14. Decode the record ${ }_{* *}+{ }_{* * *}={ }_{* * * *}$, if it is known that both addends and the sum will not change if read from right to left.
14. In the first addend, the tens and units digits are the same. Taking the smallest of such numbers - the number 11, then the second addend should be 989 or 999 (to get a four-digit number as the sum), but $11+989=$ $=1000$ and $11+999=1010$ do not satisfy the condition. Let the first addend be 22, then $22+999=1021$. To make the sum satisfy the condition of the problem, we need to reduce it by 20, by reducing the second addend by 20. As a result, we get $22+979=1001$