A way to generate even numbers.
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√2≈1.5→ 2√2 ≈ 3. Therfore, the onteger part is 3-1=2 and so on for greater multiples.
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The question I have is does this continue indefinitely, or does the pattern end at some point?
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It ends at the sign post up ahead. The sign that says you're in the Twilight Zone.
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I have a student whom I think is going to enjoy that problem
Thank you for sharing
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No. 'Very curious' is possibly an understatement.
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Is it the elephant from Denmark?
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I've been meaning to write something about Beatty sequences for a while. They're very cool!
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The thing that jumped out to me is that the initial sequence is of the forn sqrt(2n^2) and the final one is 2n. probably meaningless
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