Nieuwe Nederlandse Kampioenen Puzzelen en Sudoku:
Afgelopen zaterdag 25 juni zijn de NK’s Puzzelen en Sudoku gehouden in het hoofdkantoor van ORTEC in Zoetermeer. Dit jaar met 3 categorieën deelnemers: studenten, werknemers van ORTEC en leden van WCPN. Voor een uitgebreid verslag: zie [[volgt later]].
Onder een zeer goede sfeer en een strakke organisatie zijn er twee nieuwe kampioenen gekroond:
Nederlands Kampioen Puzzelen: Tom Groot Kormelink
Nederlands Kampioen Sudoku: Dennis Keetman
Van harte gefelicteerd!
Link naar de puzzels, oplossingen & puzzeltips van de kwalificatie: Kwalificatie-website.
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
WCPN is member of the World Puzzle Federation (WPF) on behalf of The Netherlands.
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