We prove $\Omega (n^2)$ complexity \emph{lower bound} for the 
 general model of \emph{randomized computation trees} solving 
 the \emph{Knapsack Problem}, and more generally \emph{Restricted 
 Integer Programming}. This is the \emph{first nontrivial} lower 
 bound proven for this model of computation. The method of the ...
                	
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