5335

Number
$5335$ (five thousand, three hundred and thirty-five) is:


 * $5 \times 11 \times 97$


 * The magic constant of a magic square of order $22$, after $1$, $(5)$, $15$, $34$, $\ldots$, $870$, $1105$, $1379$, $1695$, $2056$, $2465$, $2925$, $3439$, $4010$, $4641$:
 * $5335 = \displaystyle \dfrac 1 {22} \sum_{k \mathop = 1}^{22^2} k = \dfrac {22 \paren {22^2 + 1} } 2$