A fraction written on multiple levels is often ambiguous, especially when handwritten. For example, \(\frac{10}{\frac{2}{5}}\) and \(\frac{\frac{10}{2}}{5}\) result in 25 and 1, respectively.
Things get even worse when you use the letter \(\Xi\) in this convoluted example:
\[ \frac{\Xi}{\bar\Xi} \]