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No. All multiples of an even number are even. Here is why:

An even number is one that is a multiple of 2. Thus, it can be written in the form:

2n

where "n" is any integer. If you multiply this by another integer, call it "m", you get:

2n x m = 2mn

Since the product of two integers (m x n) is an integer, it follows that the result has a factor of 2 - i.e., it is even.

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Q: Does 6 have any odd multiples?
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