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A winwin® FINANCIAL SERVICES GIC offers the best of both worlds by combining guaranteed principal protection with market‑linked growth potential.
Value driven investing
A winwin® FINANCIAL SERVICES GIC offers the best of both worlds by combining guaranteed principal protection with market‑linked growth potential.
|
Term |
3 or 5 years |
|
Min. Investment |
$500 |
|
Cashable |
|
|
Registered |
|
|
Non-Registered |
View current interest rates and sales period details.
May be a good choice if you:
May NOT be a good choice if you:
Personal winwin® Financial Services 3 year Sample Agreements and Disclosures (PDF)
Personal winwin® Financial Services 5 year Sample Agreements and Disclosures (PDF)
Registered winwin® Financial Services 3 year Sample Agreements and Disclosures (PDF)
Registered winwin® Financial Services 5 year Sample Agreements and Disclosures (PDF)
winwin® Market-linked GICs are a sort of hybrid investment vehicle: part GIC, part stock market investment. They protect the investor’s principal investment and offer a minimum guaranteed return with the potential for significantly greater returns (up to a maximum) based on the performance of the market. Think of it as having a stable floor, and potentially a high ceiling. winwin® Market-linked GICs usually have a theme to them, such as focusing on an industry, exclusively national, international, emerging-market stocks, or more recently, responsible investing.
Unlike a traditional GIC, a winwin® Market-linked GIC is tied to a particular stock market index - like financial, healthcare or insurance services - which gives the investor an opportunity to benefit from market gains to a limited maximum.
The basket of securities is linked to 8 equally weighted major Canadian financial & insurance institutions.
| COMPANY | STOCK MARKET |
|---|---|
| Bank of Montreal | Toronto |
| Bank of Nova Scotia | Toronto |
| Canadian Imperial Bank of Commerce | Toronto |
| Intact Financial Corporation | Toronto |
| Manulife Financial Corporation | Toronto |
| National Bank of Canada | Toronto |
| Royal Bank of Canada | Toronto |
| Sun Life Financial Inc. | Toronto |
Historical returns provided are for informational purposes, past performance is not indicative of future returns.
| 3-year Terms | |||
|---|---|---|---|
| issue date / maturity date | minimum guaranteed annual rate | maximum potential cumulative return | actual return received by member |
| Feb 1, 2023 / Feb 2, 2026 | 1.50% | 25.00% | 25.00% |
| Dec 1, 2022 / Dec 1, 2025 | 1.00% | 25.00% | 25.00% |
| Oct 5, 2022 / Oct 10, 2025 | 1.00% | 25.00% | 25.00% |
| June 7, 2022 / June 10, 2025 | 0.60% | 12.00% | 12.00% |
| April 1, 2022 / April 1, 2025 | 0.50% | 12.00% | 12.00% |
| Feb 2, 2022 / Feb 3, 2025 | 0.50% | 12.00% | 12.00% |
| 5- year Terms | |||
|---|---|---|---|
| issue date / maturity date | minimum guaranteed annual rate | maximum potential cumulative return | actual return received by member |
| Feb 3, 2021 / Feb 3, 2026 | 0.10% | 15.00% | 15.00% |
| Dec 2, 2020 / Dec 2, 2025 | 0.80% | 25.00% | 25.00% |
| Oct 2, 2020 / Oct 02, 2025 | 0.80% | 25.00% | 25.00% |
| June 4, 2020 / June 4, 2025 | 0.80% | 25.00% | 25.00% |
| April 3, 2020 / April 3, 2025 | 0.80% | 25.00% | 25.00% |
| Feb 7, 2020 / Feb 7, 2025 | 0.80% | 25.00% | 25.00% |
You could experience a higher than usual interest rate payment on the maturity date of a winwin® term depending on the final index performance. In the final year, the interest rate paid would be the difference between the final rate of return minus the minimum rate already paid. Please seek independent tax advice as required for your unique financial situation.
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Rates as of the start date communicated in the disclosed promotion period.
The minimum guaranteed annual interest rate is paid out annually and does not compound. This product has a ceiling that determines the maximum return that you may receive at maturity. Terms and conditions apply.
The return of a winwin® GIC depends on the performance of the index return that it is linked to over a certain time period, the Minimum Guaranteed Return and the Maximum Potential Cumulative Return.