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08 Jun, 2012Coming soon…..&??? Questions to YOU!! 
My dear friends,
I really need your comments as I have too many plans what to do but don’t know what to start from. What is more needed, or not needed at all? I’d be happy to get some feebback from you!
What I have for now:
 Petko A.Petkov’s article Helpseries Problems with Black Series which maybe is needed to be translated into Russian. Please let me know if you’re interested in the translation!
 Some more comments and examples by P.A.Petkov to the article above will come soon.
 I have also P.A.Petkov’s article from Uralsky Problemist about hs# problems in Russian. I’m going to make it ready for publishing at the site in 12 days from now. But the question will be if anybody needs it in English?
 At least 1 my original problem most probably will be added this evening (still looking for some improvements). Waiting for some originals from you too!! Thinking about organizing of some tourney for Original Problems section.
 Fairy terms section needs to be updated, of course!
 Have got one comment about Chessdiagrammer software (https://juliasfairies.com/
software/popeye/bscripts/# ). Does anyone use it? Maybe you could give some comments?comment403
Thanks to all of you for visiting the site!
How to..? Diagrams in comments
Short information by JuliasFairies:
How to add a diagram to the comments at the site?
(this is the update of the Post published 01May2012:
have added option (4) for getting the link to your diagram)
In some cases, when we discuss a problem, it is good to show the ideas or suggestions on the diagram. The fact is that you can’t copypaste the diagram (or any other picture) into the comments at the site.
But! There’s somethings you can do, using a link to your diagram (graphical image). You can do it in 2 ways:
 Copypaste a link to the diagram, asking others to use this link to see your diagram. The example of such comment is one my comment. It can be either the link to the page containing your diagram or a link which is address of your graphical image.
 You can use the option – You can add images to your comment by clicking here – which is shown below the Comment field. If you do it, you’ll be asked for the link to your diagram again, but in this case you should have a link to the graphical object – and it will be inserted into your comment a bit differently – so, after Posting your comment the graphical image of your diagram will be shown inside the comment, not like a link.
How to get a link to your diagramimage:
 You can have your diagram anywhere in internet (like in Picasa for example) – open it to see its URL in the address line of your browser. You can either add this link to your comment, or use the option of adding the image to the comment to have a diagram inside the comment.
 You can send your problem, idea, diagram to me – julia@juliasfairies.com – I’ll upload it to the server of this site, and will send the link for it back to you. So, you can either add this link to your comment, or use the option of adding the image to the comment to have a diagram inside the comment.
 You can use LightShot program to make a screenshot of your diagram and to get a virtual link of it, which you can add to the comments as a link. Write me to julia@juliasfairies.com if you need any assistance here.
 You can use Ankona webbased program to create a diagram. In the Edit screen there you have a checkbox “Public“. Use it for problems you are going to show to everybody. Each your problem at Ankona has the unique ID number. Your “public” problem can be visible with all the headers and solutions by the link: http://www.ankona.ch/diagrams/[PROBLEM_ID] or just a diagram (as graphic object) can be visible by the link http://www.ankona.ch/diagrams/[PROBLEM_ID].png and this diagram image can be also inserted into your comments as graphical object. Like, if I have a problem with ID 99861 and have checked “Public” – then I can show it with all the headers and solution by the link http://www.ankona.ch/diagrams/99861 or I can insert the diagram image anywhere using its address http://www.ankona.ch/diagrams/99861.png – this one you can use in the comments to insert in. If you insert it using the option You can add images to your comment by clicking here – which is shown below the Comment field – then after Posting your comment the graphical image of your diagram will be shown inside your comment like this one in my example:
Site Updates030612
Updates as of 03Jun2012:

JuliasFaries Announcement – 010612
01 Jun, 2012In connection with the recently announced tourney Julia’sFairiesHSP2012 and as an answer to readers’ interest to the new form of HelpSelf Problem Julia’sFairies site is publishing IGM Petko A.Petkov’s article Helpseries Problems with Black Series (originally published in the excellent magazine StrateGems #54 – 2011). An accent here is made to the special form of HSP where the play starts with the series of black moves, but white has a right to do just the last move, which forces s#1. All the problems shown as Originals are specially composed for this article in 2011. Mr.Petkov has also promised to publish some more problems soon to illustrate this topic. I’d like to tell from myself and from all the readers – Dear Petko, thank you very much for all your efforts!! 
HelpSelf Problems with Black Series
HelpSelf Problems with Black Series
By IGM Petko A. Petkov
In Memory of T.R. Dawson on the occasion of the 60th anniversary of his death
(Published in StrateGems #54 – 2011)
I. Introduction
This article is devoted to an interesting type of seriesmovers in which Black executes the series, but at the end White forces selfmate in one move! This type is rather different from traditional sers#n in which White executes the series from n1 moves and at the nth move White forces selfmate in one.
Using Popeye, selfmate problems with Black series can be checked with stipulation serhs#n. Therefore, this denotation gives an impression that serhs#n is a modification from a wellknown genre at present, hs#n. I tend to accept that the name “Series helpself mate in n moves” (serhs#n#) is better that the long name “Black plays a series of n1 helpful moves so as to reach a position where there is a normal selfmate in 1”.
It is interesting that nobody can cite even ten old compositions with the stipulation serhs#n! My rather huge personal data base has but a few such opuses. Thus, I found it hard to illustrate this article. I asked for help from other fairy experts and they responded. I received problems from Bo Lindgren (thanks to Hans Gruber), Peter Harris and Cornel Pacurar. I also included several of my originals.
The stipulation serhs#n is an interesting and fresh genre which offers many new possibilities. (At present, the traditional seriesgenres, without fairy elements, are mostly exhausted.)
I should also mention the recently introduced Pser, which has a direct relationship with serhs#n. At the end of the article, I offer several new forms with rich practical possibilities and very surprising thematic nuances.
This article is dedicated to the memory of Thomas Rayner Dawson (18891951). In my opinion, we need a new, creative approach to Dawson’s heritage in Fairy Chess, especially seriesmovers. Many new forms and ideas are possible. In this article I will accent a limited number of novelties which figure in my work plans.
II. The Power of Black Series
Seriesmovers, in the classical form, serhs#n, were still in vogue in the first years following the World War II. (Black makes a series of “n” help moves and White makes the last, mating move.)
The seriesmover is very old. Some such problems, known from Arabian manuscripts (XIII century), are cited by H.J.R. Murray in his A History of Chess (1962). I also know some older Arabian examples, but this special theme should be accented in a different article. As you see, we cannot ascribe 100% authorship to Dawson for seriesmovers. Nevertheless, his contribution is enormous because he formulated contemporary rules for them. His publication The Fairy Chess Review (1947) was a Fairy Bible. The serhs#n problems acted as a magnet for all fairy composers.
Some historical information is needed, especially for younger composers. It is important to know what the special features of seriesmovers are and also to know the classical tendencies.
We start with N1, a typical of Dawson’s miniature with excellent educational value. 17.Ke1 8.f1R 9.Rf2 1016.Ka1 17.Ra2 Sb3#.
The stipulation ser.h=n, in which the mate is replaced with stalemate, appeared later (probably after 1950). The content of the earlier problems was rather simple. N2 1.Qh2 2.Kxg2 39.Kc1 10.Qc2 11.Qb1 12.Qa1 13.Kb1 Kd2=.
Before 1960, many compositions with the stipulation ser.h==n, were also published, some of them with fairy elements! N3 1.c6 2.Kc7 3.Kb8 4.Ga8 5.Gc8 6.Gc5 7.Gc7 8.c5 9.c4 10.c3 11.c2+ MAc6==.
III. Series Selfmates – a Natural Modification
As a natural modification of serhs#n, the stipulation sers#n arises early. In just two years, 1949 and 1950, according to my fairy database, twentyfive such problems were published, many of them cooked.
The first sers#ns were light compositions in the spirit of N4. 1.Rh6 2.Sc3 3.Qxd6 4.Bd2 5.000 6.Bb1 7.Qxa3+ Bxa3#. Development continued with the creation of masterpieces with a task character. The themes are mainly different promotions, especially AUW, double AUW, Super AUW, etc., often composed with neutral pieces.
N5 1.e8S 2.Sxf6 3.Sd5 6.f8Q 7.Qxf3 8.Qg2 13.f8B 14.Bxh6 15.Be3 18.h8R 19.Rxh4 20.Re4 25.h8Q 26.Qxb8 27.Qe5 28.b8B 29.Bxa7 30.Bc5 32.a8R 33.Rxa4 34.Rb4 39.a8S 40.Sab6 41.Sc4 42.Qxe2+ Sxe2#. A double white AUW!
N6 shows a neutral Super AUW with maximum economy of material 1.b8nB! 2.cxb8nG (nBf8) 3.nBxa3 (nPa7) 4.a8nQ 5.nQxg2 (nPg7) 6.g8nR 7.nRg6 8.h8nS+ nSxg6 (nRh1)#. A logical problem with good strategic motives is N7. The main plan is 1.Kg3 2.Kxh2 (Sb8) 3.b7+!? and now not 3…Kxb7 (Pb2)# but 3…Bxb7 (Pb2)+ 4.Kh3. After a long Pendel maneuver, Rg2 moves to a2. 1.Qf2 2.Rgg1 3.Qd4 4.Bc3 5.Ba5 6.Ra1 7.Ra2 8.Bc3 9.Ba1 10.Qg1 and now: 11.Kg3! 12.Kxh2 (Sb8) 13.b7+ Kxb7 (Pb2)#.
IV. A Pleasant Surprise
When was the first helpcompel mate, with black series (serhs#n), published? Unfortunately, I don’t have the answer. I only know that few have been published.
I would like to show you N8, a problem published not long ago. 1.Sed3! 2.d1Q 3.Qf3 4.Sf2! 5.g1Q 6.Qxh2 7.Sg4! 8.Qh4 9.Qe7 10.Se5! 11.Qff6. This ends the elevenmove series phase and is followed by a selfmate in one: 12.Bc4+ Sbxc4/Sexc4#. The content is rich with bS Rundlauf, two bQ promotions, two selfblocks and a creation of a black battery. This is a lot for just eleven moves.
Analyzing this composition we can define the main aesthetic criteria for a contemporary serhs#n# as:
A – Since the main content of the problem is in Black’s moves, the prime goal is to create (a surprising) mating mechanism culminating with the last phase (s#1). To achieve this, a sufficient number of black moves is needed, often ten or more.
B – The black series must have a thematic content or a combination of themes and ideas. The composer should also strive for a difficult solution.
In the following problems these criteria are executed to some degree.
In N9, the black series shows two Excelsior’s, reciprocal unpins between black Pawns and a pseudoswitchbacks of black promoted pieces to b7 and c7. 1.c6! 26.b1R 7.Rb7! 812.c1Q+!. The black series ends and selfmateinone follows: 12…Sc7+ 13. Qxc7#.
It is interesting to note that Popeye solves this problem (and others of this kind) as a ser.hs#12, i.e., it disregards the last mating move although it is shown in the solution. In my opinion, the right stipulation here can only be serhs#13.
N10 demonstrates an interesting theme which seems novel. Here, Black creates one battery which cannot deliver mate. This battery is abandoned and a new battery is created, which mates. 1.b1S! 2.a1R! (battery is created) 3.Ra4 (battery is abandoned) 4.Rf4 57. Kh3 8.Rg4 9.Rg2 1011.Kg1 1213.Rh1 (a new battery is created) leading to the finale: 14.Rg2+! Kxg2#.
In N11, in the first phase, Black creates a B/Q battery: 1.Ke5 26.f1B 7.h1Q which is subsequently destroyed. A new, similar battery, is constructed on the opposite side of the board: 8.Qa8 9.Bc4 10.Ba2 11.Bb1 12.Qa1! and then 12…Qf5+ 13.Bxf5# with line clearance.
Using fairy elements (pieces, conditions, etc.) a composer can demonstrate a wealth of new, and sometimes unusual, ideas. Often, such problems are also hard to solve.
N12 1.Qxb3 (Ke4?) 2.Bb1=wB 3.Rc2=wR 4.Ke4 5.Rf7=wR Rxc6+ 6.Qxb1#, 1.Qxd2 (Kc5?) 2.Rc1=wR 3.Bc2=wB 4.Kc5 5.Rb7=wR Bxg6+ 6.Qxc1#. Line opening, Indian, Grimshaw on “c2”, unpins by the black Rook which opens line for Rd8.
The following is a quartet of hypermodern compositions by Peter Harris.
N13 1.b3 2.Ra4 3.Ra8 4.Rxa2 (+wPa8=wS) 5.Bxa8 (+wSh1) 6.Bg2 Sg3+ 7.Bxg3 (+wSf2), 1.Rg4 2.Bd5 3.Bg8 4.Bxa2 (+wPg8=wB) 5.Rxg8 (+wBg4) 6.Rh8+ Bh3+ 7.Rxh3 (+wBh8) #. Two nice promotions in S and B with specific PWC mates.
N14 1.nPe6 2.nPxd5 (+wLOe6) 3.LOxd5e5 (+nPb5) 4.LOxe6e7 (+wLOe5) 5.LOxe5e4 (+wLOe7) 6.LOxe7e8 (+wLOe4) 7.LOxb5a4 (+nPe8=nLO) 8.LOxe4f4 (+wLOa4) LOxf4g4 (+bLOa3) zz 9.LOxg4h4 (+wLOa4)#.
N15 a) 1.a1N 2.Nb3 3.Nd4 (+wPb3) 4.Nxb3 (bNb1) (+wPd4), Pd4 will prevent wK from moving, 5.Na3+ Nf6 (+bPb4). This defends against the check because the bP prevents bN from moving, 6.b3#. Pb4 no longer prevents bN from guarding e1square. b) 1.a1VAO 2.VAOd4 3.VAOxb6 (bVAOb1) (+wPd4), without wPb6, the bK can now move to c7, while Pd4 prevents the wK from moving, 4.Kc7 (+wPb7 5.Kd7 (+wPc7) b8S!. This is not a check since b1square is occupied by bVAO, a pinned piece under the circumstances, 6.Ke6 (+wPd7)#.
N16 1.nKd2 2.nKe3 (+bPd2) 3.nKd4 (+bPe3) 4.nKc5 (+bPd4) 5.nKd6 (+bPc5) 6.nKc7 (+bPd6) 7.nKb8 (+bPc7) 8.nKa7 9.nKb8 (+bPa7) 10.a5 11.nKa7 12.nKb8 (+bPa7) 13.e2 14.d1Q 15.Qa4=S 16.Sb6=B (+bPa4) 17.a6 18.Ba7=R 19.e1R nKc8 20.Re8=Q#.
V. Application of Pser
It is only logical to combine serhs#n (=, ==, etc.) with the Pser. Such problems we can designate as Pserhs#n (used also by Popeye). I have paid attention to this opportunity in my article The Wonderful (new genre) Parry Series (SG51/2010), illustrating it with N17. 1.b1Q 2.Qd3+ Kg1 3.Qg6+ Kh1 4.Qc6+ Rxc6+ 5.Kb1 Rc2 6.Kxc2#. This setting can be checked with Popeye as Pserhs#5.
N18 a) 1.Qc2+ Kh3 2.Qf5+ Rg4 3.Qd3+ Bf3 4.Qf1+ Kh2 5.Qf2+ Kh1 6.Kf1 Rg1+ 7.Qxg1#, b) 1.Qb6 + Rfd4 2.Qg6+ Kh1 3.Kf2 4.Kg3 5.Kh3 6.Qg3 Bg2+ 7.Qxg2#. A difficult fiver!
N19 a) 1.Kd8 2.Rd7+ Kc6 3.Rd6+ Kb7 4.Rd7+ Ka8 5.Re7 Qc8+ 6.Kxc8=, b) 1.Ke8 2.Re7+ Kf6 3.Re6+ Kg7 4.Re7+ Kh8 5.Rd7 Qf8+ 6.Kxf =. Perfect Chameleonecho with four men.
N20 1.Rc2 2.Kb2+ Kd7 3.Ka1 4.Rc7+ Ke6 5.Rc6+ Kf5 6.Rc5+ Kg4 7.h5+ Kg3 8.h4+ Kg2 9.h3+ Kh1 10.Rc1+ Rd1 11.Rb1 Rc1 12.Rxc1#. The long and dynamic play, with surprising maneuvers by both sides, ends with a model mate.
N21 is a task which shows three white Rpromotions plus three annihilations of white Pawns with a goal of line openings for promoted Rooks. 1.Qxc5 2.Qxe3 3.Qh3+ Ke8 4.Qh8+ g8R 5.Qh5+ Rg6 6.Qb5+ Kd8 7.Qb8+ c8R 8.Qf4 9.Qf8+ e8R 10.Kxd3 Rd6+ 11.Qxd6 #. Great activity by the bQ (10 moves!), plus a modelmate.
VI. Other New Variations
I was planning to provide many new ideas, but due to personal matters, I had a limited time to work on them. Many problems which I started remain unfinished. I hope to provide additional insight at some later date.
A) Reflexmates + Black series. Using the black series, one can compose many variations of reflexmates such as: serhr#n or serhr=n, serhr==n, serhr+n, Pserhr#n, or Pserhr=n, etc. In a serhr#n, Black plays a series of n1 moves, then White forces r#1. The same rules apply as for a regular reflexmate, i.e., White is obliged to mate at any time during the black series, if possible. Aesthetically, such reflextries are obligatory. Semireflexmates are also possible. Unfortunately, Popeye is not yet programed to handle them, so it is difficult to compose them. An elementary example is N22. The try 1.bhPf5=nhP? 2.nhPf4=bhP 3.bhPf3=nhP 4.nhPf2=bhP 5.f1=nhQ with the goal of 5…Kh8 and 6.hnQf8=bhQ#, but here White must mate with 5…hnQf8=whQ#! Therefore Black must find another way to realize his Excelsior: 1.bhPf6=nhP! 2.nhPf5=bhP 3.bhPf4=nhP 4.nhPf3=bhP 5.bhPf2=nhP 6.f1=bhQ! 7.bhQb1=nhQ! and now 7…Kh8 8.nhQh7=bhQ#! And not 7.bhQd3=nhQ? 8.nhQd8=whQ#! Work with halfneutral pieces shows great promise.
B) White + Black series. This is an interesting and promising new form. At first White makes a series of “x” halfmoves, which we can call an introduction. After that Black makes its series of “y” moves as in a normal serhs#n (serhs=n, serhs==n, etc.). The stipulation in N23 is 2→serhs#7. White makes two moves, 1.c8R 2.Rf8!, followed by Black, who makes six moves, 1 5.f1S 6.d1R followed by the finale 6…Rf3+ 7.Sg3#.
In N24, the introduction shows creation of a White Indian: 1.Bc3 2.Rd4!, followed by Black series: 1.Kf6 2.Bc1 3.Bb2 and follows s#1: 3…Re4+ 4.Bxc3 #. Similarly: 1.Rb4 2.Bd4 & 1.Kf4 2.Bd8 3.Ba5 Bg1+ 4.Bxb4#. Both sides provide rich thematic play with modelmates in economic construction.
N25 1.Qd3 2.Qb1 & 1.axb1S 2.Sd2 3.Sf1 Se3+ 4.Sxe3#, 1.Sc3 2.Sb1 & 1.axb1B 2.Bc2 3.Bd1 Qf3+ 4.Bxf3 #. Reciprocal sacrifices by the wQ and the wS on b1 in the introduction, followed by promotions, Dentisttheme, creation and transformation of masked black batteries and Umnov.
C) White introduction + Pser. An interesting modification of Pser. Here the Pserhs#n play follows White introduction.
(When checking with Popeye use: x→pserhs#y , where “x” is the number of introductory moves and “y” is the number of black series moves. (Popeye exhibits the same flaw as mentioned before.)
The introduction should have thematic content and also be difficult to solve, otherwise, it is not desirable.
In N26, the introduction contains only two moves, which are hard to find: 1.Rf8 2.Rd8! White destroys its S/R battery, and then moves its Rook into an ambush. After the Pser play: 1 3.d3+ Kd1 4.c2+ Ke1 5.d2+ Kf1 6.d1S 7.c1R! we have a selfmate in one: 7…Rd3+ 8.Se3#. The try 1.Rxd7? 2.Kd1, after the march of the cPawn (which is needed because of the cook), is 13.b3+ Kd1 4.c2+ Ke1, and the white King has no more parrymoves for moving to “e1”. Another analogy is that White destroys S/R battery while Black builds the S/R battery.
VII. The Future Work
I think there are some terminological problems when using the name series helpselfmate in “n” (as used by Popeye). I’m not sure it will be accepted as an official name. Other names are possible, of course, but a historical inevitability is the standardization of all fairy terms, names, and symbols which are used in programs and under diagrams. This work should be one of the most important duties of the WFCC. I am also hoping for a speedy incorporation of selfproblems with black series into Popeye.
In regard to aesthetic criteria of helpcompel mates, most of it was defined in my previous article in StrateGems (SG32), although additional work in this area is also possible.
Another area of interest is the Pser series (including the introduction element). Creative work is always an important element but fast computers will be needed for checking these problems.
My recommendation to composers is to start with schemes that incorporate fewer than 8 or 9 moves. More complex scheme will be difficult to verify. One can also work with black series (maximum 67 moves). The key here is to have a good thematic content.
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