1377

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Number

$1377$ (one thousand, three hundred and seventy-seven) is:

$3^4 \times 17$

The $3$rd term of the $1$st triplet of consecutive positive integers each of which is divisible by a cube greater than $1$:

$1375 = 11 \times 5^3$, $1376 = 172 \times 2^3$, $1377 = 51 \times 3^3$

Also see

• Previous: Smallest Triplet of Consecutive Integers Divisible by Cube