How many "tiles" for a flexagon with $n$ sides?

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For a flexagon with $n $ sides, how many tiles does it have?

A tile is when the components are stuck together and not folded, The number of tiles are the number of triangles you can see on one side.

I am looking for a number sequence. I am assuming there are $6n$ tiles in a flexagon, but since I have only a three sides flexagon, I can not tell for sure. A tile includes one side printed tiles, where there are only two instances.

Is this right, or does it require correction?

Before you answer this, if you do not know what a flexagon is, I suggest you research one first.