Henry Ernest Dudeney/Modern Puzzles/51 - An Exceptional Number

by : $51$

 * An Exceptional Number
 * A number is formed of $5$ successive digits (not necessarily in regular order)
 * so that the number formed by the first $2$ multiplied by the central digit will produce the number expressed by the last $2$.


 * Thus if it were $1 \, 2 \,8 \, 9 \, 6$, then $12$ multiplied by $9$ produces $96$.
 * But, unfortunately, $1, 2, 6, 8, 9$ are not successive numbers, so it will not do.