By George Whittle
Moody’s recently published their latest ‘Sector Comment’ regarding Australian Residential Mortgage Backed Securities (RMBS) and drew several conclusions about the pools of mortgages they rate. We profile the Liberty 2014 -2 and test an extreme scenario
![House in the snow House in the snow](https://thewire.blob.core.windows.net/web/images/default-source/default-album/snowhouse.png?sfvrsn=acffb75a_0)
Moody’s recently published their latest ‘Sector Comment’ into Australian Residential Mortgage Backed Securities and drew several conclusions about the pools of mortgages they rate:
- Rising house prices have added an average of 14% equity to mortgages since they were originated which will absorb losses if loans default
- House price appreciation has varied substantially across states and territories with NSW and Victoria exhibiting the highest “additional equity cushions” and Western Australia experiencing depreciation
- Some exposures in mining areas may now have negative equity, but the exposure to these loans within RMBS is low
Most RMBS pools are geographically diverse, although regional bank and non bank lenders may have more concentrated pools. With the exception of Western Australia, all states have benefited to some degree by rising prices as reflected by Loan-To-Value ratios.
Indexed LTVs are adjusted by Moody’s to a regional house price index
Source: CoreLogic, Moody’s loan by loan database
While typically RMBS investors will look at the original valuation of the underlying properties, this analysis adjusts those values for average house price movements since the loans were established. The outcome of this is that investors in RMBS secured over well seasoned pools may have substantially different buffers against loss than as reported by ‘current LTV’. In every state apart from Western Australia, movements in house prices have on average improved borrowers’ equity positions.
One RMBS pool highlighted by Moody’s as a result of their indexed LTV analysis is Liberty 2014-2. Below we will work through the implications of this analysis, and how this compares to the features in the transaction that protect noteholders against losses.
Loan by loan database – Liberty 2014-2
Source: CoreLogic RP Data Regional House Price Indices, Moody’s
According to Moody’s indexed LTV measure, 7.9% of this pool of loans has a balance greater than the value of the property security. This doesn’t necessarily mean that these particular borrowers are in arrears or are incapable of servicing their loans - it just refers to the amount they owe versus the value of their security. On the left hand side of the chart, we see that indexation almost doubles the number of properties with LTVs less than 50%.
Overall, weighted average LTV is going in the right direction for this pool, and with weighted average seasoning at more than 4 years, the additional equity buffer available for most of the loans is not insignificant – weighted average indexed LTV is nearly 8% lower at 62.7%.
Weighted average LTV (current) – Liberty 2014-2
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)
Source: Moody’s
However, the level of arrears as a percentage of the portfolio has risen since the transaction issued.
Delinquency by current LTV- Liberty 2014-2
![](data:image/png;base64,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)
Source: Moody’s
It is important to cross reference the indexed LTV of loans with the level of arrears to determine pockets of concern, as displayed in the table below.
Loan amount and delinquency rates by LTV as a percentage of deal current balance (CB) – Liberty 2014-2
![](data:image/png;base64,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)
Source: Moody’s
If every loan in arrears by more than 30 days and with an indexed LTV greater than 80% were foreclosed upon immediately, our estimate is that there would be a loss of $1.22m, assuming that the costs of sale (inclusive of selling commissions, maintenance and unpaid interest) would equal 20% of the value of the property.
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)
Source: FIIG Securities
While senior note holders gain security from an appreciation in overall pool quality, deterioration in the riskiest parts of the pool can be important for junior note holders. In a given period, losses on foreclosed properties are initially covered by excess spread, and if this is not sufficient it falls to cash reserves and then to more junior notes to provide protection. In the case of Liberty 2014-2, F Note holders have the buffers of excess spread, a $1.5m cash reserve, and more junior G Notes totalling $2.5m. As a percentage of the transaction, the size of these buffers has more than tripled from 0.50% on issue to 1.62% today. To date, there have been cumulative losses of $1,477 on the pool of $500m and this has been wholly covered by excess spread.
In the extreme stress scenario outlined previously, which assumes that every single borrower currently in arrears with an indexed LTV of greater than 80% defaults, we projected a loss of $1.22m. In the absence of any excess spread, this would reduce the $1.5m cash reserve and not affect a charge-off to either G or F Note holders. Absent further losses, these buffers would then be replenished by incremental excess spread earned on the portfolio each month.
Indeed, this additional credit enhancement and the performance of the underlying pool of loans led to an upgrade in credit rating on the F Notes in July last year by Moody’s. Coincidentally, the F Notes were upgraded again while this article was being written, as a result of “an increase in credit enhancement (from note subordination and the Guarantee Fee Reserve Account) available for the affected notes.”
Junior RMBS are not without risk; however, deterioration in quality of some of the underlying mortgages is protected against by the buffers that accrue underneath. These buffers lead to continuous credit enhancement which is sometimes recognised by the credit ratings agencies and almost always makes the notes safer over time.
Note: Clients who have questions about investing in RMBS should contact their dealer.
Glossary
Loan to value (LTV)
The ratio of the total loan to the value of the property securing the loan. For example, if $400,000 is lent to acquire a property valued at $500,000, LTV would be 80%. The lower the LTV, the lower the risk to the lender.
Excess spread
The interest income to RMBS transactions which is in excess of the cash required to meet interest payments and tax and management charges, and which replenishes any previously incurred losses and charge offs. Excess spread may then be returned as equity.
Bibliography
1. Liberty Financial Pty Ltd. Liberty Funding Series 2014-2: January 2017. [Online] January 3, 2017.
2. Moody's Investors Service, Inc. Moody's upgrades ratings on notes from three Liberty Series RMBS. [Online] February 9, 2017.
3. —. RMBS: Rising Housing Prices Provide Equity Cushion To Absorb Losses. [Online] January 19, 2017.
4. —. Moody's upgrades ratings of notes issued by Liberty Series. [Online] July 14, 2016.