given 2 boxes (in 3-space) determine if one of the boxes resides within the other, or if a third box must be constructed that holds them both?
given that a box is defined by its center($x,y,z$), and its dimensions($W, H, D$).
consider that
- the boxes are immovable,
- can not have their properties altered,
- and all tests must be done with fundamental logic.