Based on your financial expertise, provide your response or viewpoint on the given financial question or topic. The response format is open.

Negative properties of continuously compounded returns
Well, one can easily have rates below -100%.  Suppose I start with $100, and end up with $9 after a year. What was my rate of return? It could be -91%, -181%, -218%, or -241%, or something else, depending on the compounding method.  We always have that the final amount equals the initial amount times a growth factor G, and we can express this using a rate r and a day count fraction T. In this case, we have T = 1, and B(T) = B(0) * 0.09, so: So, depending on how we compound, we have a rate of return of -91%, -181%, -218%, or -241%. This nicely illustrates that: