Loss Exceedance Curve
Interactive Monte Carlo simulator (lognormalA distribution where the log of values is normally distributed, common for loss sizes., 90% bounds).
Chart summary updates after you run the simulation.
How to use
- Enter assumptions on the right. Use formats like 9%, 0.09, 3M, or 3 million.
- The curve updates live. Blue dots mark exceedance thresholds; the amber dot marks your materiality threshold.
- Probability of material impact = Outside-In minus Inside-Out, clamped to 0-1.
- Lognormal parameters: mu = (ln(UB) + ln(LB)) / 2, sigma = (ln(UB) - ln(LB)) / 3.29.
Learning Debrief
What You Just Learned
- Translate probability and loss ranges into a curve you can explain.
- Use percentiles to communicate expected loss ranges.
- Identify the probability of crossing a material loss threshold.
- Compare scenarios by changing inputs and watching the curve shift.
Applying This to Cyber Risk
Loss exceedance curves help connect controls to dollars and decisions.
Control Investment Tradeoffs
Model how an added control shifts the curve and lowers the chance of exceeding a board-defined loss threshold.
Scenario Comparison
Compare ransomware, third-party outage, and insider scenarios using the same materiality threshold.