14. A painted cube with an edge of 10 cm was sawn into cubes with an edge of $1 \mathrm{~cm}$. How many of them will have one painted face? How many will have two painted faces?
14. $K$ each face of the cube adjoins $8 \times 8=64$ cubes, painted only on one side (make a drawing!). There are 6 faces, so 384 cubes are painted on one side. Reasoning similarly, we get that 96 cubes are painted on two sides.