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drollere
Member since Feb-21-16 · Last seen Oct-20-19
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   drollere has kibitzed 334 times to chessgames   [more...]
   Oct-20-19 S Volkov vs C Balogh, 2007
 
drollere: after d:e5 the black Q turns out to be in jeopardy in many different lines. it's quite complex.
 
   Oct-19-19 B Sadiku vs S Soors, 2015 (replies)
 
drollere: 31. .. Rh2+ was the obvious start and Qh4+ the obvious continuation; the situation after that looks pretty hopeless. 31. Rh1 just loses both rooks or ends in mate, too.
 
   Aug-21-19 Robson vs I Stavrianakis, 2009 (replies)
 
drollere: 35. .. g5 is better, a little.
 
   Jul-18-19 Alatortsev vs G Goldberg, 1932 (replies)
 
drollere: i think this is just wood chopping to carve a one pawn majority. in other words, the endgame reaching back in time to determine the middle game. in other words, "i've already won, so now we're going to clear the board."
 
   Jun-29-19 L Dominguez vs Morozevich, 2008 (replies)
 
drollere: like others, i found the first six moves rather easily; they play themselves.
 
   Jun-28-19 Gelfand vs Anand, 1993
 
drollere: i looked at Rac1, but couldn't see how to make headway. ditto with Nb3, which seemed only to lose the QN pawn. i also looked at Bh7+ followed by Qf7, but again couldn't see how to make headway.
 
   Jun-25-19 Miles vs C W Pritchett, 1982 (replies)
 
drollere: 34. Be5 Bxe5 35. Qxe8+ Kh7 36. Qg6+ Kh8 37. Rd8+ Qe8 38. Rxe8#
 
   Jun-24-19 Yates vs Nimzowitsch, 1910 (replies)
 
drollere: <That's why chrisowen makes mention of the move 57.Qxb3> wow. the rest of us have blocked <chrisowen> as a purveyor of trolling. you actually annotate him!
 
   Jun-21-19 Jobava vs Kiril D Georgiev, 2009 (replies)
 
drollere: if 40. .. Rxd5, 41. Qf6+ Kh7, 42. g6+ Kh6, 43. g7+
 
   May-18-19 G Kuzmin vs A Choudhary, 1984 (replies)
 
drollere: <actually Chess is of course finite in strictly mathematical terms.> this has a subtle application: i don't know of any algorithm that can countably exhaust the total domain of possible moves; that is, i don't know of any publication that states: "there are a total of N ...
 
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