Polyproblemen

Best games, combinations etc.
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gluk
Posts: 35
Joined: Sat Nov 25, 2006 19:21

Polyproblemen

Post by gluk » Thu Mar 26, 2009 13:16

My new polyprobleem - naar 50 jaar van Vadim Bulat (25.03.1959)

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21!(27À),33!+
À(15),22!,12,24,16+

gluk
Posts: 35
Joined: Sat Nov 25, 2006 19:21

Post by gluk » Wed Nov 04, 2009 09:13

New

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37(24À),46!(41),8!(28Â),10,26(28 ),37,37+
À(32),19-30!,10,24,46+
Â(36),41,24,24+

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composite
Posts: 725
Joined: Sat Oct 25, 2003 01:21

Re:

Post by composite » Sun Nov 08, 2009 21:17

gluk wrote:New

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37(24À),46!(41),8!(28Â),10,26(28 ),37,37+
À(32),19-30!,10,24,46+
Â(36),41,24,24+
Chapeau!
... And I'll bury my soul in a scrapbook...
Leonard Cohen

gluk
Posts: 35
Joined: Sat Nov 25, 2006 19:21

Re: Polyproblemen

Post by gluk » Sat Nov 14, 2009 16:15

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11! enz.

gluk
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Joined: Sat Nov 25, 2006 19:21

Re: Polyproblemen

Post by gluk » Thu Nov 19, 2009 08:44

09.07.09
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Arjen de Mooij
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Location: Rijnsburg
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Re: Polyproblemen

Post by Arjen de Mooij » Thu Nov 19, 2009 11:28

Kunnen jullie mij uitleggen wat een polyprobleem is?

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ildjarn
Posts: 1448
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Real name: Joost de Heer

Re: Polyproblemen

Post by ildjarn » Thu Nov 19, 2009 13:40

polyprobleem = notedop?
Lasst die Maschinen verhungern, Ihr Narren...
Lasst sie verrecken!
Schlagt sie tot -- die Maschinen!

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composite
Posts: 725
Joined: Sat Oct 25, 2003 01:21

Re: Polyproblemen

Post by composite » Thu Nov 19, 2009 18:03

ildjarn wrote:polyprobleem = notedop?
Volgens mij een probleem met meerdere varianten, die allemaal 100 procent zuiver zijn (SR). Verrekte moeilijk om te maken!
... And I'll bury my soul in a scrapbook...
Leonard Cohen

gluk
Posts: 35
Joined: Sat Nov 25, 2006 19:21

Re: Polyproblemen

Post by gluk » Thu Nov 19, 2009 21:46

Polyprobleem (polyminiaturen) is de composities met tweede en meer combinerig Varianten (blijkens RI –Rules International). Aan aanvankelijk opstelling misschien dammen (wit en zwart).

Nog my polyminiaturen (wit begin en wint):
05.04.2005
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19.01.2006
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20.01.2006
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14.03.2006
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15.03.2006
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01.11.2008
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06.02.2009
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16.02.2009
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19.08.2009
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Last edited by gluk on Thu Nov 19, 2009 22:05, edited 1 time in total.

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ildjarn
Posts: 1448
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Real name: Joost de Heer

Re: Polyproblemen

Post by ildjarn » Tue Dec 15, 2009 19:34

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Two solutions. The endgame of one solution isn't 100% exact though, there's a small choice.
Lasst die Maschinen verhungern, Ihr Narren...
Lasst sie verrecken!
Schlagt sie tot -- die Maschinen!

gluk
Posts: 35
Joined: Sat Nov 25, 2006 19:21

Re: Polyproblemen

Post by gluk » Wed Dec 16, 2009 21:12

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Two solutions. The endgame of one solution isn't 100% exact though, there's a small choice.
This is not polyminiature!

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This is polyminiature!

gluk
Posts: 35
Joined: Sat Nov 25, 2006 19:21

Re: Polyproblemen

Post by gluk » Mon Jan 04, 2010 11:22

Nieuw polyprobleem

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gluk
Posts: 35
Joined: Sat Nov 25, 2006 19:21

Re: Polyproblemen

Post by gluk » Tue Jan 05, 2010 11:56

Nog nieuw polymini

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gluk
Posts: 35
Joined: Sat Nov 25, 2006 19:21

Re: Polyproblemen

Post by gluk » Mon Oct 04, 2010 11:57

27.01.2010
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40(16А)4,238,49(38В),47+
А(44),4,238,49,27(22),27(40С),22,50+
В(43),18,49+
С(39),49+

31.01.2010 in honour of Y.Chertok and A.Andreev
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27,17(21A)42,20,47+
A(32)28,41,13,5+

01.02.2010
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17!,49х7х16(11A),38!!(46B),4-15(28-32)42,27,37,47+
A(6),11(22),18,18-13,2(32),24(37),47+
B(47),21!,4-15(33),38+

21.09.2010 in honour of M.Lepsic
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28.09.2010 in honour of M.Lepsic
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50(33A)31(36B)15(371)31,36+
A(38)33(44a)25(36C)41,48+
B(38)31-18(42/43D)41,4,48/49+
C(48)15,33/38/47(37)42,50-39+
D(41)46(43)4+
a(29)10-4,37+

29.09.2010
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37!(19A)24(42)47(31B)15!(47)36+
A(42)31!(19C)47(27)36+
B(13)4+
C(27)9,48+

30.09.2010
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02.10.2010
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gluk
Posts: 35
Joined: Sat Nov 25, 2006 19:21

Re: Polyproblemen

Post by gluk » Tue Oct 12, 2010 09:15

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