22,625

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Number

$22 \, 625$ (twenty-two thousand, six hundred and twenty-five) is:

$5^3 \times 181$

The $2$nd term of the $1$st quadruplet of consecutive positive integers each of which is divisible by a cube greater than $1$:

$22 \, 624 = 2828 \times 2^3$, $22 \, 625 = 181 \times 5^3$, $22 \, 626 = 838 \times 3^3$, $22 \, 627 = 17 \times 11^3$

Also see

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