Hypothetical Examples
The examples below illustrate how to determine the payment at maturity on the securities, assuming the various hypothetical final underlying values indicated below. The examples are solely for illustrative purposes, do not show all possible outcomes and are not a prediction of what the actual payment at maturity on the securities will be. The actual payment at maturity will depend on the actual final underlying value.
The examples below are based on the following hypothetical values and do not reflect the actual initial underlying value or final barrier value. For the actual initial underlying value and final barrier value, see the cover page of this pricing supplement. We have used these hypothetical values, rather than the actual values, to simplify the calculations and aid understanding of how the securities work. However, you should understand that the actual payment at maturity on the securities will be calculated based on the actual initial underlying value and final barrier value, and not the hypothetical values indicated below. For ease of analysis, figures below have been rounded. The examples below assume that the maximum return at maturity will be set at the lowest value indicated on the cover page of this pricing supplement. The actual maximum return at maturity will be determined on the pricing date.
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Hypothetical initial underlying value:
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100.00
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Hypothetical final barrier value:
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80.00 (80.00% of the hypothetical initial underlying value)
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Example 1—Upside Scenario A. The final underlying value is 105.00, resulting in a 5.00% underlying return. In this example, the final underlying value is greater than the initial underlying value.
Payment at maturity per security = $1,000 + the return amount, subject to the maximum return at maturity
= $1,000 + ($1,000 × the underlying return × the upside participation rate), subject to the maximum return at maturity
= $1,000 + ($1,000 × 5.00% × 100.00%), subject to the maximum return at maturity
= $1,000 + $50.00, subject to the maximum return at maturity
= $1,050.00
In this scenario, the underlying has appreciated from the initial underlying value to the final underlying value, and the underlying return multiplied by the upside participation rate is less than the maximum return at maturity. As a result, your total return at maturity would equal the underlying return multiplied by the upside participation rate.
Example 2—Upside Scenario B. The final underlying value is 150.00, resulting in a 50.00% underlying return. In this example, the final underlying value is greater than the initial underlying value.
Payment at maturity per security = $1,000 + the return amount, subject to the maximum return at maturity
= $1,000 + ($1,000 × the underlying return × the upside participation rate), subject to the maximum return at maturity
= $1,000 + ($1,000 × 50.00% × 100.00%), subject to the maximum return at maturity
= $1,000 + $500.00, subject to the maximum return at maturity
= $1,125.00
In this scenario, the underlying has appreciated from the initial underlying value to the final underlying value, but the underlying return multiplied by the upside participation rate would exceed the maximum return at maturity. As a result, your total return at maturity in this scenario would be limited to the maximum return at maturity, and an investment in the securities would underperform a hypothetical alternative investment providing 1-to-1 exposure to the appreciation of the underlying without a maximum return.
Example 3—Par Scenario. The final underlying value is 95.00, resulting in a -5.00% underlying return. In this example, the final underlying value is less than the initial underlying value but greater than the final barrier value.
Payment at maturity per security = $1,000
In this scenario, the underlying has depreciated from the initial underlying value to the final underlying value but not below the final barrier value. As a result, you would be repaid the stated principal amount of your securities at maturity but would not receive any positive return on your investment.
Example 4—Downside Scenario. The final underlying value is 30.00, resulting in a -70.00% underlying return. In this example, the final underlying value is less than the final barrier value.
Payment at maturity per security = $1,000 + ($1,000 × the underlying return)
= $1,000 + ($1,000 × -70.00%)
= $1,000 + -$700.00
= $300.00
In this scenario, the underlying has depreciated from the initial underlying value to the final underlying value and the final underlying value is less than the final barrier value. As a result, your total return at maturity in this scenario would be negative and would reflect 1-to-1 exposure to the negative performance of the underlying.