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The moduli space of stable maps with divisible ramification uses $r$-th rootsof a canonical ramification section to parametrise stable maps whoseramification orders are divisible by a fixed integer $r$. In this article, avirtual fundamental class is constructed while letting domain curves have apositive genus; hence removing the restriction of the domain curves being genuszero. We apply the techniques of virtual localisation and obtain the $r$-ELSVformula as an intersection of the virtual class with a pullback via the branchmorphism.

The $r$-ELSV Formula via Localisation on the Moduli Space of Stable Maps with Divisible Ramification