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Perfectly Packing a Square by Squares of Nearly Harmonic Sidelength.
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https://doi.org/10.1007/s00454-023-00523-yAbstract
A well-known open problem of Meir and Moser asks if the squares of sidelength 1/n for n≥2 can be packed perfectly into a rectangle of area ∑n=2∞n-2=π2/6-1. In this paper we show that for any 1/2
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