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Discrete Mathematics: Hesitant on the following question in regards to constructive and non-constructive proofs: You can prove There exists a pair of consecutive integers such

Discrete Mathematics:

Hesitant on the following question in regards to constructive and non-constructive proofs:

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You can prove "There exists a pair of consecutive integers such that one is a perfect square and the other is a prime number by stating that the integers 16 and 17 are consecutive, 16 is a perfect square and 17 is a number. Is this proof constructive or non-constructive? Why

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