  We revisit the Emergence Proposal in the vector multiplet moduli space of
type IIA N=2 supersymmetric string vacua in four dimensions, for which the
string tree-level prepotential and the string one-loop correction are exactly
known via mirror symmetry. We argue that there exists an exact notion of
emergence, according to which these four-dimensional couplings can be computed
exactly in any asymptotic limit in field space. In such limits, a perturbative
quantum gravity theory emerges, whose fundamental degrees of freedom include
all complete infinite towers of states with typical mass scale not larger than
the species scale. For a decompactification limit, this picture is closely
related to and in fact motivated by the computation of Gopakumar-Vafa
invariants. In addition, in the same limit our results suggest that the
emergent theory will also contain asymptotically tensionless wrapped
NS5-branes.
