Affine plabic-fence move classification conjecture

Let $G(\mathbf w,f)$ and $G(\mathbf w',f')$ be affine plabic fences, with restricted move equivalence defined using the relevant affine plabic-fence moves. Affine plabic-fence classification conjecture. Two such fences are restricted move equivalent if and only if they can be related by moves (B̃)1–(B̃)5 and (B̃)7–(B̃)8. This conjectures that the listed moves give a complete characterization of restricted move equivalence for affine plabic fences. The supplied source gives no resolution status.