# Die Schwalbe

No. 257, October 2012

15364 -

Die Schwalbe, Nr. 257, 10/2012

15+11. Last 16 single moves?

[8/1p2p1Pp/1P5p/BRPr4/BQp1k3/pqP1P1P1/R1P1P3/NKb4b]

Solution

The solution not available yet. Please contribute!

15365 -

Die Schwalbe, Nr. 257, 10/2012

10+15. a) Last 2 single moves? (position before the last capture?) b) History of sBf8, sKe8 and sQd8 c) On which squares the rooks have been captured?

[2b2k1r/1ppppp1P/5pnb/qP2nP2/p3P3/P2P4/RPp3P1/K7]

Solution

The solution not available yet. Please contribute!

15366 -

Die Schwalbe, Nr. 257, 10/2012

16+10. PG in 10.5 moves

[rn1qk1nr/p4ppp/8/4B3/2P5/PP1RN3/3PPPPP/3QKBNR]

Solution

The solution not available yet. Please contribute!

15367 -

Die Schwalbe, Nr. 257, 10/2012

12+15. PG in 19.0 moves

[3k2nb/p1rp4/rqb3pp/1np1pp2/8/8/P2PP2P/RNBQKBNR]

Solution

The solution not available yet. Please contribute!

15368 -

Die Schwalbe, Nr. 257, 10/2012

16+14. PG in 21.0 moves

[rQbqkbnr/1pppppp1/8/4N3/1nNP1BPR/1P2PPP1/1PP2KR1/3B4]

Solution

1.Sf3 a5 2.Se5 Ta6 3.f3 Tb6 4.Kf2 Tb3 5.axb3 h5 6.Ta4 h4 7.Sa3 h3 8.Th4 a4 9.Sac4 a3 10.d4 a2 11.Lf4 a1=T 12.e3 Ta8 13.Da1 Sc6 14.Da7 Sb4 15.Db8 Ta1 16.Le2 Tg1 17.g4 Tg3 18.hxg3 h2 19.Tg1 h1=T 20.Tg2 Ta1 21.Ld1 Ta8

15369 -

Die Schwalbe, Nr. 257, 10/2012

14+12. PG in 11.5 moves (Echecs Central)

[1q2k1nr/5ppp/b3p3/2b5/5B2/1p2P3/PPp2PPP/RN1QKBNR]

Solution

The solution not available yet. Please contribute!

15371 -

Die Schwalbe, Nr. 257, 10/2012

14+15. Remove 2 black pieces (no pawns) for an ortho-reconstruction in which black is to move

14+15. Entferne zwei schwarze Figuren (keine Bauern) für eine Ortho-Rekonstruktion mit Schwarz am Zug

[QNNbrnqN/KPrpbpnb/ppPRBRpk/3P1PpP/6P1/8/8/8]

Solution

The solution not available yet. Please contribute!

15372 -

Die Schwalbe, Nr. 257, 10/2012

Bernd Schwarzkopf gewidmet

0+0. The 64 square of the board are numbered with 64 different numbers (except 0). The sum of the numbers of the squares with black and white pieces remains the same after a white move. How is this possible? On how many squares can the white king stand?

0+0. Die 64 Felder sind mit 64 unterschiedlichen Zahlen außer der Null nummeriert. Die Summe der Zahlen der Felder, auf denen weiße und schwarze Steine stehen, bleibt nach einem weißen Zug gleich. Wie ist das möglich? Auf wie vielen Feldern kann der weiße König stehen?

Solution

The solution not available yet. Please contribute!