We classify terminal simplicial reflexive d-polytopes with 3d-1 vertices. They turn out to be smooth Fano d-polytopes. When d is even there is 1 such polytope up to isomorphism, while there are 2 when d is uneven.
Classification of base sequences BS(n+1,n)
On the classification of $\mathbb{Z}_4$-codes
A classification of plane and planar 2-trees
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