  We explore vacuum degeneracy of Kronecker quiver with large ranks, by
computing Witten index of corresponding 1d gauged linear sigma model. For
$(d-1,d)_k$ quivers with the intersection number $k$, we actually counted index
of its mutation equivalent, $(d,(k-1)d+1)_k$, and find exponentially large
behaviour whenever $k\ge 3$. We close with speculation on more general ranks of
Kronecker quiver including the nonprimitive cases.
