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Tuymaada Olympiad
2002 Tuymaada Olympiad
6
6
Part of
2002 Tuymaada Olympiad
Problems
(1)
changing numbers in a 100x100 table
Source: Tuymaada Junior 2002 p6
5/11/2019
In the cells of the table
100
×
100
100 \times100
100
×
100
are placed in pairs different numbers. Every minute each of the numbers changes to the largest of the numbers in the adjacent cells on the side. Can after
4
4
4
hours all the numbers in the table be the same?
combinatorics
table