Award in SuperProblem - 2023 Informal Tourney | Fairies
Итоги годового конкурса SuperProblem - 2023 | Сказки
Published: January 23, 2024
Опубликовано: 23 января 2024
Вводное слово
It was a pleasure to accept M.Khramtsevich's invitation to judge the fairies of superproblems. My opinion is that the hs#/= orthodoxes are not fairy problems, then they are
classified separately (section B).
As usually, I want to explain why some works do not enter in my selection.
G559 (Csak): Symmetric play.
G561, 519, 520, 521, 532, 533, 534, 535, 536 (Carf/Piet): With this stipulation could be made better problems.
G522 (Fomichev & Michitovics): Unbalanced solutions.
G527 (Kekely): For a ser-s# record of length, see chessproblems.ca Bulletin N5/2015, authors P. Rãican and Arno Tungler (yacpdb/547990)
G539 (Stepochkin): One solution is accidental.
G545 (Majoros): The play is uninteresting (this problem gave me the occasion to find a bug for Gustav)
G548 (Tar) Symmetric play.
G561 (Zheglov): Self-anticipated by G508, superproblem 2022.
Now, my classification, 12 out of 50 problems were selected:
A rare and well-oiled mechanism. In every
phase, the three thematic units -Bb6, Rf6 and Nd2 – are in turn blocked,
pinned and the third remaining free is the mating piece. The checkmate is a
sort of reflex-mate, due to the condition. A tremendous idea.
A problem that puts into practice a
novelty from Japan. It is at the same time a perfect demonstration of what
should be a chess problem in two phases: change of roles, economy of
forces, model checkmates.
G560 - 1st Honorable mention Victor Zheglov SuperProblem, 01-12-2023
Two chameleon echo mates in two long cruises
of Poseidons. A top Tanagra. The author uses similar material in his first Prize
superproblem 2022 (judge I. Kochulov), but the checkmates are different there.
G537 - 2nd Honorable mention Igor Kochulov (Russia) a) 1...PAd2-d3 2.f7-f8=NA NAc4<->NAf8 3.d7xe8=VA Kb3xc4 4.VAe8-f7+ Kc4<->Ke6#
b) 1...VAe2-d3 2.f7xe8=NA NAd4<->NAe8 3.d7-d8=PA Kc5xd4 4.Ke6-d6+ Kd4<->Kd6#
The massive presence of Naos is justified here by two specific Messigny checkmates, when the Kings swapped.
Like in the first Prize we have here 2
checkmates with zugzwang. The first is given by Rook when Bc6 is pinned,
the second by Bishop when Rf5 is pinned. A well worked strategy. Jacobi+
Changing the places of the black
Knights is very attractive.
I guess the tournament was a success and the works studied gave me real
satisfaction. Sincere congratulations to the participants!
Judge: Paul Rãican (Romania) January 23, 2024Судья: Paul Rãican (Румыния) 23.01.2024