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.
We weten inmiddels dat het WK in China doorgaat, van 13 t/m 20 oktober in Beijing. Je kunt zelf ook een kijkje nemen op de WK-site als je geïnteresserd bent: WSC-WPC-China
Ook zijn de Nederlandse teams bekend!
Voor Sudoku zullen de volgende personen Nederland representeren:
Team A: Bram de Laat, Dennis Keetman, Annick Weyzig, Mark Sweep
Team B: Reinier Schmiermann, Rick Uppelschoten, Chiel Beenhakker, Richard Stolk
Voor Puzzelen zullen de volgende personen Nederland representeren:
Team A: Bram de Laat, Reinier Schmiermann, Rick Uppelschoten, Mark Sweep
Team B: Dennis Keetman, Annick Weyzig, Chiel Beenhakker, Richard Stolk
8 man sterk. Dat wordt in ieder geval erg gezellig!
Tot de volgende update, en groet,
Jullie bestuur,
Saskia, Richard, en René
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.
1313 Easy as 7×7 A-C puzzle 03 Hns 4* 30-12-15
Fill the grid with letters ABC so that each row and each column contains each letter exactly once. Some cells remain empty. Letters outside the grid indicate the first letter in that row or column from that direction.
1311 Tapa 1010 BdL p3 29-12-15
Grid cells must be filled in so that all the black cells form one contiguous region, not counting squares touching at a corner to be adjacent, but it is not allowed to have a two by two square of black cells. Clue cells with numbers may not be filled in and tell the length of each consecutive black cell block in the eight surrounding cells. Two cell blocks clued by two different numbers must be separated by at least one white cell.
1309 Slitherlink 10×10 Hns 28-12-15
Draw a single closed loop into the grid by connecting the dots. The loop cannot touch itself, not even diagonally. The numbers in the cells indicate how many parts of the loop are directly beside, under or above the number.
1303 Inconsecutive sudoku Hns puzzle 03 3* 25-12-15
Place the digits 1-9 in each column, each row and in all 3×3 regions. All the places where consecutive numbers have to be filled in are marked with a circle.
1301 Sudoku – windoku Hns 24-12-15
Place the digits 1 to 9 in all columns, on each row, in the nine black outlined 3×3-blocks and in the four grey regions.
1299 Slant 8×8 Hns 23-12-15
Draw a diagonal line through each square. Diagonal lines never form a loop. Numbers in circles indicate the amount of lines connected to that circle
1297 Binary puzzle 10×10 Hns 22-12-15
Place a 0 or a 1 in each cell. There are five 0’s and five 1’s in each row and each column. No more than two similar numbers below or next to each other are allowed.
1295 Snake 1010 BdL p3 21-12-15
Find a snake in the grid whose head and tail are indicated by the grey cells. The snake wriggles horizontally and vertically and never touches itself, not even diagonally. The digits outside the grid indicate the number of cells occupied by the snake in that row or column.
1293 Sudoku X WZ 2* 20-12-15
Place the digits 1 to 9 in all columns, on each row, in the nine black outlined 3×3-blocks and on the two main diagonals.
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