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Die Schwalbe

No. 164, march 1997

9570 - Andrej Kornilow
Die Schwalbe Heft 164, 04/1997

[4N3/3N3n/1PPPPPP1/BpRQprr1/1pp2kpK/3p3B/3P2P1/8] (solution)

15+10. Mate in 1 (Who?)

 


9571 - Juri Arefjew
Die Schwalbe Heft 164, 04/1997

[6Xq/2p3pX/1X2p1KP/2Pp2PN/5Pkp/4PrrR/1P3pPR/6XN] (solution)

12+10+4. Mate in 1 (Who?) Colour the Bishops !
Zeroposition: (a) wPc5 -> c6; (b) bPd5 -> d4

 


9572 - Chris Patzke
Die Schwalbe Heft 164, 04/1997

[r3kbBq/2n1nRBr/P1pKpp1p/1bPpp3/p1p5/3P4/1P4P1/8] (solution)

9+16. Mate in 1 (Who?)
(Promotees in the diagram position are (a) allowed, (b) forbidden)

 


9573 - Josef Haas
Die Schwalbe Heft 164, 04/1997

[b5Rn/3rN1pk/2RQ1P1p/r1NK4/3B3P/bPpp1P2/PPppP3/6q1] (solution)

14+13. Retract one Wh. move, then mate in 1
How many solutions?

 


9574 - Waleri Liskowets
Die Schwalbe Heft 164, 04/1997

[3Bqb2/2rpQpp1/3p1pr1/88/3kP2P/pPb4P/R3K2R] (solution)

9+12. (PRA) Series-Helpmate in 5
(b) bBc2 -> f1

 


9575 - Andrej Kornilow
Die Schwalbe Heft 164, 04/1997

[2rqbBnb/N1ppnRQr/PpPkPKP1/2pp1Ppp/5p2/888] (solution)

10+16. Last 14 single moves?

 


9576 - Alexander Zolotarew
Die Schwalbe Heft 164, 04/1997

[8/3qpp2/4rp2/p4K1b/4p1rq/4Pk1b/4NPRp/3Q1RBB] (solution)

9+13. Least number of Queen moves?

 


9577 - Andrej Frolkin
Die Schwalbe Heft 164, 04/1997

[1R6/p1pppnkr/p2r2pp/7q/7P/4P3/2PP2P1/RbBQK1N1] (solution)

11+13. Proof game in 17.5 moves

 


9578 - Andrej Frolkin and Alexander Schvichenko
Die Schwalbe Heft 164, 04/1997

[6q1/8/2ppr3/88888] (solution)

0+4. Add 1 wK, 2 wRs, 1 wB, 2 wNs, 8 wPs (14) & 1 bK, 1 bQ, 2 bBs, 2 bNs, 6bPs (12)
to get an Illegal Cluster (Andernach chess)

 


9579 - Stefan Klebes
Die Schwalbe Heft 164, 04/1997

[6k1/4p3/8/p7/3P4/8/P4r2/2KR4] (solution)

4+4. Proof game in 9.0 moves (Atom Circe)

 


9580 - Otto Kerekes
Die Schwalbe Heft 164, 04/1997

[888/4PPP1/2BPNp2/1PRb1PRN/2pKp1pB/5kn1] (solution)

13+7. Mate in 2
(Promotees in the diagram position are (a) allowed, (b) forbidden)

 


9581 - Andreas Witt
Die Schwalbe Heft 164, 04/1997

[r3k3/b2N1pPp/1P3PpR/8/2p1P1r1/6QP/5PP1/R3K3] (solution)

12+8. Mate in 2
(Promotees in the diagram position are (a) allowed, (b) forbidden)

 


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