Associahedron

Find 14 points in $\mathbb{R}^3$ whose convex hull $P$ is the associahedron. Write a linear inequality representation, and compute the analytic center of $P$.


Hasse diagram of a poset forming the one skeleton of the associahedron. (Note, this is NOT the Tamari lattice, but rather a rotation of the Tamari lattice.)

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