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Each of the five men (A-E) needs to get to the
respective house (marked with the respective letter and color).
The problem is to discover how these five men can make these five
routes without anyone crossing the route of another. In other words no
more than one route is permitted through any cell. Men are allowed to
move from cell to cell only vertically or horizontally, but never
diagonally. Can you solve this challenge? |
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Posted: September 27, 2008 |
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