Company: TDBCP
Filing Date: 2025-09-11
Form Type: 424B2
Source: 0001140361-25-034718
Chunk: 20

Company: TORONTO DOMINION BANK
Filing Date: 2025-09-11
Form: 424B2
Chunk 20
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60.00 |     | -40.00%               |     | 17.00%              |     |            -0.0680 |
| Swiss Market Index  |     |                         100.00 |     |                          65.00 |     | -35.00%               |     | 11.00%              |     |            -0.0385 |
| S&P/ASX 200 Index   |     |                         100.00 |     |                          55.00 |     | -45.00%               |     | 8.00%               |     |            -0.0360 |

Final Basket Level = 100 × [1 + (-0.1900 + -0.1170 + -0.0680 + -0.0385 + -0.0360)] = 55.05 Percentage Change = (55.05 – 100.00) / 100.00 = -44.95% In this example, the hypothetical Final Index Levels for all of the Basket Components are less than the applicable hypothetical Initial Index Levels, which results in the hypothetical Final Basket Level being less than the Initial Basket Level of 100.00. Because the hypothetical Final Basket Level of 55.05 is less than the Initial Basket Level, the hypothetical Payment at Maturity for each $1,000 Principal Amount of your Notes will equal: Payment at Maturity = $1,000 + ($1,000 × -44.95%) = $550.50 P-17 The following chart shows a graphical illustration of the hypothetical Payment at Maturity that we would pay on your Notes on the Maturity Date if the Final Basket Level were any of the hypothetical levels shown on the horizontal axis. The hypothetical Payments at Maturity in the chart are expressed as percentages of the Principal Amount of your Notes and the hypothetical Final Basket Levels are expressed as percentages of the Initial Basket Level. The chart shows that any hypothetical Final Basket Level of less than 100.000% (the section left of the 100.000% marker on the horizontal axis) would result in a hypothetical Payment at Maturity of less than 100.000% of the Principal Amount of your Notes (the section below the 100.000% marker on the vertical axis) and, accordingly, in a loss of principal to the holder of the Notes. The Payments at Maturity shown above are entirely hypothetical; they are based on a hypothetical Threshold Settlement Amount, hypothetical levels of the Basket that