Fairy chess composition

Original Problems (23)

Original Problems (page 23)

Original fairy problems published during 2012 will participate in the informal tourney JF-2012

The site is mostly about fairies, but h# and s# are also welcomed for publication! Please send your problems to my e-mail: julia@juliasfairies.com

Go to >>> Page 22 ;  >>> Page 24

I’m happy to see one more author from Italy! – Welcome to Gabriele Brunori

No.62 – h#2 by Gabriele Brunori Nice Meredith with theme Zilahi, interchange of functions and model mates. (JV)

No.63 – hs#3 by Julia Vysotska Anti-Andernach, I’ve tried a scheme used in my h#2 (No.49 ) but for hs# problem this time. (JV)

Definitions:

Anti-Andernach:A piece (excluding King) changes its color after any non-capturing move. After capture, the piece retains its color. Rooks on a1, h1, a8 and h8 can be used for castling, provided the usual other rules for that move are satisfied. After castling, Rooks do not change color, If White makes a non-capturing move with neutral or halfneutral piece, that piece becomes black and vice versa.

You can сlick on “Solutions” to show or hide the solutions!

 – No.62 Gabriele Brunori Italy original-02.08.2012 – h#2                2 solutions             (4+6) Lions: d5, e5   – Solutions: (click to show/hide) I. 1.LIxh5 Rb6 2.LIhf3 Re6# II. 1.LIxb3 Be8 2.LIbe3 Bc6# – Zilahi, Model-mates, Meredith. (Author) – No.63 Julia Vysotska Latvia original-02.08.2012 – hs#3               2 solutions             (9+5) Anti-Andernach Nightriders: d4, g8   – Solutions: (click to show/hide) I. 1.Nd4-h2=bN Re5*e4 2.Qc1-h1=bQ Re4-b4=wR 3.Rb4*b5 + Nh2*b5 # II. 1.Qc1-f4=bQ Qb5*a4 2.Nd4-e2=bN Qa4-a1=wQ 3.Qa1*e5 + Qf4*e5 # – Сreation of reciprocal batteries N/Q and Q/N; double interchange of function between: Nd4/Qc1 and Qb5/Re5; thematic sacrifices on b5/e5; destruction of initial white battery S/Q; line opening for the black Q/R with Nd4. (Author)

The diagrams are made on WinChloe and its Echecs font is used for Logo design

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seetharaman
August 3, 2012 15:08

63 by Julia shows a very nice idea – Reciprocal battery formation by N/Q. This main idea may perhaps be shown without Anti Andernach. . But the additional features of black queen and rook changing functions makes the problem very interesting.

62 by Brunori is neat demonstration of Lion moves !

seetharaman
August 4, 2012 20:13

Julia desired that I show some possible versions without Anti-Andernach condition. Here are two of my attempts. Of course these are not improvements of the very nice No.63 as they leave off some of the interesting effects retaining just the bare idea of mutual Anti batteries. Since the two main thematic pieces change color during color, I thought why not use black pieces itself. Here are the results:
[img[/img]

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PETKO PETKOV
August 5, 2012 22:49

No.63 Julia Vysotska
An interesting problem that causes many comments.
About the theme, my opinion is: the use of Fairy condition Anti-Andernach condition is justified here by the curious motif – reciprocal captures of Qb5 and Rd5 after a change of colors of these figures. The formation of reciprocal black batteries N/Q and Q/N after white moves is not a miracle here – we know that the same can be created also after black moves – without use of Anti-Andernach. But in combination with the play of black Q/R, the creation of black batteries in №63 is a good motivated idea.
Another small but interesting detail in № 63 is the destruction of the initial white battery S/Q. Without this motive it would be possible to create a problem with 13 pieces – scheme № 1:

[img[/img]

Which problem is better – № 1 or № 63? It is not easy to answer this question. As a subjective position, I can say that № 63 is better. Although here the white battery S/Q is only virtual, this small thematic motif is nice – the Queen stands better as a rear battery-piece on c1 as in scheme № 1.
The most interesting and controversial question in № 63 refers to the role of Ng8. This figure has many functions: blocks “g8”, keeps “c6”, controls diagonal a1-h8 as a “cook stopper”. Nevertheless, Ng8 is obviously a technical fairy piece. According to the some classic (but not official!) criteria, such figures are unwanted elements in a problem.
I think that this classical interpretation is also debatable, but this is a big topic and it could not be discussed here. I can only tell that in many so called “Alphabetical problems” (#2,#3, etc…) we see on the board a lot of such technical pieces, but most judges do not consider them as a weakness.
My personal opinion is that in a chess problem of any type, a fairy figure “X” can perform technical functions under the following conditions:
1. There is no other way to solve well a technical (constructive) problems in our composition;
2. Other fairy-pieces of type “X” (or even from family “X” only) exist on the board as a thematic figures;
3. As a technical component, ”X” performs sufficiently active function(s). In this respect is good, when “X” performs more than one technical function, for example: blocks, keeps squares around the opponent’s king, plays in additional (non thematic) variations, executes some non thematic tries, etc.

The main, specific questions related to № 63 are two: 1. Can Ng8 be removed from the board? 2. At what price it can be realized?
The second question is very important because a new version (without Ng8) which have other, major technical and thematic minuses, cannot be a step forward.
Peter Harris offers an interesting version – № 2 in which Ng8 is absent (the number of pieces is the same as in № 63).

[img[/img]

№2: 1.Nd5-b1(N) Re4xd4 2.Qa3-a1(N) Rd4-d7(B) 3.Rd7xe7+ Nb1xe7#
1.Qa3-d3(N) Qe7xb7 2.Nd5-b4(N) Qb7-a8(B) 3.Qa8xe4+ Qd3xe4#.
Here the unwanted Nh2 is changed to a white Bishop – at first sight, a good idea!
In №2 we have total 4 technical white figures: Bh2, Bg6, Sf6, Sg8. The number of technical figures in №63 is only 3: Ng8, Sc2, Bc7.
In other words, the bad Ng8 in №63 is eliminated in №2, but of expensive price – instead of Ng8 in №63, in № 2 are placed on the board two new technical white figures: Bishop and Knight. In my opinion, these pieces are not sufficient compensation for the removed white N.
In №2 there is no initial white S/Q battery, through this element can be only a small plus of №63. Another but also not big thematic weakness in №2 is the imbalance between the two solutions in thematic aspect. Obviously, the second solution is minimal better – the black Q captures wP, creating a new R/Q battery, then Q plays along the same thematic line and destructs this battery. These little, but sympathetic motives are absent in the first solution.
On this reason, I think that №2 can not be acceptable as an improvement of № 63.
But Peter’s idea is fruitful and deserves attention – as a basis for new experiments! For example, analyzing № 2, I’ve found a position in which the economy of white pieces is better – №3.

[img[/img]

№3. Here we have one white piece less, two solutions are quite adequate in thematic attitude: 1.Ne5-a7(N) Rd4xd5 2.Qc8-a8(N) Rd5-g5(B) 3.Rg5xg4+ Na7xg4#; 1.Qc8-c5(N) Qg4xh3 2.Ne5-d7(N) Qh3-h8(B) 3.Qh8xd4+ Qc5xd4#. But here also absent the initial white S/Q battery from Julia’s №63.

Interesting are comments of Ram, who believes that the contents of № 63 (somewhat) can be realized without the condition Anti-Andernach. It’s true – the reciprocal formation of Q/N and N/Q batteries is well known as a theme of many old problems, which have not fairy conditions.
Seetharaman’s versions are good constructed but I think that these compositions stand far from the problem of Julia. To a certain extent these works may be autonomous, although they have many similar structure components in comparison with № 63. But I think that Ram’s versions can not be a basis for improving of № 63.
As almost independent problems these versions have a different value. The first position (Kh8/Kc5) is very economical but the white play is rather elementary – therefore, I perceive this position only as tentative scheme. By the by, here my recommendation is to try some schemes with black Ka5 and with Rook-check (s) on b5/e5. An interesting idea would be: two w.Rooks which realize interchange of functions: if one R blocks square around the w.K, other R gives check, on the contrary.
The second version (Kh1/Ke6) is a good problem, with interesting play of white Rooks. By the by, here the white strategy is “mixed” – different motives in play of Rc3 (line-opening) and Rg7 (self – blocks). Such method for creation of contents in HS# genre deserves interest.
Unfortunately, there is a minimal imbalance between the two solutions: in the first solution the Rook gives check and the Nightrider closes the Rook, but in the other solution we have sacrifice of the Rook and capture by the black N. In my practice I fix such defects, even at the expense of more material.
In my opinion, this problem is possible to publish as original from Ram with an additional note, for example: “After Julia Vysotska”.

seetharaman
August 6, 2012 14:58

Thanks Mr.Pekov for your analysis. As I already stated in my comment, I only attempted to show part of Julia’s idea. It not at all an improvement, missing the interesting “mutual transformation and capture of BQ/BR”. Based on your suggestion I have made a version with White rooks exchanging function and sent for Julia’s consideration.

Peter Harris
August 6, 2012 21:45

With regard to the Ng8 in Julia’s No.63: I wanted to get rid of it because I thought it DETRACTED from the value/significance of the d4 N. I thought the Ng8 was a DISTRACTION. It holds out a hope that it too will take an active part in the play but this is a FALSE EXPECTATION– it just sits there. [No riding for this piece – night or day]. The best I could do was to replace the N with a Bg8 and add an S. Now in deciding whether this change is worthwhile one should not simply say 2 > 1 therefore not worthwhile. This presumes everything else is equal – when they are not. Using this arithmetical approach, the matter should go further and not stop at 2 > 1. The question to be asked is: is 2 MINUS 1 worthwhile? This is the price to be paid to have a solitary N on the board.

Bartel Erich
August 3, 2015 12:48
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