What A Discovery!

Gary Kevin Ware's "Problem of the Week"

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What A Discovery!

Postby garykevinware » 15 July 2010, 1:35 am

In Brian Harley's book, Mate In Two Moves: The Two Move Chess Problem Made Easy, after having shown a Queen's Cross problem, he writes the following, "Themes based on multiple direct mates by pieces other than the Q are not of great interest, as a rule; each can give only two mates against a fixed Black K, increased, when he has flights and with the aid of checking keys, to four by a single R or P and five by a B. Direct mates by the pieces in pairs are not much more productive of a good theme, four mates by two White Kt's being the most frequently seen, and they nearly always occur as incidental to really strategic play. When mates are given by discovery, there is much more scope for the piling up of variations. The White K can be made to discover six mates, either diagonally or laterally, the R fourteen, the B thirteen, the Kt eight, and the P four (disregarding promotion tasks), all these being maxima; (the Q evidently cannot move, discovering check)."



C.L. Fitch Detroit Free Press April, 1879 #2



N. Schalit and T. Maendl Good Companion Folder May 1921 #2



H. & E. Bettmann St. John Globe 1885 #2

I will show the other two problems, and the Queen's Cross problem, next week.
6 points for sending me a complete variation to each problem, at garykevinware@yahoo.com , by next Wednesday.
garykevinware
 
Posts: 251
Joined: 2 February 2008, 3:33 pm

Re: What A Discovery!

Postby garykevinware » 22 July 2010, 1:15 am

Here are the answers to last week's problems:
Fitch #2-
1 Qe3 Rxe3 2 Kxe3#
1...d4 2 Ke4#
1...Ne5 2 Kxe5#
1...Rxh1 2 Kg3#
1...Rg4+ Kxg4#
1...Rxg5 2 Kxg5#
"The White K goes to each of six squares in turn."
Schalit and Maendl #2-
1 Qc1 Ne6 2 Rxe6#
1...d3 2 Rxd3#
1...Be7 2 Rxe7#
1...Bd6 2 Re5#
1...Bb4 2 Rc3#
1...Ba3 2 Rxa3#
1...Ne2 2 Rxe2#
1...Nf3 2 Rxf3#
1...Nh3 2 Rxh3#
1...Qxf1 2 Re1#
1...Qe4 2 Rxe4#
1...Qg3 2 Rxg3#
1...Bc2+ 2 Rb3#
1...Be8+ 2 Rxe8#
"Here the White R is forced to every possible square by various Black moves."
H. and E. Bettmann #2-
1 Rh4 a1=Q+ 2 Bxa1#
1...Nb2+ 2 Bxb2#
1...Nf2 2 Bxf2#
1...Nc3+ 2 Bxc3#
1...Ne3 2 Bxe3#
1...Nb6+ 2 Bxb6#
1...Nc5+ 2 Bxc5#
1...Ne5 2 Bxe5#
1...Ra8+ 2 Ba7#
1...Re8 2 Be5#
1...Rf8 2 Bf6#
1...Rg8 2 Bg7#
1...Rh8 2 Bxh8#
1...g1=Q 2 Bxg1#
"As with the White R of the previous problem, the B occupies every square within its reach."
garykevinware
 
Posts: 251
Joined: 2 February 2008, 3:33 pm


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