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Uniform Unicellular Dessins d'Enfants with Trivial Automorphism Groups
A Bely\uı function on a smooth projective algebraic curve defined over a number field determines a bipartite graph called a dessin d'enfant. We study the regularity and automorphism groups of dessins with uniform passports. In previous papers, we proved that every passport of the form $[n,n,n]$, $
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