| Metric | Result |
|---|---|
| Expected annualized return | 12.23% |
| Expected total return (over the realized holding period) | 25.39% |
| Expected holding period | ~2.53 years |
| Probability of a negative return | 0.00% (principal protected) |
| Probability of finishing exactly flat at par (0% return) | 8.80% |
| 99% confidence 1-year VaR | 0.00% |
| Probability of outperforming the risk-free rate (3.81%) | 86.32% |
The notes are principal protected, so no scenario produces a loss of capital. The traded risk is opportunity cost: in 8.80% of scenarios the index finishes at or below its starting level and the investor receives exactly par after holding the full 5 years (a 0% return). The product is usually redeemed early — the issuer-optimal call fires in 72.51% of scenarios.
The note is a "participate up, protect down" structure with an issuer redemption option.
| Series | Expected annualized return | Expected annualized volatility | Probability of loss | 99% VaR (1 year) |
|---|---|---|---|---|
| Structured Product | 12.23% | 5.35% | 0.00% | 0.00% |
| Underlying (S&P 500 futures ER, price) | 14.53% | 10.02% | 8.80% | −10.36% |
| Underlying + dividends (total return) | 15.52% | 10.02% | 7.50% | −9.37% |
The structured product delivers roughly half the volatility of the underlying and a hard floor at par, but a lower expected return because the issuer's call caps the upside. Because many scenarios are redeemed within one to two years, annualized figures for short holds can look elevated; the median total return is 15.75% versus a mean of 25.39%.
A scatter of product outcomes against underlying outcomes, coloured by the number of years the note was held.
Distribution of annualized returns for the S&P 500 futures excess return index across simulated scenarios.
Distribution of annualized returns for the structured product, stacked by the holding period realised in each scenario.
Probabilities of the key simulated outcomes, including early redemption, flat-at-par maturity and outperformance of the risk-free rate.
Expected annualized return plotted against expected annualized volatility for the product and the underlying series.
Box plot comparison of annualized return distributions across the modelled series.
Share of simulated scenarios by the number of years the notes remain outstanding before redemption or maturity.