do
26
11
15

Thursday puzzles: pentomino - in the box

Puzzle 1

(fixed)
1245 Pentomino in the box 12×12 RS 26-11-15

Place all twelve different pentominos in the grid, so that they don’t touch each other, not even diagonally. Reflection and rotation is allowed. Every bold outlined area contains exactly three cells that belong to two different pentominos.

Puzzle 2

Members only
 
za
05
09
15

Saturday puzzles: pentomino in the box

Puzzle 1

1081 Pentominoes in the box 12×12 RS 05-09-15

Place all twelve different pentominos in the grid, so that they don’t touch each other, not even diagonally. Reflection and rotation is allowed. Every bold outlined area contains exactly three cells that belong to two different pentominos.

Puzzle 2

Members only
 
ma
13
04
15

Monday puzzles: pentomino in the box

Puzzle 1

0791 Pentomino in the box RS 13-04-15

Place all twelve different pentominos in the grid, so that they don’t touch each other, not even diagonally. Reflection and rotation is allowed. Every bold outlined area contains exactly three cells that belong to two different pentominos.

Puzzle 2

Members only
 
wo
24
12
14

Wednesday puzzles: pentomino in the box

Puzzle 1

0571 Pentomino in the box RS 24-12-14

Place all twelve different pentominos in the grid, so that they don’t touch each other, not even diagonally. Reflection and rotation is allowed. Every bold outlined area contains exactly three cells that belong to two different pentominos.

 

Puzzle 2

Members only
 
do
06
11
14

Thursday puzzles: pentomino in the box

Puzzle 1

0475 Pentomino in the box RS 06-11-14

Place all twelve different pentominos in the grid, so that they don’t touch each other, not even diagonally. Reflection and rotation is allowed. Every bold outlined area contains exactly three cells that belong to two different pentominos.

 

Puzzle 2

Members only
 
do
11
09
14

Thursday puzzles: pentomino in the box

Puzzle 1

0363 pentomino in the box rs 11-09-14

Place all twelve different pentominos in the grid, so that they don’t touch each other, not even diagonally. Reflection and rotation is allowed. Every bold outlined area contains exactly three cells that belong to two different pentominos.

 

Puzzle 2

Members only
 

WCPN is member of the World Puzzle Federation (WPF) on behalf of The Netherlands.

© WCPN 2014-2021 - all rights reserved