Company: TDBCP
Filing Date: 2025-10-02
Form Type: 424B2
Source: 0001140361-25-037074
Chunk: 8

Company: TORONTO DOMINION BANK
Filing Date: 2025-10-02
Form: 424B2
Chunk 8
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 one of the Indices will be performing poorly at any time over the term of the securities. All that is necessary for the securities to perform poorly is for one of the Indices to perform poorly; the performance of a better performing Index is not relevant to your return on the securities. It is impossible to predict what the relationship among the Indices will be over the term of the securities. To the extent the Indices represent a different equity market, such equity markets may not perform similarly over the term of the securities. You May Be Fully Exposed To The Decline In The Lowest Performing Index On The Final Calculation Day From Its Starting Level, But Will Not Participate In Any Positive Performance Of Any Index. Even though you will be fully exposed to a decline in the level of the lowest performing Index on the final calculation day if its ending level is below its downside threshold level, you will not participate in any increase in the level of any Index over the term of the securities. Your maximum possible return on the securities will be limited to the sum of the contingent coupon payments you receive, if any. Consequently, your return on the securities may be significantly less than the return you could achieve on an alternative investment that provides for participation in an increase in the level of any or each Index. Higher Contingent Coupon Rates Are Associated With Greater Risk. The securities offer contingent coupon payments at a higher rate, if paid, than the fixed rate we would pay on conventional debt securities of the same maturity. These higher potential contingent coupon payments are associated with greater levels of expected risk as of the pricing date as compared to conventional debt securities, including the risk that you may not receive a contingent coupon payment on one or more, or any, contingent coupon payment dates and the risk that you may lose a substantial portion, and possibly all, of the face amount at maturity. The volatility of the Indices and the correlation among the Indices are important factors affecting this risk. Volatility is a measurement of the size and frequency of daily fluctuations in the level of an Index, typically observed over a specified period of time. Volatility can be measured in a variety of ways, including on a historical basis or on an expected basis as implied by option prices in the market. Correlation is a measurement of the extent to which the levels of the Indices tend to fluctuate at the same time, in the same direction and in similar magnitudes. Greater expected volatility of the Indices or lower expected correlation among the Indices as of the pricing date may result in a higher contingent coupon rate, but it also represents a greater expected