Jugement paru dans - Award published in : StrateGems 19 (juil. 02)
?? Entrées - Entries
5 Prix - Prizes
5 Mentions d'Honneur - Honorable Mentions
5 Recommandés - Commendations
Juge - Judge : David L. Brown.
George P. SPHICAS
StrateGems 2001
1° Prix
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1.a8=D+! Rb6 2.b8=D+ Rc5 3.c8=D+ Rd4 4.d8=D+ Re3 5.De4+ R×e4 6.e8=D+ Rf3 7.f8=D+ Rg2 8.g8=D+ R×h1 9.Dbb7+ Rh2 10.Dg3+ R×g3 11.Df4+ R×f4 12.De5+ R×e5 13.h8=D+ Rf4 14.De5+ R×e5 15.Dd6+ R×d6 16.Dc5+ R×c5 17.Db6+ R×b6= | ||
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s=17 | (11+4) |
Michael BARTH
StrateGems 2001
2° Prix
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1.Cd×c5? blocus 1...b×a5 2.Ca4= 1...b×c5 2.C×c5= mais 1...b5! 1.F×c5? [2.F×b6=] 1...b×c5 2.D×c5= 1...b5 2.Fb4= mais 1...b×a5! 1.Ce×c5! blocus 1...b×c5 2.C×c5= 1...b5 2.Cb4= 1...b×a5 2.Ca4= 1.D×c5! [2.D×b6=] 1...b×c5 2.F×c5= 1...b5 2.Db4= 1...b×a5 2.D×a5=
Zagorouïko 3×3
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=2 | (9+4) C+ | ||
2 solutions |
Kostas PRENTOS
Daniel MEINKING StrateGems 2001
3° Prix
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1...Fa6 2.Fb5 Rc2 3.Ff1 Fe2 4.f×e2 Tf8 5.Tf7 Rd2 6.Tf2 Tf3 7.e×f3 Re1=
Echo diagonal-orthogonal
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h=6,5 | (3+11) |
Tibor ERSEK
StrateGems 2001 (v)
4° Prix
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a) 1.Td5 D×h6 2.T×d4 D×h3 3.Tb4 D×e6 4.F×a5 D×e7= b) 1.Fb6 T×e7 2.F×d4 T×e6 3.Fe3 T×h6 4.T×e4 T×h3= |
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h=4 | (9+7) C+ | ||
b) Ra3®d3 |
Unto HEINONEN
StrateGems 2001
5° Prix
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1.e1=T d4 2.Te5 d×e5 3.g1=T e×f6 4.Tg7 f×g7 5.b1=T g×f8=D 6.Fa1 D×f7 7.b2 D×a2 8.c1=T Cc4 9.Cc2 Da4= | ||
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h=9 | (3+14) |
Daniel MEINKING
dédié à Sebastian
StrateGems 2001
2° Mention d'Honneur
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a) 1.h1=T Rd5 2.Fg8+ R×c5 3.Th8 Rc6 4.Fh7 Rd7 5.Rg8 R×e7= b) 1.h1=D R×e7 2.Da8 Rd6 3.Rf7 R×c5 4.Dh8 Rd6 5.Rg8 Re7= |
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h=5 | (2+7) C+ | ||
b) Rf8®g8 |
Milan VUKCEVICH
StrateGems 2001
3° Mention d'Honneur
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1.h3! D×h3+ 2.Rg1+ Df3 3.Fg2 Db7 4.Rf2 Dd5 5.Ff3 De4 6.Rg3 Db7 7.Rf4 Dc6 8.Fe4 Dd5 9.Re3 Db7 10.Rd4 Dc6 11.Fd5 Db7 12.Re4 Dc6 13.Re5 Db7 14.Rd6 Dc6+ 15.R×c6 F×b6 16.c×b6= | ||
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=16 | (8+4) |
Ryan McCRACKEN
Daniel MEINKING StrateGems 2001
5° Mention d'Honneur
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1.Fa6 Fb5 2.Cd6 Fa4 3.Tb6 Tb5+ 4.Rc6 Td5+ 5.Cb5 Re4= | ||
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h=5 | (3+7) C+ |
Rauf ALIOVSADZADE
StrateGems 2001
Recommandé
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a) 1.Db2! blocus 1...Rc6 2.Cf6= 1...Rc4 2.Cf4= 1...Re4 2.Db3= 1...Re6 2.Db7= b) 1.Df2! blocus 1...Rc6 2.Df7= 1...Rc4 2.Df3= 1...Re4 2.Cf4= 1...Re6 2.Cf6=
Rukhlis idéal - Ideal Rukhlis
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=2 | (10+1) C+ | ||
b) dea1®g1 |