83,952

Number
$83 \, 952$ (eighty-three thousand, nine hundred and fifty-two) is:


 * $2^4 \times 3^2 \times 11 \times 53$


 * One of the elements of one of the $4$-cycles to which Kaprekar's process on some $5$-digit numbers converges:
 * $83 \, 952 \to 74 \, 943 \to 62 \, 964 \to 71 \, 973 \to 83 \, 952$