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The Maroni stratification on the Hurwitz space of degree $d$ covers of genus$g$ has a stratum that is a divisor only if $d-1$ divides $g$. Here weconstruct a stratification on the Hurwitz space that is analogous to the Maronistratification, but has a divisor for all pairs $(d,g)$ with $d \leq g$ with afew exceptions and we calculate the divisor class of an extension of thesedivisors to the compactified Hurwitz space.

Divisors on Hurwitz spaces: an appendix to 'The cycle classes of divisorial Maroni loci'