. Ng3
 12   1.91  +9.700 2426778  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Ng3+ Kd5 7. Ng4 h1=Q 8. Nf6+ Kc4 9. Nxh1
                              Nc7 10. Ng3
 13   2.00 +10.100 2544421  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Ng3+ Kd5 7. Nh1 Nb6 8. Bf4 Nc8+ 9. Kf6
                              Kxd4 10. Bxh2 Nd6 {++}
 13   3.06 +10.220 4116146  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Ng3+ Kd5 7. Nh1 Nb6 8. Bf4 Nc4 9. Nd7 Kxd4
                              10. Bxh2
 13   3.59 +10.220 4928615  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Ng3+ Kd5 7. Nh1 Nb6 8. Bf4 Nc4 9. Nd7 Kxd4
                              10. Bxh2
 14   6.23 +10.220 8798869  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Ng3+ Kd5 7. Nh1 Nb6 8. Bf4 Nc4 9. Nd7 Ke4
                              10. Bxh2 Kxd4
 14   7.37 +10.220  10501k  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Ng3+ Kd5 7. Nh1 Nb6 8. Bf4 Nc4 9. Nd7 Ke4
                              10. Bxh2 Kxd4
 15   8.48 +10.620  12006k  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Nc3+ Kf5 7. Nb5 Ke4 8. Nd6+ Kd5 9. Nd3 Kc6
                              10. d5+ Kc7 11. Nb4 h1=Q {ht} {++}
 15  12.59 +Mate12  18650k  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Nc3+ Kf5 7. Nb5 Ke4 8. Nd6+ Kd5 9. Nd3 Kc6
                              10. d5+ Kc7 11. Nb4 h1=Q 12. Na6#
 15  14.31 +Mate12  21530k  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Nc3+ Kf5 7. Nb5 Ke4 8. Nd6+ Kd5 9. Nd3 Kc6
                              10. d5+ Kc7 11. Nb4 h1=Q 12. Na6#
 16  25.12 +Mate12  39145k  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Nc3+ Kf5 7. Nb5 Ke4 8. Nd6+ Kd5 9. Nd3 Kc6
                              10. d5+ Kc7 11. Nb4 h1=Q 12. Na6#
 16  28.87 +Mate12  45543k  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Nc3+ Kf5 7. Nb5 Ke4 8. Nd6+ Kd5 9. Nd3 Kc6
                              10. d5+ Kc7 11. Nb4 h1=Q 12. Na6#
 17  49.95 +Mate12  80136k  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Nc3+ Kf5 7. Nb5 Ke4 8. Nd6+ Kd5 9. Nd3 Kc6
                              10. d5+ Kc7 11. Nb4 h1=Q 12. Na6#
 17  57.83 +Mate12  93355k  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Nc3+ Kf5 7. Nb5 Ke4 8. Nd6+ Kd5 9. Nd3 Kc6
                              10. d5+ Kc7 11. Nb4 h1=Q 12. Na6#
 18   1:37 +Mate12 159296k  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Nc3+ Kf5 7. Nb5 Ke4 8. Nd6+ Kd5 9. Nd3 Kc6
                              10. d5+ Kc7 11. Nb4 h1=Q 12. Na6#
 18   1:54 +Mate12 187828k  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Nc3+ Kf5 7. Nb5 Ke4 8. Nd6+ Kd5 9. Nd3 Kc6
                              10. d5+ Kc7 11. Nb4 h1=Q 12. Na6#
 19   3:09 +Mate12 311119k  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Nc3+ Kf5 7. Nb5 Ke4 8. Nd6+ Kd5 9. Nd3 Kc6
                              10. d5+ Kc7 11. Nb4 h1=Q 12. Na6# {ht}
 19   3:44 +Mate12 372365k  Ne8 Ke4 2. Nf6+ Kf5 3. Nh5 Ke4 4. Ng3+ Kd5 5. Nxe2
                              Ke4 6. Nc3+ Kf5 7. Nb5 Ke4 8. Nd6+ Kd5 9. Nd3 Kc6
                              10. d5+ Kc7 11. Nb4 h1=Q 12. Na6# {ht}
 20   3:44   0/29           Ne8    >exit
 local:  t=3:46  nps=1659618.5  n=375496989 (33.2% / 66.8%)  fh=98.5%
 total:  t=3:46  nps=1659618.5  n=375496989  draws=324128
 trans:  probes=103828317  hits=26085738 (25.12%)  draft=18979157 (18.28%)
 tcuts:  exact=5931 (0.01%)  upper=9281580 (8.94%)  lower=7590006 (7.31%)
 tstor:  exact=9621 (0.03%)  upper=20485048 (56.34%)  lower=15863115 (43.63%)
 ext:  check=22649299  recap=92949  ppush=155036  1rep=457599  thrt=0
 q-moves:  gen=6950025  tested=4054541  made/un=1231681  max-dep=8
 max eval diff:  part-1=4.396  part-2=1.572
>



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