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Solution: Lets define $ a_n $ as the number of valid forecasts for $ n $ days where no two consecutive days are rainy.
Each day can be sunny (S), cloudy (C), or rainy (R), but R cannot follow R.
Question: A herpetologist tags 5 distinct frogs in a circular pond and observes their resting positions. If rotations of the arrangement are considered identical, how many distinct ways can the frogs be placed around the circle?

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