Favourite Numbers

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- Alice likes numbers which are even, and are a multiple of 7. - Bob likes numbers which are odd, and are a multiple of 9. Alice, Bob, and Charlie find a number $A$. - If Alice likes $A$, Alice takes home the number. - If Bob likes $A$, Bob takes home the number. - If both Alice and Bob don't like the number, Charlie takes it home. Given $A$, find who takes it home. **Note:** You can prove tha

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solution.cppC++17

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