This paper presents the following definition which is a natural combination of the definitions for almost asymptotically equivalence and almost statistical convergence of fuzzy numbers. Let θ = be a lacunary sequence. The two sequences and of fuzzy numbers are said to bebr /> asymptotically theta;br /> nbsp;nbsp; nbsp;br /> minus;statistical equivalent of multiple provided that for every epsilon; gt; 0br /> limbr /> br /> br /> isin; : br /> br /> br /> ! , # ge; epsilon;% = 0, uniformly in amp;br /> (denoted by ~br /> (theta;br /> )*br /> ) and simply almost asymptoticallyminus;statistical equivalent if = 1. Also, webr /> prove that some inclusion relations./p>