Evolving Sets on the Hexagonal Lattice with Small Holding Probability

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This models an evolving set in the plane that is dual to the random walk
Prob(Xn+1=y | Xn=x) = { p if x↔y
γ if x=y
0 otherwise.

This random walk has p=100γ
The evolving set is initially a single point at the origin.
You may also adjust the parameters to the evolution.

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