Author: leonid
Date: 07:38:26 02/03/01
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On February 03, 2001 at 09:10:01, Paul wrote: >On February 03, 2001 at 08:35:53, leonid wrote: > >>Hi! >> >>If you like to solve position for mate, here is one. >> >>[D]3b2Q1/1qq3RQ/2rqnBNK/2rrn1QN/1k2rb1B/4bbR1/3b2RQ/2b3R1 b - - >> >>Please, say your result. >> >>Thanks, >>Leonid. > >Hi Leonid! > >Mine says a Mate in 11 :) > >00:21 BM11 08 1... Bxg5+ 2. Rxg5 Bxg5+ 3. Rxg5 Bxg5+ 4. Bhxg5 Bxg5+ 5. Bxg5 >Bxg5+ 6. Rxg5 Ng4+ 7. Rxg4 Qf4+ 8. Nhxf4 Qxf4+ 9. Nxf4 Nxf4+ 10. Qg6 Rh5+ 11. >Qxh5 Rxh5# > >Paul Hi, Paul! It is likely that in 11 moves it is the quickest solution that my program can find through selective search. It find in 10 moves as well but it take much longer time. The most probable that solution is even in much lower level. Shortest mate I don't know for this moment. Leonid.
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