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kazinator
on Feb 15, 2023
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Squares in Squares
Interesting how Frits Göbel found so many in 1979, including some larger n, but some smaller n eluded him, found by others decades later.
mannerheim
on Feb 16, 2023
[–]
Not clear from this page whether he found results for smaller n that better solutions were found for later, or not at all. Presumably one would have to read his paper to see, but I can't find it.
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