SOLUTION: GIVEN THIS CONJECTURE; ANY TWO CONSECUTIVE SQUARE NUMBERS IS AN EVEN NUMBER. FIND THE COUNTER EXAMPLE

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Question 566491: GIVEN THIS CONJECTURE; ANY TWO CONSECUTIVE SQUARE NUMBERS IS AN EVEN NUMBER. FIND THE COUNTER EXAMPLE
Answer by richard1234(7193) About Me  (Show Source):
You can put this solution on YOUR website!
You shouldn't type in all caps. Also, your question is ambiguous; "any two consecutive square numbers" cannot be one even number. If you stated something like "Any two consecutive square numbers *are* even numbers" then there would be infinitely many counterexamples (since the statement cannot be true), e.g. 4 and 9.