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Poland - Second Round
1995 Poland - Second Round
6
6
Part of
1995 Poland - Second Round
Problems
(1)
n x n can be cut intosquares 2 x 2 and 3 x 3
Source: Polish second round 1995 p6
1/19/2020
Determine all positive integers
n
n
n
for which the square
n
×
n
n \times n
n
×
n
can be cut into squares
2
×
2
2\times 2
2
×
2
and
3
×
3
3\times3
3
×
3
(with the sides parallel to the sides of the big square).
Tiling
combinatorics
combinatorial geometry