# Sally The Frog is Back (A Question About Her Life)!

A frog, namely, Sally, is jumping about the $$2014$$ vertices of a shape, each time jumping clockwise to a vertex either $$57$$ vertices away from where she was, or $$10$$ from where she was. It is known that Sally has been on every single vertex, having taken the smallest possible number of jumps of length $$10$$. How many of those did she make?

This problem is a part of my froggy, soggy set.

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