Uniform local amenability implies Property A

In this short note we answer a query of Brodzki, Niblo, \v{S}pakula, Willett and Wright \cite{ULA} by showing that all bounded degree uniformly locally amenable graphs have Property A. For the second result recall Kaiser \cite{Kaiser} proved if $\Gamma$ is finitely generated group $\{H_i\}^\infty_{i=1}$ Farber sequence finite index subgroups, then associated Schreier graph A only amenable. We show however, there exist non-amenable nested subgroups such $\cap H_i=\{e_\Gamma\}$,