Welkom op de website van de Nederlandse Puzzelvereniging WCPN!
Hier vind je elke dag een nieuwe logische puzzel, informatie over de (Nederlandse) Kampioenschappen logisch puzzelen en sudoku, en andere evenementen op het gebied van puzzelen.
Beste leden,
We gaan proberen jullie de komende week op de hoogte te houden van hoe onze puzzelaars het doen op het WK! Hier komt alleen het laatste nieuws, het volledige verslag is te vinden op de WK-subpagina, en op de officiële WK-site kun je ook instructieboeken, uitslagen en dergelijke terugvinden.
Laatste dag is zojuist geweest! De eindstrijd was spannend; Bram deed mee aan de play-offs, maar is nét verslagen in de halve finale tegen niemand minder dan Kota Morinishi, de uiteindelijke nummer 2. Ken Endo heeft zijn titel geprolongeerd. Gefeliciteerd Ken!
Hieronder de andere Nederlanders, waarbij Rick nog een flinke eindspurt heeft gemaakt, Richard 13e is geworden (in de categorie van 50+-ers), en alle anderen hebben hun positie van gisteren vrijwel allemaal gehandhaafd of verbeterd! Team A uiteindelijk 10e, team B 17e. Keurig!
Met een laatste groet-foto van beide teams, sluit ik deze verslaglegging af. Er was geen echt gala-diner, er was geen voetbal, maar wel veel mooie (maar wel flink pittige) puzzels. Daar horen we binnenkort vast meer over van de afgevaardigden zelf.
Iedereen petje af, en hopelijk tot gauw weer hier terug in NL!
Groet,
Saskia, vanuit NL, en namens het hele bestuur WCPN
Teams NL sudoku:
Team A: Bram de Laat, Dennis Keetman, Annick Weyzig, Mark Sweep
Team B: Reinier Schmiermann, Rick Uppelschoten, Chiel Beenhakker, Richard Stolk (team captain)
Teams NL puzzelen:
Team A: Bram de Laat, Reinier Schmiermann, Rick Uppelschoten, Mark Sweep
Team B: Dennis Keetman, Annick Weyzig, Chiel Beenhakker, Richard Stolk (team captain)
1315 Mochikoro 10×10 RS 31-12-15
Blacken some cells in order to form rectangular areas of white cells. No two areas share an edge, but all areas are interconnected through their corners. All numbered cells are part of a white area, but not all white areas have a number. The number indicates the amount of white cells in that area, including the cell with the number. Blackened 2×2 areas are not allowed.
1107 Mochikoro 10×10 RS 18-09-15
Blacken some cells in order to form rectangular areas of white cells. No two areas share an edge, but all areas are interconnected through their corners. All numbered cells are part of a white area, but not all white areas have a number. The number indicates the amount of white cells in that area, including the cell with the number. Blackened 2×2 areas are not allowed.
1057 Mochikoro 10×10 24-08-15
Blacken some cells in order to form rectangular areas of white cells. No two areas share an edge, but all areas are interconnected through their corners. All numbered cells are part of a white area, but not all white areas have a number. The number indicates the amount of white cells in that area, including the cell with the number. Blackened 2×2 areas are not allowed.
0983 Mochikoro 10×10 18-07-15
Blacken some cells in order to form rectangular areas of white cells. No two areas share an edge, but all areas are interconnected through their corners. All numbered cells are part of a white area, but not all white areas have a number. The number indicates the amount of white cells in that area, including the cell with the number. Blackened 2×2 areas are not allowed.
0821 Mochikoro 10×10 RS 28-04-15
Blacken some cells in order to form rectangular areas of white cells. No two areas share an edge, but all areas are interconnected through their corners. All numbered cells are part of a white area, but not all white areas have a number. The number indicates the amount of white cells in that area, including the cell with the number. Blackened 2×2 areas are not allowed.
0807 Mochikoro 10×10 21-04-15
Blacken some cells in order to form rectangular areas of white cells. No two areas share an edge, but all areas are interconnected through their corners. All numbered cells are part of a white area, but not all white areas have a number. The number indicates the amount of white cells in that area, including the cell with the number. Blackened 2×2 areas are not allowed.
0743 Mochikoro 10×10 20-03-15
Blacken some cells in order to form rectangular areas of white cells. No two areas share an edge, but all areas are interconnected through their corners. All numbered cells are part of a white area, but not all white areas have a number. The number indicates the amount of white cells in that area, including the cell with the number. Blackened 2×2 areas are not allowed.
Puzzle 1
Blacken some cells in order to form rectangular areas of white cells. No two areas share an edge, but all areas are interconnected through their corners. All numbered cells are part of a white area, but not all white areas have a number. The number indicates the amount of white cells in that area, including the cell with the number. Blackened 2×2 areas are not allowed.
Puzzle 2
Puzzle 1
Blacken some cells in order to form rectangular areas of white cells. No two areas share an edge, but all areas are interconnected through their corners. All numbered cells are part of a white area, but not all white areas have a number. The number indicates the amount of white cells in that area, including the cell with the number. Blackened 2×2 areas are not allowed.
Puzzle 2
Puzzle 1
Blacken some cells in order to form rectangular areas of white cells. No two areas share an edge, but all areas are interconnected through their corners. All numbered cells are part of a white area, but not all white areas have a number. The number indicates the amount of white cells in that area, including the cell with the number. Blackened 2×2 areas are not allowed.
Puzzle 2
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