8000

Number
$8000$ (eight thousand) is:


 * $2^6 \times 5^3$


 * The $6$th cube after $6^3$, $9^3$, $12^3$, $18^3$, $19^3$ which can be expressed as the sum of $3$ positive cubes


 * The $20$th cube number after $1$, $8$, $27$, $64$, $125$, $216$, $343$, $512$, $729$, $1000$, $1331$, $1728$, $2197$, $2744$, $3375$, $4096$, $4913$, $5832$, $6859$:
 * $8000 = 20 \times 20 \times 20$


 * $8000 = 20^3 = 11^3 + 12^3 + 13^3 + 14^3$

Also see

 * Cube of 20 is Sum of Sequence of 4 Consecutive Cubes