An ideal liquid is poured into a vertically standing cylindrical vessel to level H (relative to the bottom of the vessel). The area of the bottom of the vessel is equal to S. Determine the time t during which the liquid level in the vessel will drop to a height h (relative to the bottom of the vessel), if a small hole of area s is made in the bottom of the vessel. Also determine the time T during which all the liquid will pour out of the container.

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