<s>[INST] After the leg of a right-angled triangle is increased by 15%, the length of the hypotenuse of the original triangle is increased by $p\%$. The length of the other leg of the original triangle is then increased by 15%, and the length of the hypotenuse of the original triangle is increased by $q\%$. $p$ and $q$ together make up a two-digit number $n$ where $p \le q$ and $n$ is the smallest possible. What is $n$?[/INST]