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Abelian canonical covers of minimal rational surfaces and $\mathbb F_1$ up to degree $8$
We classify abelian canonical covers of degree at most $8$ of smooth surfaces of minimal degree, and of $\mathbb P^2$ and Hirzebruch surfaces not embedded as surfaces of minimal degree. Let $π: X \longrightarrow W$ be an abelian canonical cover of a smooth surface of minimal degree $W$ with group
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