Valuation-type conjecture for dp-finite fields

A dp-finite field is a field of finite dp-rank, and a dp-finite field has valuation type when it is unstable and its canonical topology is a V-topology.

Valuation-type conjecture. If $\mathbb{K}$ is a dp-finite field, then $\mathbb{K}$ is stable or has valuation type.

The source explicitly warns that this conjecture is probably false; because no counterexample or proof is supplied in the given text, its database status remains open.