53,955

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Number

$53 \, 955$ (fifty-three thousand, nine hundred and fifty-five) is:

$3^2 \times 5 \times 11 \times 109$

One of the elements the $2$-cycle to which Kaprekar's process on some $5$-digit numbers converges:

$53 \, 955 \to 59 \, 994 \to 53 \, 955$

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