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A paint manufacturing factory stores the manufactured paint in a cuboidal container. The container is \(6\) \(m\) in length, \(9\) \(m\) in breadth, and \(5\) \(m\) in height. Find the maximum amount of paint that the container could store.
 
The container can contain  \(m^3\) of paint at the maximum.
 
[Note: Consider the value of \(\pi\) as \(\frac{22}{7}\)]