A cube is coloured red on two of its opposite faces, blue on two adjacent faces and yellow on the remaining faces. It is then cut into two halves along the plane parallel to the red coloured faces. One half is then cut into four equal cubes, and the other into 32 equal cubes. Consider the smaller cubes of both the sizes to answer the following questions.
How many smaller cubes have a yellow coloured face, and all the other faces without any colour?