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We prove that the pullbacks of the virtual fundamental classes of theBrill-Noether loci under any Abel-Jacobi section lie in the tautological ringof the moduli space of stable curves. This resolves a conjecture of Pagani,Ricolfi and van Zelm, and is part of a broader program to understand thelogarithmic intersection theory of $\Mgn$.

Pullbacks of Brill-Noether Classes Under Abel-Jacobi Sections