KoBulChess - Помощни матове 2013 Класиране (Част 1 - H#2) |
(03.07.2014) Това е класирането на раздел Помощни матове (в два хода) на сайта KoBulChess за 2013. Много благодарности на съдията Mario Parrinello за неговата бърза работа и подробно класиране, което остава отворено за период от 1 месец за евентуални контестации. Втората част на класирането (за Помощни матове в над 2 хода) също ще бъде публикувано скоро.
KoBulChess 2013 Helpmates Award Preface My hearty thanks go to Diyan Kostadinov who kindly invited me to act as judge of the 2013 informal tourney of KoBulChess. My thanks go also to the readers whose comments I have often found appropriate and useful; this fact proves the viability of a tourney runned on an excellent web site such as KoBulChess. There were 55 problems to be judged, 33 in 2 moves and 22 in more than 2 moves. I decided to split the award into two sections because of the small number of participating and selected problems in the h#>2 section. As a general remark, in my opinion the quality level of the h#2s was superior in comparison to longer problems. H#2 2013 Award There were 33 problems (including a couple of versions) to be judged; the average quality level was very good and this explains why I have excluded some interesting problems. There were problems, though to some extent enjoyable, showing weak strategy: no.146, no.149, no.164, no.218 (the version 218.1 proves that other thematic motifs can be added), no.234, no.261 (compare to PDB P0535130 or PDB P0562465) and no.293. The following problems were excluded for various reasons: no.110: very well-known creation of B/S batteries (compare to PDB P0524253, PDB P0551650 or A.Pantkratiev Springaren 2006 White Kd8 Ba7 Ba8 Sd4 Sd5 pc3 e4; Black Kd3 pd6 e5 b4 c4 h# B) Kd3e5) and moreover the B1 moves are unhomogeneous (tempo in A and selfblock in B); no.124: if the author had shown a pure dual avoidance at B2 the problem could enter the award (compare to PDB P1189656 which shows the same idea and the same drawback but in a twin-less rendering); no.136: very well-known anticipatory selfpins but the twinning is very weak since it involves the thematic white piece; no.152: anticipated by PDB P1005099; no.161: neat pin mates on the same square but the play is unexciting; no.162.1: nice miniature with mates on the same square but the unaesthetically price to pay is the idle bSb3 in the real play; no.190: anticipated by M.Witztum HM Vodka Ty Wageningen 2006 (White Kh2 Rf2 Ra5 Bb7; Black Kd4 Qd5 Be3 h#2 2 sols.); no.198: capture of two white pieces in each solutions and Zilahi but the play is routine; no.218.1: interesting tempos and dual avoidance but pin mates only in one solution; no.220: interesting HOTF but the rendering is not satisfactory: the dual avoidance is not convincing (the bRf6 can be replaced by a black pawn and moreover 2.Be6? fails also for check to wK) and the repetition Rxd3 (by the way two time as mating moves) detracts a lot; no.224: the motivations of the black moves are unhomogeneous; no.242: compare to PDB P1078943 which shows all the white pieces taking part in the play; no.244: the unpins seem more a technical trick to force the move order than a thematic motif; no.274: this combination, although extremely economical, is very well-known (compare to PDB P1271932); no.287: the unpins by White are not pure since the white Rooks must go to d3 in order to guard the bK’s field, irrespective of the unpins (a reader rightly quotes the following version: White Kg1 Rd2 Rd6 Se4; Black Kc4 Qa7 Re3 Bh6 Sd3 pb5 e5). 1^{st} Prize no.215 F.Abdurahmanovic & Z.Janevski: 1.Ke4 Bc3! (Be3?) 2.Rxf5 Re8#, 1.Kd6 Rb5! (Rc8?) 2.Bxf6 Bxf4# This problem shows a very interesting and paradoxical strategy. Who could imagine that the wQg6 does not move at all and is used instead as pinning piece? The black King moves in order to reach his final destination but at the same time opens not one but even two black lines guarded by two black pieces. White at this point has to close one of them but what about the remaining one? The black piece which still guards the mating line must selpin itself exploiting thus the line opened by the bK; the most valuable thematic feature is the fact that the black selfpins occur on the square which is behind the bK in diagram position, making them more hidden. This combination has already been shown by one of the authors (Z.Janevski 6^{th} HM Orbit 2001-I White Kf1 Rh6 Rd8 Bf2 Bc8 pf3 b5 e6 f6 e7; Black Ke5 Re2 Bh2 Sg2 Sg1 pb7 c4 d4 d2 h#2 B) +bPd6) but the present problem is clearly superior thanks to the presence of the dual avoidance (1…Be3? or 1…Rc8?) which makes it an outstanding achievement. A worthy winner.
2^{nd} Prize no.166 J.Csak: 1.Re2 Rd1 2.Rxe3 Rd4#, 1.d6 Rc7 2.dxe5 Rc4# 1.d5 Rd1 2.Kxe3 Bd4#, 1.Rd2 Rxd7 2.Kxe5 Sc4# An original Helpmate Of The Future (HOTF) and surely the best in the tourney. The entire strategy is based on two different white batteries already set in the diagram position and whose front pieces are pinned. In one pair of solutions Black must capture one of the front piece in turn in order to perform a square-block since the rear piece of the relevant battery has to reach the mating square; while the static white battery is used for guarding purposes with excellent reversal of functions. The second pair of solutions shows instead exchange of roles between the rear piece of one battery and the front piece of the other in such a way that Black unpins at B1 the front piece while the rear piece of the second battery moves in order to guard the bK’s field; after the bK’s moves White mates by double check. Worth noting the same black piece (bRg2 and bPd7) performs the B1 moves enhancing the homogeneity. The only slight blemish is the repetition 1…Rd1 but entirely acceptable in the light of the fact that this move shows different motivations. 3^{rd} Prize no.258.1 V.Medintsev: 1.Scb6! (Sc~?) Rg4 2.Sb4!(tempo) Ra1#, 1.Sdb6 (Sd~?) Rg5 2.Sa5!(tempo) Rb1# This problem has nothing particularly complex in comparison with the previous ones but its strategy is very appealing. At B1 moves one of the black Knights in turn opens a line in order to allow a white Rook can reach its destination for guarding purposes while at B2 moves the other Knight performs an unexpected tempo move; in the second solution these thematic pieces interchange their roles. But what is more interesting is the virtual play which emphasizes the strategy and it is based on the “tries” 1.Sc~? and 1.Sd~? according to which the black moves cannot be reversed since Black has to wait for vacations of the initial diagram square occupied by the wRs since it is the only right square the bSs can go to at B2. An elegant and airy Meredith. 1^{st} HM no.246 Z.Janevski: 1.Qf4 Rc6+ 2.Ke5 Bxf6#, 1.R5f4 Qh4 2.Kf5 Qxf6# The author has recently produced several interesting problems (including his 4^{th} HM) showing the idea of square vacation by black pieces which allow flights for the bK and the present problem is a good example and the best in the tourney. The thematic black pieces are bQe5 and bRf5 which vacate their squares for their own King who then selfpins one of them in turn after moving on the 5^{th} rank; one of the most appealing motif is the fact that the B1 moves occur on the same square and this feature fits well with the mating moves which occur on the same square as well. Since the emphasis is put on the black strategy, the W1 moves seem more prosaic, showing by the way not entirely balanced motivations (in one solution guard and in the other the wQ allows the bK’s flight); moreover the black interferences by the bK claimed by the author seem unconvincing since the bBa1 can be replaced by a bPb2. Despite the basic black strategy is known (compare among others to PDB P0576323) this problem deserves this high place thanks to the attractive hideaways at B1 moves on the same square and pin mates on f6.
2^{nd} HM no.126 J.Csak: 1.Sf7 Rd3 2.Sd5 dxc3#, 1.Sfg6 Bf3 2.Sg4 e3# Two white batteries set in the diagram position are ready to fire but it is needed a complex strategy before one of them could mate. First Black has to unpin the rear piece which must move along the battery line in order to find the appropriate square from which it gives mate. A black Knight occupies the square vacated by the rear piece of the white battery in order to close a black line and thus the B2 moves show Follow-My-Leader effect. This combination is not entirely new (it recalls PDB P1070249 which can be rated as a task, though with significant differences) but no.126 shows also exchange of functions between the black Knights and what is more intrersting is the fact that they cannot reverse their functions (unpins/ closing lines) during the solutions (1.Se6? or 1.S5g6?) and this feature enriches the value of the black strategy. 3^{rd} HM no.177 F.Simoni: a) 1.Rxd3 (Bxc4?) Be3 2.Rd5 Bxf4# b) 1.Bxc4 (Rxb6?) Bxb7 2.Be6 d4# c) 1.Rxb6 (Rxd3?) Be6 2.Rd6 Re4# This problem shows a difficult cyclic Zilahi combination which deserves recognition. The thematic white pieces are passively captured on the way by the black blocking piece which must reach its final destination since one of three squares (d5, e6, d6) must be blocked, hence the interesting cyclic interchange of functions between the white pieces which act as captured, supporting or mating piece. It is not easy at all to show this cyclical play as some drawbacks prove; first the dual avoidance (1.Bxc4? in A, 1.Rxb6? in B and 1.Rxd3? in C) is not convincing in the first phase since 1.Bxc4? fails not only by 3.Kxf4! but also by 3.Kd4! Moreover homegeneity of effects is an important feature in cyclic Zilahi and here the black “tries” show very different motivations; finally the twinning mechanism seems rather weak and technical. 4^{th} HM no.235 Z.Janevski: 1.Bg5 d3 2.Kf4 Sg6#, 1.Sd5 d4+ 2.Kf6 Rg6# Another interesting problem whose strategy is based on square vacation by Black. Similarly to the 1^{st} HM the B1 moves allow the bK can reach his final destination but they are not hideaways since they show unexpected check avoidance; this is the main feature of the problem shown here in pure form, since sometimes this kind of anticipatory black line closings are also selfblocks. Here too the emphasis is mainly put on the black strategy but the white one is not prosaic at all; the always attractive one-double step by the wPd2 for guarding purposes and the exchange of function between the thematic white pieces resulting in mates on the same square enrich the strategy. A very clear and interesting Meredith.
5^{th} HM no.223 Z.Janevski: 1.Sd3 Bd6+ 2.Ke4 Re5#, 1.Sf3 Bxd4+ 2.Kf4 Be5# 1.e6 Be7+ 2.c5 Rxc5#, 1.Kd5 Rf4 2.e5 Ba2# another HOTF showing very interesting points but also some blemishes. In one pair of solutions the problem shows an excellent strategy based on anticipatory selfpins and mates on the square vacated by the bK, hence Follow-My-Leader effects; this result has been achieved by the good exchange of functions between the white battery pieces which work as guarding or mating piece. In the second pair of solutions the main strategy is based on attractive one-double step by the bPe7 while the remaining white pieces guard the bK’s field. The construction without white pawns in good. Ideally any good HOTF problem should show a balanced and or equivalent quality among solutions/phases but unfortunately this problem suffers from the fact that the play of the first pair of solutions is much more interesting than the other. 1^{st} Commendation no.253.1 V.Medintsev: 1.Sxc3 Rb7(exd6?) 2.Sd5 e6# 1.dxe5 Rc7(Rb7?) 2.e4 Rf2# 1.Rxb2 exd6(Rc7?) 2.Rbb7 Rf3# Interesting cyclic Zilahi based on annihilations captures of one of three white pieces in turn placed on the long diagonal and closings of black lines at B2 performed by the capturing black piece. Unfortunately the dual avoidance quoted by the author is unbalanced since it shows unhomogenoeus motivations and another unconvincing feature is the fact that 2.e4 is not a pure closing of black line. Moreover this combination is very well-known (compare among others to PDB P0520162 which by the way shows pure closings of black lines in all phases). 2^{nd} Commendation no.292 Z.Janevski (version by N.Predrag): 1.Sxd6 Kd6 2.Kf5 Rd5#, 1.Qf4 gxf4 2.Se3 Rd4# 1.Bxc2 Rd5 2.Bd3 Re5#, 1.Re3 Ba4 2.Bxd3 Bc6# The version provided by a reader is obviously superior in comparison to the original one and shows a HOTF strategy based on a single white battery: in one pair, both pieces are captured for blocking purposes, hence the Zilahi, in the second pair after black sacrifices the white battery mates by double check.
3^{rd} Commendation no.150 R.Vieira: a) 1.Be7 (Sf6?) Se6 2.Sf6 Bf4#, b) 1.Sb7 (Se6?) Sf6 2.Se6 Sc4# Black has to close an own line pointed at the mating square but cannot do it immediately due to an undesired pin of the wS, thus the attractive anticipatory unpins of the thematic white Knight; the twinning mechanism, swapping places between the wS and bS, is ingenious. 4^{th} Commendation no.208 A.Stepochkin: 1.Rg7 Rd1+! (0-0-0+?) 2.Sed2 Bxf5#, 1.Qa8 0-0-0+! (Rd1+?) 2.Scd2 Bxa6# A neat problem which shows dismantle of black batteries in order to avoid an undesired check to the wK; but the most interesting features are the hideaways at B1 moves, pin mates and the dual avoidance based on the right guard of the squares e2 or d2 (showing the well-known castling/non castling mechanism). The slightly symmetrical play is unescapable.
5^{th} Commendation no.121 Z.Janevski: 1.Sd5 Bd2 2.Kd4 Rg4#, 1.Se4 Rc8+ 2.Kxd3 Rd2# Anticipatory selfpins performed by the same black piece on two adjacent square of the long diagonal in order also to unpin the mating piece. Not a new combination of course but a pleasant and especially very economical and aristocratic realisation.
Mario Parrinello, International Judge of FIDE for chess composition Marcaria, June 2014 |
KOBULCHESS.COM
САЙТ ЗА ШАХМАТНА КОМПОЗИЦИЯ
Главен редактор:
Диян Костадинов
Помощник редактор:
Seetharaman Kalyan
[url]h...