Are there infinitely many squares in the set $ $ \{\sum_{j=1}^m j^2: m\in\mathbb{N}\} ?$ $

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# Tag: $\{\sum_{j=1}^m

## Squares in the set $\{\sum_{j=1}^m j^2: m\in\mathbb{N}\}$

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Are there infinitely many squares in the set $ $ \{\sum_{j=1}^m j^2: m\in\mathbb{N}\} ?$ $

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