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Number
$99 \, 359$ (ninety-nine thousand, three hundred and fifty-nine) is:
- $13 \times 7643$
- The $4$th integer $m$ after $1$, $47$, $2161$ whose cube can be expressed as the sum of $m$ consecutive squares:
- $99 \, 359^3 = \ds \sum_{k \mathop = 1}^{99 \, 359} \paren {45 \, 449 + k}^2$
Also see