A smuggler is trying to smuggle a highly valuable liquid across a border. The cost of this liquid in the international market is INR 5 crore/liter. The smuggler designs an ingenious way to carry out this task. He designs a closed cuboidal container of outer dimensions
50cm x 27cm x 20cm
(l x b x h), with the walls, the base and the lid of thickness 1 cm. Inside, he places two equally spaced partitions parallel to breadth of container, each of thickness 1.5 cm, thus dividing the container into three compartments. He then goes on to divide each compartment with another partition of thickness of 2 cm (parallel to the height), thus dividing each compartment into two equal sub-compartments. In the bottom sub-compartments, he stores the valuable liquid, while the top sub-compartments are used to store dry-fruits, to fool the custom officials. How much money (in crores) will he make if he succeeds in his task and is able to sell the liquid?
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