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If order is considered: For the 1st color, you have 4 choices; for the 2nd, 3; for the 3rd, 2. Thus, there are 4*3*2=24 ways of doing this. If order is irrelevant: From the previous problem, we know that there are 3!=6 ways of ordering the colors, so we divide 24 by 6, which is equal to 4 ways.
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