Final Award in Quick Composing TT-135 | Окончательные итоги блицконкурса TT-135
Ideal promotions | Идеальные превращения
Theme | Тема
Every phase of helpmate problem (set play, solution, twin etc) includes at least one promotion of pawn of any color and ends with an ideal mate. It will be the SuperPrize for an AUW realization!
Zero positions and any kind of twins are allowed. Fairy pieces and fairy conditions are not allowed.
Каждая фаза задачи на коопмат (иллюзорная игра, решение, близнец и т. д.) содержит по крайней мере одно превращение пешки любого цвета и заканчивается идеальным матом. За реализацию AUW – Суперприз!
Зеро-позиции и любые виды близнецов разрешены. Сказочные фигуры и условия не разрешены.
64 entries were received from 21 authors representing 9 countries | На конкурс поступило 64 композиции от 21 авторов из 9 стран
RU <-> EN
Исключены следующие задачи:
- No 9 (Kh1-Ke5) - нет идеального мата;
- No 21 (Ka4-Ka6) – единственная из присланных задача с темой Зилахи, исключается из-за наличия yacpdb/306652;
- NoNo 19 (Ka7-Ka5), 33 (Kh8-Kh6), 34 (Kf2-Ke4), 35 (Ka8-Kc8), 38 (Kf7-Kh5), 39 (Kh4-Kf5) ,40 (Kf2-Kd4), 42 (Kf7-Kh5), 44 (Kf3-Ke5), 45 (Kc7-Ka5) – yacpdb/319573, yacpdb/300174;
- NoNo 43 (Kb3-Ka1), 48 (Kb3-Ka1) – yacpdb/319716.
The following problems were excluded:
- No 9 (Kh1-Ke5) - the mate is not ideal;
- No 21 (Ka4-Ka6) – it is the only problem with Zilahi among sent compositions. But there is yacpdb/306652;
- NoNo 19 (Ka7-Ka5), 33 (Kh8-Kh6), 34 (Kf2-Ke4), 35 (Ka8-Kc8), 38 (Kf7-Kh5), 39 (Kh4-Kf5) ,40 (Kf2-Kd4), 42 (Kf7-Kh5), 44 (Kf3-Ke5), 45 (Kc7-Ka5) – yacpdb/319573, yacpdb/300174;
- NoNo 43 (Kb3-Ka1), 48 (Kb3-Ka1) – yacpdb/319716.
Award is the following | Отличия распределились следующим образом
SuperPrize, 1st Place - No 61
Viktoras Paliulionis
TT-135, SuperProblem, 21-04-2015 | | |
8/8/8/8/8/8/3pKN2/2k3N1 |
| h#3 | b)Pd2->a2; c)Sg1->h3 | (3+2) |
|
2nd Prize, 2nd Place - No 60
Viktoras Paliulionis
TT-135, SuperProblem, 21-04-2015 | | |
8/8/1N6/3K4/4r3/3k4/7p/5N2 |
| h#4 | 3.1.. | (3+3) |
|
3rd Prize, 3rd Place - No 17
Vasil Krizhanivskyi
TT-135, SuperProblem, 21-04-2015 | | |
8/8/B4K2/8/3kP3/7R/4p3/2B5 |
| h#2 | 3.1.. | (5+2) |
|
SuperPrize, 1st Place - No 61, Viktoras Paliulionis (Lithuania)
a) diagram:
1.d1B+ Kd3 2.Bc2+ Kc3 3.Bb1 Se2#
1.d1S Sf3 2.Se3 Sd2 3.Sc2 Sd3#
b) Pd2->a2:
1.a1Q Kd3 2.Qa2 Kc3 3.Qb1 Se2#
1.a1R Sf3 2.Ra2+ Sd2 3.Rc2 Sd3#
c) Sg1->h3:
1.d1B+ Ke3 2.Bc2 Sd3+ 3.Kd1 Shf2#
Суперприз – за реализацию черного квартета превращений (пусть и не без изъянов) в малютке с идеальными матами! К задаче Холлидея yacpdb/384841 добавлены 3 новых фазы.
I gave the SuperPrize for realization black AUW (although not without flaws) in a 5-piece-problem with ideal mates! Compared to the yacpdb/384841, three new phases were added.
2nd Prize, 2nd Place - No 60, Viktoras Paliulionis (Lithuania)
1.h1R Se3 2.Rc1 Sbc4 3.Rc3 Sc2 4.Re2 Sb4#
1.h1B Kc5 2.Re5+ Sd5 3.Ke4 Kc4 4.Bf3 Sg3#
1.Re2 Sd2 2.Ke3 Kc4 3.h1S Kc3 4.Sf2 Sd5#
Прекрасная миниатюра, непростая для решения.
Nice miniature which is not simple for solution.
RU <-> EN
3rd Prize, 3rd Place - No 17, Vasil Krizhanivskyi (Ukraine)
1.e1B Kf5 2.Bc3 Be3#
1.e1R Ba3 2.Rxe4 Rd3#
1.e1S Rc3 2.Sd3 Rc4#
Видимо, впервые в миниатюре (h#2) реализованы три разных черных превращения в форме Неймана.
Apparently, for the first time in miniature (h#2) three different black underpromotions are realized in the form of multiple solutions.
RU <-> EN
Special Prize - No 63
Gennadi Chumakov
TT-135, SuperProblem, 21-04-2015 | | |
4r3/6PK/3k2n1/4N3/8/8/8/8 |
| h#2 | b, c, d (see text) | (3+3) |
|
1st Honorable mention - No 3
Anatoly Kirichenko
TT-135, SuperProblem, 21-04-2015 | | |
8/8/4K3/3P4/1p6/3Pk3/4P3/8 |
| h#4 | a)Ke3->d4; b)Pb4->d2 | (4+2) |
|
2nd Honorable mention - No 32
Misha Shapiro
TT-135, SuperProblem, 21-04-2015 | | |
4KNkn/2P5/8/8/8/8/7p/8 |
| h#2 | a)–Sh8; b)Ph2->a2 | (3+3) |
|
Special Prize - No 63, Gennadi Chumakov (Russia)
a) diagram: 1.Ke7 g8B 2.Kf8 Sxg6#
b) Re8->e6, Kh7->e4: 1.Re7 g8R 2.Ke6 Rxg6#
c) Se5->e2, Re8->e5: 1.Ke6 g8Q+ 2.Kf5 Qxg6#
d) Kd6->e7, Se5->d8: 1.Sh8 gxh8S 2.Kf8 Sg6#
Синтез тем ТТ-132 и ТТ-135 (белый AUW). Необычные близнецы не позволяют присудить этой задаче Суперприз, Может быть, в будущем такие близнецы станут нормой, поэтому не отметить эту задачу я не мог!
The synthesis of TT-132 and TT-135 themes (white AUW). Unusual twins do not allow me to gave the SuperPrize for this problem. Maybe such twins will be the norm in the future, so I marked this problem by Special Prize!
RU <-> EN
1st Honorable mention - No 3, Anatoly Kirichenko (Russia)
zero
a) Ke3->d4: 1.b3 d6 2.b2 d7 3.b1S d8B 4.Sc3 Bb6#
b) Pb4->d2: 1.d1R d6 2.Rxd3 d7 3.Ke4 d8Q 4.Re3 Qh4#
Смешанный AUW в h#4.
Mixed AUW in h#4.
RU <-> EN
2nd Honorable mention - No 32, Misha Shapiro (Israel)
zero
a) –Sh8: 1.h1R c8Q 2.Rh8 Qg4#
b) Ph2->a2: 1.a1B c8S 2.Bg7 Se7#
Смешанный AUW в h#2.
Mixed AUW in h#2.
RU <-> EN
3rd Honorable mention - No 62
Viktoras Paliulionis
TT-135, SuperProblem, 21-04-2015 | | |
8/8/8/8/8/2N5/2b1Kp2/2k4N |
| h#3 | b) Sc3->f3 | (3+3) |
|
4th Honorable mention - No 16
A. Fica & Z. Labai
TT-135, SuperProblem, 21-04-2015 | | |
8/8/5k2/3b1q2/1K3b2/8/1p1N4/8 |
| h#5 | 2.1.. | (2+5) |
|
Special HM - No 41
Aleksandr Maksimov
TT-135, SuperProblem, 21-04-2015 | | |
4n3/4n3/1K1PkN2/8/8/8/8/8 |
| h#2.5 | a-d (see text) | (3+3) |
|
3rd Honorable mention - No 62, Viktoras Paliulionis (Lithuania)
a) diagram:
1.f1Q+ Ke3 2.Qb5 Sg3 3.Qb2 Sge2#
1.f1S Sf2 2.Sd2 Sfd1 3.Sb1 Sa2#
1.f1R Ke3 2.Re1+ Se2+ 3.Kd1 Sf2#
b) Sc3->f3:
1.Bb1 Se1 2.fxe1S Sf2 3.Sc2 Sd3#
Четыре фазы, но с двумя одинаковыми черными превращениями.
There are four phases, but two black promotions are the same.
RU <-> EN
4th Honorable mention - No 16, Alexander Fica & Zoltan Labai (Slovakia)
1.Ke5 Kb5 2.b1R+ Kc5 3.Rb6 Se4 4.Re6 Sf6 5.Be4 Sd7#
1.b1R+ Kc5 2.Rg1 Sf1 3.Rg6 Sg3 4.Bg5 Kd6 5.Bf7 Sh5#
Два разных решения с одним темпоходом белого короля.
Two different solutions with one tempo-move of white king.
RU <-> EN
Special Honorable mention - No 41, Aleksandr Maksimov (Russia)
zero
a) Sf6->d5: 1...dxe7 2.Sd6 e8R+ 3.Kd7 Sf6#
b) Se8->c7: 1...d7 2.Kd6 d8S 3.Se6 Sf7#
c) –Se8, +bBd7: 1...Sxd7 2.Kxd7 dxe7 3.Kc8 e8Q#
d=c) Bd7->c8: 1...d7 2.Kd6 d8B 3.Be6 Bc7#
Белый AUW, но с очень неоднородными близнецами.
There is white AUW, but twins are very inhomogeneous.
RU <-> EN
1st Commendation - No 18
Christer Jonsson
TT-135, SuperProblem, 21-04-2015 | | |
3K4/5B1R/5k1B/8/6P1/8/p7/8 |
| h#2 | b)Pa2->b2; c)Pa2->c2 | (5+2) |
|
2nd Commendation - No 15
K.Mlynka & A.Oganesjan
TT-135, SuperProblem, 21-04-2015 | | |
8/2P5/8/2K5/8/2k5/8/8 |
| h#2 | a-g (see text) | (2+1) |
|
3rd Commendation - No 56
A.Pankratyev & A.Ivunin
TT-135, SuperProblem, 21-04-2015 | | |
8/5P2/3N4/4b3/5k2/5n1K/3p4/8 |
| h#2 | b) –Sf3 | (3+4) |
|
1st Commendation - No 18, Christer Jonsson (Sweden)
a) diagram: 1.a1B Bf8 2.Be5 Be7#
b) Pa2->b2: 1.b1B Bf4 2.Bf5 g5#
c) Pa2->c2: 1.c1B Ke8 2.Bg5 Bg7#
Три эхо-превращения в слонов.
Three echo-underpromotions in Bishop.
RU <-> EN
2nd Commendation - No 15, Karol Mlynka (Slovakia) & Aleksey Oganesjan (Russia)
zero
a) Kc3<->Kc5: 1.Kb5 c8Q 2.Ka4 Qa6#
b) Kc5->f3: 1.Kd2 c8Q 2.Ke1 Qc1#
c) Pc7->g7: 1.Kb3 g8Q+ 2.Ka4 Qa2#
d=c) + Kc3->e6: 1.Kf7 Kd6 2.Ke8 g8Q#
e=d) + Pg7->f7: 1.Ke7 Kc6 2.Kd8 f8Q#
f=e) + Pf7->e7: 1.Kd7 Kb6 2.Kc8 e8Q#
g=f) + Ke6->a4: 1.Ka5 e8Q 2.Ka6 Qa8#
Развитие идеи Хавеля pdb/P0550018, но близнецы неоднородные.
It is development of Havel’s idea pdb/P0550018, but twins are inhomogeneous.
3rd Commendation - No 56, Aleksandr Pankratyev & Aleksey Ivunin (Russia)
a) diagram: 1.d1S f8S 2.Se3 Se6#
b) –Sf3: 1.d1B f8B 2.Bf3 Bh6#
Взаимные превращения в слонов и коней.
Mutual underpromotions in Bishops and Steeds.
RU <-> EN
Special Commendation - No 59
Ilija Serafimović
TT-135, SuperProblem, 21-04-2015 | | |
8/8/8/6P1/6b1/2K5/4pp2/4kB2 |
| h#4 | | (3+4) |
|
Special Commendation - No 59, Ilija Serafimović (Serbia)
1.exf1B g6 2.Bd1 g7 3.Bfe2 g8Q 4.f1B Qg3#
In contradistinction to yacpdb/371054, this problem has an ideal mate.
Dedicated to the participants of TT-135 -
Rodolfo Riva
TT-135, SuperProblem, 21-04-2015 | | |
6B1/4N3/1K6/8/3k4/5P2/1p3N2/8 |
| h#2 | 2.1.. | (5+2) |
|
Dedicated to the participants of TT-135 - Rodolfo Riva (Italy)
I: 1.b1S f4 2.Sc3 Sf5#
II: 1.b1B Sd1 2.Bd3 Sc6#
|
Pf3 |
Sf2 |
Se7 |
| I |
e5 |
e4(d3) |
e3(d4) |
II |
e4 |
e3(c3) |
e5(d4) |
Синтез тем ТТ-131 и ТТ-135.
The synthesis of TT-131 and TT-135 themes.
RU <-> EN
URL address of this web page | Адрес этой страницы
http://superproblem.ru/htm/tourneys/quick-tt/results/tt-135_award.html
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Sections | Разделы |
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H# (helpmates | коопматы)
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Participants | Участники |
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Belokonj Y. – No 38*, 39*
Bidlen A. – No 6, 7, 8, 9, 10, 11, 12, 13, 14
Chumakov G. – No 42, 63
Drążkowski K. – No 25, 26, 27, 28
Fica A. – No 16*, 23*, 24*
Ivunin A. – No 50*, 51*, 53*, 54*, 55*, 56*, 58
Jonsson C. – No 18, 19, 20, 21
Kirichenko A. – No 1, 2, 3
Kopyl V. – No 4, 5, 38*, 39*
Krizhanivskyi V. – No 17
Labai Z. – No 16*, 22, 23*, 24*
Lind I. – No 43, 44, 45
Maksimov A. – No 40, 41
Mlynka K. – No 15*
Müller D. – No 29, 30, 31
Oganesjan A. – No 15*
Paliulionis V. – No 60, 61, 62
Pankratyev A. – No 46, 47, 48, 49, 50*, 51*, 52, 53*, 54*, 55*, 56*, 57, 64
Serafimović I. – No 59
Shapiro M. – No 32, 33, 34, 35
Wiehagen R. – No 36, 37
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The Winner Is | Победитель |
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Viktoras Paliulionis
Congrats! | Поздравляем!
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Judge | Арбитр |
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Aleksandr Kostyukov |
Translation | Перевод |
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Aleksey Oganesjan |
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EN