Based on 10,000 Monte-Carlo simulations over the product’s 18-month maximum term:
| Metric | Value |
|---|---|
| Expected annualized return | 10.49% |
| Expected total return (over realized holding period) | 11.29% |
| Expected holding period | 13.4 months |
| Probability of a negative return | 5.29% |
| 99% confidence VaR (1-year) | −30.48% |
| Probability of outperforming the risk-free rate (3.74%) | 94.71% |
The product behaves bimodally: it either delivers roughly the full coupon (≈12–13% p.a.) or, in the minority of paths where the worst-of barrier is breached and a stock finishes below its starting level, it takes that stock’s downside. Only ~0.01% of simulations land between 0% and 10% annualized.
| Term | Detail |
|---|---|
| Type | Multi Barrier Reverse Convertible (Yield-Enhancement), issuer-callable |
| Coupon | 12.70% p.a., paid quarterly (USD 31.75 per USD 1,000) |
| Underlyings | Alphabet (GOOGL), IBM, Microsoft (MSFT) — worst-of |
| Barrier | 49% of initial level, observed continuously |
| Strike | 100% of initial level |
| Issuer call | Quarterly observation from month 6; issuer may redeem at par + coupon |
| Maturity | 27/03/2028 (18 months) |
| Upside | Capped (redemption ≤ par; return comes from coupons only) |
| Currency | USD (no FX/quanto) |
Benchmark = equal-weight basket of GOOGL / IBM / MSFT (total return, dividends included).
| Metric | Structured Product | Underlying Basket (Total Return) |
|---|---|---|
| Expected annualized return | 10.49% | 18.19% |
| Expected annualized volatility | 8.65% | 26.90% |
| Probability of loss | 5.29% | 29.21% |
| 99% VaR (1-year) | −30.48% | −28.41% |
| Return per unit of risk (excess over RF / vol) | 0.78 | 0.54 |
The product gives up a large part of the basket’s expected return (it is capped) but delivers it with roughly one-third of the volatility and a far lower probability of loss.
Each point is one simulation; the dashed line is 1:1. Points above the line indicate the product beat the worst-of stock; the vertical cluster near +19% is the capped upside (coupons + par).
Structured product (left/bimodal, capped near +13%) and the underlying basket (right, wide and symmetric).
The product sits far to the left of the basket — much lower volatility for a moderate return sacrifice.
The product’s tight, positive distribution (small downside tail) vs. the basket’s wide dispersion.
Figures are model estimates from 10,000 Monte-Carlo simulations and are not a forecast. Returns shown are gross of fees, taxes and transaction costs. Past or simulated performance is not indicative of future results.