Let (a,b,c,d) be an ordered quadruple of not necessarily distinct integers, each one of them in the set 0,1,2,3. For how many such quadruples is it true that a.d-b.d is odd? (for example, (0,3,1,1) is one such quadruple, because 0.1-3.1=0-3 is odd.)
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The answer is 64 as shown in the  table below:

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