Traveling along the edges of this figure, can you find a path that ends where it begins and that visits each of the 13 dots in the figure **exactly once** (with the exception of the one where it both starts and finishes)?

Details and Assumptions

- You can start your path anywhere, but it must end in the same place
- You can use the edges between the dots more than once

Bonus: If you believe it's impossible, prove why. If you believe it''s possible, how many different ways can it be done?

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