1512

Number
$1512$ (one thousand, five hundred and twelve) is:
 * $2^3 \times 3^3 \times 7$


 * The $8$th positive integer after $504$, $756$, $806$, $1008$, $1148$, $1209$, $1472$ which can be expressed as the product of $2$ two-digit numbers in $2$ ways such that the factors in one of those pairs is the reversal of each of the factors in the other:
 * $1512 = 24 \times 63 = 36 \times 42$