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So the probability that at least one firm from each area is included is:
Question: A science fair judge must assign 6 identical ribbons (gold, silver, and bronze — with 2 gold, 2 silver, and 2 bronze) to 6 winning projects, each receiving exactly one ribbon. If the ribbons of the same type are indistinguishable, how many distinct ways can the ribbons be distributed?
Since the ribbons of the same type are indistinguishable, and each project gets one ribbon, this is equivalent to counting the number of distinct sequences of 6 ribbons with multiplicities: 2 G, 2 S, 2 B.

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