Let $|X|$ denote the number of elements in set $X$. Let $S=\{1,2,3,4,5,6\}$ be a sample space, where each element is equally likely to occur. If A and B are indepenent events associated with S , then the number of ordered pairs (A,B) such that $1 \leq|\mathrm{B}|<|\mathrm{A}|$, equals
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