Structured Product Evaluation  •  Morgan Stanley Finance LLC  •  CUSIP 61781LZW3

Structured Product Evaluation Report

Worst-of EURO STOXX 50 / Russell 2000 / S&P 500 — Contingent Income Auto-Callable Notes due Nov 2, 2029

Headline Simulation Results 10,000 Monte-Carlo scenarios

8.90%
Expected annualized return
Mean of per-scenario annualized return
6.94%
Expected total return
Over the realized holding period (~1.06 y)
4.51%
Probability of a negative return
Chance of any loss at maturity
-17.37%
99% confidence VaR
1-year, 1st percentile
~1.06 y
Expected holding period
≈ 12.77 months
87.58%
Probability of automatic early redemption
Note called before maturity
Headline Metric Value
Expected annualized return (mean of per-scenario annualized return) 8.90%
Expected total return over realized holding period 6.94%
Probability of a negative return 4.51%
99% confidence VaR (1-year, 1st percentile) -17.37%
Expected holding period ~1.06 years (12.77 months)
Probability of automatic early redemption 87.58%
Reading the annualized figure The note lives only ~1.06 years on average, and ~54% of scenarios are redeemed at the first call date (month 6). Short holding periods are annualized linearly (×12/months), which inflates the mean of per-scenario annualized returns to 8.90% versus a 6.94% expected total return over the ~1.06-year average life. Always read the annualized figure together with the total return and the holding period.

Basic Product Information

How it works (plain language)

You put up $1,000. Every quarter you collect an attractive coupon (~2.64% of principal) as long as none of the three indices has dropped below 80% of where it started. Starting after six months, the note is called away automatically (you get your $1,000 back plus that quarter's coupon) as soon as all three indices are back to at least their starting levels. If the note survives to 2029, you get your full $1,000 back provided the weakest index is still above 70% of its start; if the weakest index falls below 70%, you lose principal one-for-one with that decline. Upside is capped at par plus coupons, but downside below the 70% barrier on the worst index is effectively uncapped down to −100%.

Key Statistics — Structured Product vs Underlying Benchmark

Benchmark = buy-and-hold of an equal-weight basket of the three indices over the full 3-year term, total return including an average dividend yield of ≈1.56%. This unconditional measure is the fair "standalone investment" reference.

Metric Structured Product Underlying (Buy & Hold 3y, Total Return)
Expected annualized return 8.90% 10.39%
Expected annualized volatility 5.26% 9.86%
Probability of loss 4.51% 18.22%
99% VaR (1 year) -17.37% -14.68%
Expected total return (over its horizon) 6.94% (over ~1.06 y) 32.07% (over 3 y)
3.84%
Risk-free rate
1-year U.S. T-bill average
93.39%
Probability of beating the risk-free rate
Note annualized return vs 3.84% T-bill
80.69%
Probability of annualized return above 10%
Below the autocall probability
Why is the "above 10%" probability lower than the autocall probability? A fixed ≈2.64%/quarter coupon compounds to under 10.55% p.a. on multi-year holds — later calls at months 27/30/33 earn only ~9.7–9.9% annualized even with every coupon — and a few early calls skip an earlier coupon after a sub-80% quarterly print.
Comparison summary

Versus simply buying and holding the basket, the note delivers a lower expected return (8.90% vs 10.39%) and carries a deeper 99% tail (-17.37% vs -14.68%) because its payoff is tied to the weakest index, but it offers far lower volatility (5.26% vs 9.86%) and a much smaller chance of any loss (4.51% vs 18.22%) thanks to the 70% barrier and the coupon cushion.

Charts

Simulation outcomes: product vs underlying (same realized holding period)

Each dot is one of the 10,000 scenarios. The x-axis measures the equal-weight basket over the same realized holding period as the note, so it captures the per-scenario opportunity cost; colour marks how long the note was held. Because upside is capped, product returns sit in a tight band around par-plus-coupon, while deep drawdowns of the worst index pull product returns sharply negative.

Scatter plot of product vs underlying outcomes over the same realized holding period
Product vs underlying basket outcomes — per-scenario scatter
Annualized return distributions

The buy-and-hold basket has a broad, right-skewed distribution with meaningful left tail; the product distribution is compressed near the coupon level with a thin negative tail coming from maturity barrier breaches (and stacking by holding period shows most mass at the early-call level).

Histogram of annualized returns for the underlying buy-and-hold basket
Underlying basket — annualized return distribution
Histogram of annualized returns for the structured product
Structured product — annualized return distribution
Risk vs return

The note sits to the left of the buy-and-hold basket — much lower volatility and a lower expected return — while its deep tail (VaR) is somewhat worse.

Risk versus return comparison chart
Risk vs return — product compared with the underlying basket
Return box plot

Most product outcomes cluster at the maximum coupon-driven level (~10.5% annualized, after an early call); the box plot contrasts this tight, callable profile with the much wider standalone basket.

Box plot comparing return distributions
Return distribution box plot
Scenario probabilities
Bar chart of scenario probabilities
Scenario probabilities
Holding period and coupon distributions

Automatic redemption concentrates outcomes into a first call at month 6 (~54%) and a full-term survival (~12%).

Pie chart of holding period distribution in years
Holding period distribution
Pie chart of coupons received distribution
Coupons received distribution

Investment Commentary

Potential advantages
Considerations / trade-offs
All figures are model-based estimates from a 36-month Monte-Carlo simulation and are provided for information only; they are not a recommendation or suitability assessment.