| Metric | Value |
|---|---|
| Expected annualized return | 6.32% |
| Expected total return (over realized holding period) | 26.15% |
| Expected holding period | 51.32 months (~4.28 years) |
| Probability of negative return | 0.00% |
| 99% confidence VaR (1 year) | 0.00% |
| Annualized volatility of returns | 5.24% |
| Probability of outperforming risk-free rate | 59.36% |
The product never produced a negative return in simulation: it offers 100% principal protection at maturity combined with 125% upside participation on the worst performing index. Its principal risk is opportunity cost — in roughly 30% of scenarios it returns only par (0% total return), which is below the risk-free rate.
You pay $1,000 per note and receive no periodic interest. The return depends on the worst performing of the three indices:
Because the issuer calls when the note is most valuable, investor upside in called scenarios is capped by the fixed redemption schedule. However, the final redemption date is one month before maturity, so in about 5% of scenarios a late rally in the worst performing index produces a maturity payoff above the maximum redemption payment (a characteristic "jump" of this product).
Benchmark = equal-weight basket of the three underlyings (price performance plus dividends).
| Metric | Structured Product | Benchmark (incl. dividends) |
|---|---|---|
| Expected annualized return | 6.32% | 13.10% |
| Expected annualized volatility | 5.24% | 14.60% |
| Probability of loss | 0.00% | 17.16% |
| 99% confidence VaR (1 year) | 0.00% | −12.88% |
| Best simulated total return | +117.08% | — |
The structured product delivers a much lower expected return and volatility than direct index exposure, reflecting the cost of full downside protection and the issuer's early redemption right.
Because the expected holding period is long (~4.3 years) and most scenarios run to maturity, annualized figures are not distorted by very short holding periods. Note that for scenarios redeemed early, the annualized return can look higher even though the total dollar gain is fixed by the redemption schedule — total return and holding period should be read together.
Scatter of simulated total returns for the structured product against the benchmark basket.
Distribution of annualized returns for the structured product (left) and the benchmark (right).
Probability of each outcome category: early redemption, held to maturity, par-only, and jump payoff.
Risk-return positioning of the structured product relative to the benchmark.
Boxplot comparing the distribution of total returns between the product and the benchmark.
Distribution of the realized holding period across simulated scenarios, by year bucket.
This analysis is for informational purposes only and does not constitute financial advice or a suitability assessment.