Answer to Question #240272 in Combinatorics | Number Theory for 0.0

Question #240272

There is a set of chips of 5 different colours (there are at least 6 chips of every colour). It is necessary to put 6 of these chips in a row (from left to right) in such a way that any two adjacent chips are of different colours, and at least three colours have to be used. How many ways of doing it are there?


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