Company: TDBCP
Filing Date: 2025-08-26
Form Type: 424B2
Source: 0001140361-25-032661
Chunk: 0

Company: TORONTO DOMINION BANK
Filing Date: 2025-08-26
Form: 424B2
Chunk 0
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Filed Pursuant to Rule 424(b)(2) Registration Statement No. 333-283969

| The Toronto-Dominion Bank                                                                         
 $1,000,000                                                                                        
 Autocallable Contingent Coupon Barrier Notes Linked to the Common Stock of EPAM Systems, Inc. Due 
 August 26, 2026                                                                                   |

The amount that you will be paid, if anything, on the notes is based on the performance of the common stock of EPAM Systems, Inc. (the “reference asset”). If the closing price of the reference asset on any contingent coupon observation date is less than 65.00% of the initial price of $174.95 (which is the closing price of the reference asset on the trade date (August 22, 2025)), you will not receive the contingent coupon payment on the corresponding contingent coupon payment date.The notes will mature on the maturity date (August 26, 2026) unless they are automatically called on any call observation date commencing in November 2025 to and including May 2026. The notes will be automatically called if the closing price of the reference asset is equal to or greater thanthe initial price on any call observation date. If the notes are automatically called, on the first following contingent coupon payment date, we will pay a cash payment per note equal to the principal amount, plus the contingent coupon payment otherwise due (as described below). No further amounts will be owed under the notes. Contingent coupon observation dates areNovember 24, 2025, February 23, 2026, May 22, 2026 and August 24, 2026. If on any contingent coupon observation date the closing price of the reference asset is equal to or greater than65.00% of the initial price, you will receive on the applicable contingent coupon payment date a contingent coupon payment per note equal to the product of(a) the quotient ofthe number of months from the immediately preceding contingent coupon observation date (or the pricing date, in the case of the first contingent coupon observation date) to such contingent coupon observation date divided by12 times(b) $164.00 (the potential for up to 16.40% per annum). The amount that you will be paid on your notes at maturity, if they have not been automatically called, in addition to the final contingent coupon payment, if any, is based on the percentage change. The percentage change is the percentage increase or decrease in the closing price of the reference asset on the