CMR: m ^2 > m

It seems like you're referencing some mathematical or statistical notation involving variables and their relationships. However, the notation is a bit unclear. Here’s an interpretation of what you might be trying to express:

1. **CMR (Cumulative Marginal Return)**: Often used in financial or economic contexts to assess the return on an investment.

2. **m, mcmr**: These could refer to certain variables or measures, potentially "m" representing a quantity and "mcmr" as the cumulative marginal return per unit.

3. **Inequalities**: The notation \( m^2 > \text{mcmr} \) and \( m^2 > m \) suggests that the square of the variable "m" is greater than both "mcmr" and "m."

4. **Mathematical Interpretation**: If both inequalities hold, then the implications could be:
- \( m^2 > m \) implies that \( m > 1 \) (if m is a real number, since for \( 0 < m < 1 \), \( m^2 < m \)).
- If \( m^2 > \text{mcmr} \), it suggests that whatever "mcmr" represents, it is less than the square of "m."

Can you please clarify your question or the context in which these relationships are relevant? This will help provide a more accurate response or analysis!