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Subject: Re: A bridge too far... / Another try with crafty

Author: Dann Corbit

Date: 10:04:34 03/10/00

Go up one level in this thread


Quite likely, there is a much shorter mate.  For instance, consider this
position:
7k/p7/1R5K/6r1/6p1/6P1/8/8 w - - acd 21; acn -1428786731; acs 7201; bm Rb7; ce
32746; dm 11; pv Rb7 Rh5+ Kxh5 Kg8 Rxa7 Kf8 Kxg4;

Here is the crafty log for that position:

pondering enabled.
EGTB cache memory = 6M bytes.
hash table memory = 24M bytes.
pawn hash table memory = 8M bytes.
play best book line after search.
EGTB access enabled
using tbpath=./TB
4 piece tablebase files found
1302kb of RAM used for TB indices and decompression tables
PFGA: EPD record: 1
end-game phase
              clearing hash tables
              time surplus   0.00  time limit 120:00 (120:00)
         nss  depth   time  score   variation (1)
White(1): exit

               10->   0.52   6.13   1. Rb7 Rb5 2. Rxb5 Kg8 3. Kg5 Kf8 4.
                                    Kxg4 Ke7 5. Ra5 Ke6 6. Rxa7
               11     0.87   6.13   1. Rb7 Rb5 2. Rxb5 Kg8 3. Ra5 Kf7 4.
                                    Rxa7+ Kf6 5. Ra5 Ke7 6. Kh5 Ke6 7.
                                    Kxg4
               11->   0.95   6.13   1. Rb7 Rb5 2. Rxb5 Kg8 3. Ra5 Kf7 4.
                                    Rxa7+ Kf6 5. Ra5 Ke7 6. Kh5 Ke6 7.
                                    Kxg4
               12     1.11     ++   1. Rb7!!
               12     2.85  Mat17   1. Rb7 Rb5 2. Rxb5 Kg8 3. Kh5 Kf7 4.
                                    Kxg4 a6 5. Ra5 Ke6 6. Rxa6+ <HT>
               12->   3.25  Mat17   1. Rb7 Rb5 2. Rxb5 Kg8 3. Kh5 Kf7 4.
                                    Kxg4 a6 5. Ra5 Ke6 6. Rxa6+ <HT>
               13     5.46  Mat16   1. Rb7 Rb5 2. Rxb5 Kg8 3. Rf5 a5 4.
                                    Rxa5 Kf8 5. Kh5 Ke7 6. Kxg4 <HT>
               13->   5.97  Mat16   1. Rb7 Rb5 2. Rxb5 Kg8 3. Rf5 a5 4.
                                    Rxa5 Kf8 5. Kh5 Ke7 6. Kxg4 <HT>
               14     9.07  Mat16   1. Rb7 Rb5 2. Rxb5 Kg8 3. Rf5 a5 4.
                                    Rxa5 Kf7 5. Kh5 Ke6 6. Kxg4 <HT>
               14->  10.71  Mat16   1. Rb7 Rb5 2. Rxb5 Kg8 3. Rf5 a5 4.
                                    Rxa5 Kf7 5. Kh5 Ke6 6. Kxg4 <HT>
               15    16.80  Mat16   1. Rb7 Rb5 2. Rxb5 Kg8 3. Rf5 a5 4.
                                    Rxa5 Kf7 5. Kh5 Ke6 6. Kxg4 <HT>
               15->  19.95  Mat16   1. Rb7 Rb5 2. Rxb5 Kg8 3. Rf5 a5 4.
                                    Rxa5 Kf7 5. Kh5 Ke6 6. Kxg4 <HT>
               16     2:01  Mat11   1. Rb7 Kg8 2. Kxg5 Kf8 3. Rxa7 Ke8
                                    4. Kxg4 <HT>
               16->   2:09  Mat11   1. Rb7 Kg8 2. Kxg5 Kf8 3. Rxa7 Ke8
                                    4. Kxg4 <HT>
               17     2:47  Mat11   1. Rb7 Kg8 2. Kxg5 Kf8 3. Rxa7 Ke8
                                    4. Kxg4 <HT>
               17->   3:05  Mat11   1. Rb7 Kg8 2. Kxg5 Kf8 3. Rxa7 Ke8
                                    4. Kxg4 <HT>
               18     4:39  Mat11   1. Rb7 Kg8 2. Kxg5 Kf8 3. Rxa7 Ke8
                                    4. Kxg4 <HT>
               18->   5:28  Mat11   1. Rb7 Kg8 2. Kxg5 Kf8 3. Rxa7 Ke8
                                    4. Kxg4 <HT>
               19    34:28  Mat11   1. Rb7 Rh5+ 2. Kxh5 Kg8 3. Rxa7 Kf8
                                    4. Kxg4 <HT>
               19->  38:31  Mat11   1. Rb7 Rh5+ 2. Kxh5 Kg8 3. Rxa7 Kf8
                                    4. Kxg4 <HT>
               20    73:53  Mat11   1. Rb7 Rh5+ 2. Kxh5 Kg8 3. Rxa7 Kf8
                                    4. Kxg4 <HT>
               20->  90:52  Mat11   1. Rb7 Rh5+ 2. Kxh5 Kg8 3. Rxa7 Kf8
                                    4. Kxg4 <HT>
              time=120:00  cpu=99%  mat=-1  n=2866180565  fh=9%  nps=398050
              ext-> checks=211010966 recaps=115979 pawns=8831516 1rep=2488116
thrt:234620
              predicted=0  nodes=2866180565  evals=3620731
              endgame tablebase-> probes done=252522  successful=252492

Notice that it first saw mate in 17, then 16, then 11.



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