Rate Increase for 1-Year Term (average 4.25%) - July 27, 2022 | Page 2 | Hubert Financial | Discussion forum

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Rate Increase for 1-Year Term (average 4.25%) - July 27, 2022
July 28, 2022
6:05 am
Norman1
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Yes, it is 4.25%/4 compounded.

The $100,000 to $104,318 that HermanH calculated works out to be 4.24979%/4 compounded quarterly.

I got $104,317.49 in my calculations for $100,000 that would be purchased July 27 and have 92 days of 4.1%, 92 days of 4.2%, 90 days of 4.3%, and 91 days of 4.4%. That works out to be 4.24930%/4 compounded quarterly.

Date Days Rate Begin Interest End
27-Jul-2022 92 4.10% $100,000.00 $1,033.42 $101,033.42
27-Oct-2022 92 4.20% $101,033.42 $1,069.57 $102,102.99
27-Jan-2023 90 4.30% $102,102.99 $1,082.57 $103,185.56
27-Apr-2023 91 4.40% $103,185.56 $1,131.93 $104,317.49
27-Jul-2023 $104,317.49
July 28, 2022
7:41 am
savemoresaveoften
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Norman1 said
Yes, it is 4.25%/4 compounded.

The $100,000 to $104,318 that HermanH calculated works out to be 4.24979%/4 compounded quarterly.

I got $104,317.49 in my calculations for $100,000 that would be purchased July 27 and have 92 days of 4.1%, 92 days of 4.2%, 90 days of 4.3%, and 91 days of 4.4%. That works out to be 4.24930%/4 compounded quarterly.

Date Days Rate Begin Interest End
27-Jul-2022 92 4.10% $100,000.00 $1,033.42 $101,033.42
27-Oct-2022 92 4.20% $101,033.42 $1,069.57 $102,102.99
27-Jan-2023 90 4.30% $102,102.99 $1,082.57 $103,185.56
27-Apr-2023 91 4.40% $103,185.56 $1,131.93 $104,317.49
27-Jul-2023 $104,317.49

  

Not if u are putting in $10mm

screenshot.jpg

July 28, 2022
8:17 am
cgouimet
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The point remains that the Hubert 4.25% 1 Yr quarterly GIC for a full year pays more interest than other FI's at 4.25% compounded annually. Better than their step-sibling Accelerate too ...

CGO
July 28, 2022
8:26 am
cgouimet
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Isn't interesting how math is boring to most until you place "$" in front of the numbers ...

CGO
July 28, 2022
8:58 am
Lodown
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savemoresaveoften said

Not if u are putting in $10mm

screenshot.jpg  

Can you really invest $10M into Hubert and get 4.25% compounded quarterly...truly no limit to it?

July 28, 2022
3:37 pm
pooreva
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Lodown said
Can you really invest $10M into Hubert and get 4.25% compounded quarterly...truly no limit to it?  

Yes, you can. But imagine how much TAX you would pay for measly 431K interest.

July 30, 2022
9:18 am
Norman1
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savemoresaveoften said

Not if u are putting in $10mm

screenshot.jpg

It is actually. That $1.59 difference in the interest on $10 million is just rounding.

The more precise average rate is

4 x [4(1 + ¼ x 4.1%)(1 + ¼ x 4.2%)(1 + ¼ x 4.3%)(1 + ¼ x 4.4%) - 1]
= 4.2499845%

$1.59 is insignificant compared to the difference from the starting date of the term deposit:

Date Days Rate Begin Interest End
27-Jul-2022 92 4.10% $10,000,000.00 $103,342.47 $10,103,342.47
27-Oct-2022 92 4.20% $10,103,342.47 $106,957.03 $10,210,299.50
27-Jan-2023 90 4.30% $10,210,299.50 $108,257.15 $10,318,556.65
27-Apr-2023 91 4.40% $10,318,556.65 $113,193.15 $10,431,749.80
27-Jul-2023 $10,431,749.80
Date Days Rate Begin Interest End
04-Aug-2022 92 4.10% $10,000,000.00 $103,342.47 $10,103,342.47
04-Nov-2022 92 4.20% $10,103,342.47 $106,957.03 $10,210,299.50
04-Feb-2023 89 4.30% $10,210,299.50 $107,054.29 $10,317,353.79
04-May-2023 92 4.40% $10,317,353.79 $114,423.69 $10,431,777.48
04-Aug-2023 $10,431,777.48
July 30, 2022
11:02 am
cgouimet
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Norman1 said

savemoresaveoften said

Not if u are putting in $10mm

screenshot.jpg

It is actually. That $1.59 difference in the interest on $10 million is just rounding.

The more precise average rate is

4 x [4(1 + ¼ x 4.1%)(1 + ¼ x 4.2%)(1 + ¼ x 4.3%)(1 + ¼ x 4.4%) - 1]
= 4.2499845%

$1.59 is insignificant compared to the difference from the starting date of the term deposit:

Date Days Rate Begin Interest End
27-Jul-2022 92 4.10% $10,000,000.00 $103,342.47 $10,103,342.47
27-Oct-2022 92 4.20% $10,103,342.47 $106,957.03 $10,210,299.50
27-Jan-2023 90 4.30% $10,210,299.50 $108,257.15 $10,318,556.65
27-Apr-2023 91 4.40% $10,318,556.65 $113,193.15 $10,431,749.80
27-Jul-2023 $10,431,749.80
Date Days Rate Begin Interest End
04-Aug-2022 92 4.10% $10,000,000.00 $103,342.47 $10,103,342.47
04-Nov-2022 92 4.20% $10,103,342.47 $106,957.03 $10,210,299.50
04-Feb-2023 89 4.30% $10,210,299.50 $107,054.29 $10,317,353.79
04-May-2023 92 4.40% $10,317,353.79 $114,423.69 $10,431,777.48
04-Aug-2023 $10,431,777.48

  

I'm bookmarking this for when I decide to put $10MM in a Hubert 1Yr GIC ...

CGO
July 30, 2022
11:34 am
Greedy Guy
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For more modest means investors, investing in a Tangerine 1 yr GIC at 4.5% is a better solution. Tangerine 95k GIC is fully covered by CDIC. Hubert GIC is not guaranteed by government.

July 30, 2022
11:55 am
cgouimet
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Greedy Guy said
For more modest means investors, investing in a Tangerine 1 yr GIC at 4.5% is a better solution. Tangerine 95k GIC is fully covered by CDIC. Hubert GIC is not guaranteed by government.  

DGCM is a MB Gov Agency that covers 100% of deposits at MB member FI's. Funding is from member FI's not MB Gov.

CDIC is a Crown Corp and is also member funded without Gov funding.

CGO
July 30, 2022
12:07 pm
Loonie
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In other words, neither has comprehensive explicit government back-up. And neither has enough funds to reimburse everything they guarantee, should it come to that.

July 30, 2022
12:58 pm
phrank
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Greedy Guy said
For more modest means investors, investing in a Tangerine 1 yr GIC at 4.5% is a better solution. Tangerine 95k GIC is fully covered by CDIC. Hubert GIC is not guaranteed by government.  

There is a huge difference during unstable times, to have access to your funds every 3 months without penalty vs an entire year locked away. There's no comparison at all between these 2 options IMO.

July 30, 2022
1:27 pm
Norman1
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If one does compare them, then the Hubert one-year term, that compounds quarterly, is equivalent to a 4.3178% one-year GIC that compounds only annually.

July 30, 2022
2:19 pm
Greedy Guy
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cgouimet said

DGCM is a MB Gov Agency that covers 100% of deposits at MB member FI's. Funding is from member FI's not MB Gov.

CDIC is a Crown Corp and is also member funded without Gov funding.  

DGCM covers member FI deposits with its investment portfolio: $437 million as of Dec 31, 2021.

CDIC covered deposits are backed by a $6 billion investment portfolio as of June 30, 2020 and government regulated/supported loans:

"Under the CDIC Act, CDIC has the authority to access additional funds through borrowing. CDIC’s statutory borrowing limit is indexed to the growth of insured deposits and, as at December 31, 2019, CDIC could borrow up to $25 billion, subject to approval by the Minister of Finance. Additional borrowing could be provided by Parliament through an Appropriation Act if available funding was not sufficient. CDIC could also receive loans from the Government of Canada beyond its statutory borrowing limit when deemed necessary to promote the stability or maintain the efficiency of the financial system in Canada."

https://www.cdic.ca/what-happens-in-a-failure/resolution-funding/

July 30, 2022
2:51 pm
savemoresaveoften
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Norman1 said

savemoresaveoften said

Not if u are putting in $10mm

screenshot.jpg

It is actually. That $1.59 difference in the interest on $10 million is just rounding.

The more precise average rate is

4 x [4(1 + ¼ x 4.1%)(1 + ¼ x 4.2%)(1 + ¼ x 4.3%)(1 + ¼ x 4.4%) - 1]
= 4.2499845%

$1.59 is insignificant compared to the difference from the starting date of the term deposit:

Date Days Rate Begin Interest End
27-Jul-2022 92 4.10% $10,000,000.00 $103,342.47 $10,103,342.47
27-Oct-2022 92 4.20% $10,103,342.47 $106,957.03 $10,210,299.50
27-Jan-2023 90 4.30% $10,210,299.50 $108,257.15 $10,318,556.65
27-Apr-2023 91 4.40% $10,318,556.65 $113,193.15 $10,431,749.80
27-Jul-2023 $10,431,749.80
Date Days Rate Begin Interest End
04-Aug-2022 92 4.10% $10,000,000.00 $103,342.47 $10,103,342.47
04-Nov-2022 92 4.20% $10,103,342.47 $106,957.03 $10,210,299.50
04-Feb-2023 89 4.30% $10,210,299.50 $107,054.29 $10,317,353.79
04-May-2023 92 4.40% $10,317,353.79 $114,423.69 $10,431,777.48
04-Aug-2023 $10,431,777.48

  

The diff of $27.xx is essentially 1 day of interest diff of 0.1% for 1 day on 10mm.

Re the $1.XX diff, I am just saying 4.25% is just a dumb down average, not the real math avg, which u calculated to be 4.2499xxx

July 30, 2022
4:55 pm
Greedy Guy
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Loonie said
In other words, neither has comprehensive explicit government back-up. And neither has enough funds to reimburse everything they guarantee, should it come to that.  

CDIC was established by federal legislation, CDIC Act. CDIC coverage is guaranteed by a large investment portfolio and, if required, federal government regulated/supported loans.

July 30, 2022
5:20 pm
Greedy Guy
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phrank said

There is a huge difference during unstable times, to have access to your funds every 3 months without penalty vs an entire year locked away. There's no comparison at all between these 2 options IMO.  

DGCM deposits are guaranteed by its investment portfolio: $437 million as of Dec 31, 2021. CDIC coverage is guaranteed by its $6 billion investment portfolio (as of June 30, 2020) and, if required, federal government regulated/supported loans.

CDIC deposits with government support (as required) is my choice.

July 30, 2022
6:28 pm
phrank
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Greedy Guy said

DGCM deposits are guaranteed by its investment portfolio: $437 million as of Dec 31, 2021. CDIC coverage is guaranteed by its $6 billion investment portfolio (as of June 30, 2020) and, if required, federal government regulated/supported loans.

CDIC deposits with government support (as required) is my choice.  

Your preference is just that and everyone should go with theirs, but who you choose to trust and which product you prefer does not make 2 very different products comparable.

July 30, 2022
7:23 pm
Greedy Guy
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You are right. Your preference is based on flexibility to cash the GIC early.

As I have no need to cash the GIC early, my preference is based on the lower risk CDIC backed GIC.

July 30, 2022
7:36 pm
Loonie
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Norman1 said
If one does compare them, then the Hubert one-year term, that compounds quarterly, is equivalent to a 4.3178% one-year GIC that compounds only annually.  

Hubert has an additional advantage. If rates go up , you may be able to cash out and reinvest at a higher rate during the year. As long as the first quarter new rate is higher than the one you would otherwise have, you're good.

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