To ensure that m always exceeds n, the limits of the m-slider should be designed with the following constraints:[br][br] 1. [b]Minimum Limit of m[/b]:[br][br] • The [b]lower bound[/b] of the m-slider must be [b]greater than or equal to the current value of n.[/b][br] • This guarantees that even at its minimum, m will not fall below n.[br][br] 2. [b]Dynamic Update Mechanism:[/b][br][br] • If n is adjusted via its own slider, the minimum value of the m-slider must dynamically update to match the new value of n, ensuring m ≥ n at all times.[br][br] 3. [b]Maximum Limit of m[/b]:[br][br] • The [b]upper bound[/b] can be any reasonable value based on the context of the task or the range of acceptable difficulty.[br][br]By setting these limits, you guarantee that the logic holds throughout, avoiding inconsistencies where m becomes smaller than n.