WCPN bestaat in december 2023 10 jaar!!
En om dat te vieren komt er een heuse puzzelwedstrijd aan in de kerstvakantie!
van vrijdag 22 december 12:00 uur tot en met zondag 31 december 23:59 uur.
Deelnemen gaat online via de NK-site en daar vind je ook alle info over het registreren (als je niet al een NK-account hebt).
Let op:
• er zijn 10 puzzels (voor elk jaar één)
• gemaakt door Richard en Saskia
• ze zijn een stukje lastiger dan normaal voor een competitie, dus:
• je hebt 4 uur de tijd om ze op te lossen, maar
• je mag ze natuurlijk ook gewoon voor de lol doen 😉
• en de winnaar krijgt: … eeuwige roem
Reserveer nu dus vast een moment van 4 uur in je agenda, dan zien we jullie inzendingen vanzelf tegemoet.
Hartelijke groet,
Saskia en Richard, ook namens René
P.S. Zet ook nog de PPPP (Puzzel-creatie-en-Penpa-instructie-middag-en-avond-met-Pizza-Party in je agenda! 7 januari 2024, vanaf 14 uur, zie je mail!!
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.
© WCPN 2014-2023 - all rights reserved