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The first year's math problem stumped the professor.
Red and blue, only blue has 1, only red has 1.

There are two solutions:

Physical demonstration: Find two square objects of the same size, one is painted red and the other is painted blue, and then put them together to form a cuboid. Count it.

Psychological imagination: The six faces of a cuboid are composed of two cubes. After filling, only one side of the original cube is independent, so only one side is monochrome and four sides are mixed colors.