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A supermarket holds a promotional lottery, whose winners pick one product from list \(1\) and one product from list

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A supermarket holds a promotional lottery, whose winners pick one product from list \(1\) and one product from list \(2\) as their prizes. There are a total of \(42\) possible combinations of products, and no product is present on both lists. How many products are on list \(1?\)

1) There are more products on list \(1\) than on list \(2\)
2) There are a total of \(13\) products on the two lists

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Source: — Data Sufficiency |