Question: Discrete Math - subsets , combinations, permutations, etc How many different hexagons can you make with 6 different colored pipe-cleaners if two hexagons are considered

Discrete Math - subsets , combinations, permutations, etc

How many different hexagons can you make with 6 different colored pipe-cleaners if two hexagons are considered equivalent if you can transform one to the other by flipping upside-down and/or rotating?

(Use a calculator to enter a single integer value for this problem.)

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