Neutral Citation Number: [2016] EWCA Civ 1293
Case No: A3/2016/2026 & 2025 & 2024 &2027
IN THE COURT OF APPEAL (CIVIL DIVISION)
ON APPEAL FROM THE CHANCERY DIVISION
The Chancellor of the High Court
HC 2015 -004155, [2016] EWHC 969 (Ch)
Royal Courts of Justice
Strand, London, WC2A 2LL
Date: 20/12/2016
Before:
LADY JUSTICE ARDEN
LORD JUSTICE UNDERHILL
and
LORD JUSTICE BRIGGS
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Between:
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Credit Suisse Asset Management LLC |
Appellant |
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(1) Titan Europe 2006-1 P.L.C. (2) U.S. Bank Trustees Limited (3) Elavon Financial Services Limited (4) Attestor Value Master Fund LP
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1 st Respondent 2 nd Respondent 3 rd Respondent 4 th Respondent |
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And Between: |
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Credit Suisse Asset Management LLC |
Appellant |
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- and - |
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(1) Titan Europe 2006-2 P.L.C. / Cornerstone Titan 2007 - 1 P.L.C. / Titan Europe 2007 -2 Limited (2) U.S. Bank Trustees Limited (3) Elavon Financial Services Limited |
1 st Respondent 2 nd Respondent 3 rd Respondent |
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Ben Strong QC (instructed by Sidley Austin LLP ) for the Appellant
Stephen Robins (instructed by Reed Smith LLP ) for the 1 st Respondent
Alexander Cook (instructed by K & L Gates LLP ) for the 2 nd Respondent
Jeremy Goldring QC and Andrew de Mestre (instructed by Allen & Overy LLP ) for the 3 rd Respondent
Sue Prevezer QC and Alex Barden (instructed by Quinn Emanuel Urquhart and Sullivan LLP ) for the 4 th Respondent
Hearing date: 13 th October 2016
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Judgment Approved
LADY JUSTICE ARDEN:
Issue: extent of interest entitlement of Class X Notes of Titan
Documentation supporting the issue of the Notes
6. I have summarised this in Appendix 1 to this judgment.
Crucial and significant characteristic of the SPV
Numerator used for determining interest entitlement of the Class X Notes
11. The relevant provision reads:
The "Class X Interest Rate" for any Payment Date is a per annum rate expressed as a percentage calculated as follows: (a) the product of: (i) the aggregate outstanding principal balance of the Loans as at the beginning of the related Interest Accrual Period expiring immediately before such Payment Date and (ii) the Class X Net Weighted Average Strip Rate, divided by (b) the Principal Amount Outstanding on the Class X Notes immediately before such Payment Date.
The "Class X Net Weighed Average Strip Rate" with respect to any Payment Date will be a per annum rate equal to the excess, if any, of (x) the Net WAC Rate for the related Interest Accrual Period over (y) the weighted average of the Rates of Interest of the Notes (other than Class X Notes and the Class V Notes) (weighted on the basis of the respective Principal Amount Outstanding of such Classes immediately prior to such Payment Date).
The "Net Mortgage Rate" for any Loan, with respect to any Payment Date is equal to (a) the related per annum interest rate due on such Loan (which, with respect to each Loan, is the interest after giving effect to the related Interest Rate Swap Transaction) less (b) the Administrative Cost Rate.
The "Net WAC Rate" with respect to any Payment Date is equal to the weighted average of the Net Mortgage Rates for the Loans weighted on the basis of their respective principal balances as at the preceding Payment Date (after deducting any losses realised on the Loans during the Collection Period immediately preceding such Payment Date upon a Final Recoverability Determination by the Special Servicer) or in the case of the first Payment Date, the first day of the related Interest Accrual Period.
Judgment of the Chancellor
i) the fact that each of the underlying loans would have stated an annual rate of interest in the loan contract.
ii) the fact that the Offering Circular described the ordinary rate of interest as a per annum rate, and made no reference to default rates.
iii) the documentation for the underlying loans was not available for inspection.
iv) by contrast, "Administrative Cost Rate" expressly referred to a variable per annum rate and set out a formula to convert periodic sums into an annual amount.
v) the fact that taking into account default interest would undoubtedly add considerably to the complexity of the calculation of the Class X interest rate. The other elements of the calculation were comparatively simple.
the worse the Loans perform the higher proportion of the Loan income is payable to the Class X Noteholder. That is counter-intuitive bearing in the mind that the Class X Notes represent the financial reward to the Originator of the structured note offering, which was intended to attract investors on the basis that the Loans were sound and shown to be such by favourable Moody's ratings for the Notes. ([55])
discussion
1. The principles of interpretation to be applied to the issue on this appeal
24. The general approach that courts should adopt when called on to interpret a document was described most recently by Lord Neuberger in Arnold v Britton [2015] AC 1619. This case concerned the calculation of service charges payable under leases for holiday chalets. At paragraph 15, Lord Neuberger said:
When interpreting a written contract, the court is concerned to identify the intention of the parties by reference to "what a reasonable person having all the background knowledge which would have been available to the parties would have understood them to be using the language in the contract to mean", to quote Lord Hoffmann in Chartbrook , para 14. And it does so by focussing on the meaning of the relevant words ... in their documentary, factual and commercial context. That meaning has to be assessed in the light of (i) the natural and ordinary meaning of the clause, (ii) any other relevant provisions of the [contract], (iii) the overall purpose of the clause and the [contract], (iv) the facts and circumstances known or assumed by the parties at the time that the document was executed, and (v) commercial common sense, but (vi) disregarding subjective evidence of any party's intentions.
32. The process of interpretation is a unitary exercise (per Lord Clarke in Rainy Sky v Kookmin [2011] 1 WLR 2900 at [21], cited in Arnold v Britton by Lord Hodge JSC, who agreed with Lord Neuberger PSC)). It is appropriate as part of the process of interpretation to perform a cross-check of the natural meaning of any provision in issue against the commercial common sense of the provision. This may lead to some refinement although that commercial common sense must not lightly be given precedence over the natural, that is, the contextual, meaning of the language which the parties used.
2. Application of the principles of interpretation to the particular documentation in this appeal
(A) Language used in the relevant provisions
i) It is a defined term. This option can be ruled out because, despite the 85-page Master Definitions Schedule, a separate document to which the Ts & Cs are expressly subject and which was available for inspection, there is no definition of "per annum interest" or "per annum interest rate".
ii) It embodies a direction to annualise an interest rate for the purpose of calculating the Strip Rate. This can be ruled out too because, as the calculation in Appendix 4 demonstrates, the definition of the Strip Rate does not itself require any annualisation. This is so even if the default rate formed part of the per annum rate.
iii) The per annum interest rate is a term which refers to an interest rate which has already been annualised, and which is referred to as such expressly or by implication elsewhere in the documentation.
(B) Commercial Logic
Conclusion
Note: Appendices to Arden LJ's judgment commence on page 38.
Lord Justice Underhill
Lord Justice Briggs
61. It is appropriate to start with an appreciation of the general purpose of the interest formula for the Class X Notes, because that forms a central part of the context against which the critical phrase must be construed. Class X Notes of this kind are becoming a familiar feature of Commercial Mortgage-Backed Securitisation ("CMBS") structures. The general purpose of the interest formula by which their coupon is defined was well summarised by Snowden J in Hayfin Opal Luxco 3 SARL and another v Windermere VII CMBS plc and others [2016] EWHC 782 (Ch) at paragraph 9, as follows:
"In contrast to the Regular Notes, the Class X Note has a principal amount of only €50,000 and does not pay a rate of interest in any conventional sense. In general terms it is designed to pay out to its holder the excess interest (if any) which is expected to arise in the hands of the Issuer from the underlying commercial mortgage loans in the relevant interest period, over and above the amounts that the Issuer is obliged to pay in respect of certain fees and costs of the CMBS structure and the amounts of interest payable on the Regular Notes."
62. An appeal from that case was to have been heard in October 2016 had it not been settled. I recognize that each securitization structure must be examined as to its general purpose by reference to its own terms, whic h may differ form those examined in another case. But there is nothing controversial about this general description, and it is in my view fully applicable to the Class X Notes in this case. The general purpose of the formula for calculating the Class X Note interest rate is to identify, strip out and pay that excess to the Class X noteholders.
63. The experienced reader would therefore expect to find, in the part of the formula directed to defining the interest expected to arise in the hands of the Issuer from the underlying commercial mortgage loans in the relevant interest period a defining phrase which captured the whole of the Issuer's interest entitlement, rather than only some part of it. I say 'entitlement' because it is clear that this formula uses entitlement to, rather than receipt of, interest as the governing criterion. It speaks of interest due rather than interest received, and leaves any shortfall in actual receipts to be dealt with by the priority provisions of the waterfall. In the language of Mr Petersen's excellent book, it is one of those structures which permits "ongoing revenue extraction even when the underlying loans are stressed or distressed and there are significant shortfalls to noteholders".
64. Of course the designers of the structure would be free to depart from that overall general purpose, by starting with something less than the whole of such interest, but the reader would I think expect to see any such departure spelt out in clear terms, and provision made for the ultimate destination of the part left out, other than (as here) to charity. But the critical phrase simply refers to the "per annum interest rate due" rather than to some lesser part of it. I will return to the implication (if any) to be derived from "per annum". Prima facie, the reference to "interest" means all interest of the qualifying kind. By the same token, reference to the "interest rate" due also means the whole rather than only part of the rate contractually due under the terms of the loan agreement as at the Payment Date.
65. Where a contract speaks of something by using a general definition, such as interest, rent, royalties, commission or any other kind of income, I would have thought it axiomatic that everything falling fairly within that definitive word is prima facie intended to be included, unless the context requires some more restricted meaning. The interpreter does not start as an agnostic on the question whether all or some undefined part is intended to be included.
66. The argument in the present case has I think been distorted by treating 'default interest' as if it were some separate "interest due on the Loan" distinct from 'ordinary interest'. In the relevant context, the formula refers to the interest rate due with respect to a particular Payment Date, rather than to the interest rate due under the Loan throughout its life, or even for a whole calendar year. As at that date (or during the immediately preceding Interest Accrual Period, which will usually be a quarter), the loan will either be in default or it will not. Default may consist of a failure to pay interest or capital on time, or it may include other events of default, such as a breach of warranties or covenants. If the Loan is not in default then the 'ordinary' fixed or floating rate provided for in the loan agreement will be the interest rate due. If it is in default then the higher default rate, also specified in the loan agreement, will be the rate due. In either case it will be a single rate, although it may be a fixed rate or (in the case of at least one of these Loans) a floating rate, but capable of being expressed (so as to be capable of being used in this formula) as a specific percentage rate at any particular Payment Date. The language of a particular loan agreement may either specify two different rates (e.g. 7% ordinary and 9% default) or an ordinary rate and a default supplement (e.g. 7% and 2%), but the effect is the same. If there is a default the higher rate (e.g. 9%) will be the rate due as at the relevant Payment Date.
67. I must now directly address the "per annum" point which features so decisively in my Lady and my Lord's judgments (although not in the Chancellor's analysis). My Lady describes the words "per annum" as words of limitation (at paragraph 39), which call for a search for a rate which meets that description, and for the exclusion of any rate which does not. For my part I have been unable to treat the use of "per annum" in that way, or to attribute to those words any significant weight in the resolution of the issue before the court. They are not in my view words of limitation at all, but rather words of denomination.
68. Interest rates are usually denominated in percentage terms as rates per annum. If for some reason they are expressed by reference to any shorter period (such as per quarter, per week or even per day) they may easily be converted for comparison purposes to a rate per annum by applying the appropriate multiplier (such as 4, 52 or 365.25). This is as true for floating rates as it is for fixed rates. The periodicity of payment dates and the frequency of the occasions when the rate (if a floating rate) may rise or fall has nothing at all to do with the period by reference to which the percentage rate is denominated. A rate per annum may typically be payable quarterly or monthly, and a rate per day payable weekly or quarterly. Floating rates may change at any time, but still be expressed as rates per annum.
69. In the present case the critical phrase "related per annum interest rate due on such Loan" is but one part of a complex formula designed to produce the "Class X Interest Rate" for each relevant (usually quarterly) Payment Date which is itself a rate per annum. The purpose of the formula, viewed as a whole, is to identify (A) the rate payable by the Issuer on the A to H Notes (called "the weighted average of the Rates of Interest of the Notes"), then (B) the weighted average of the rates payable by the borrowers to the Issuer under the Loans, adjusted for Swaps and Administrative Costs (called "the Net WAC Rate"), and then to identify the amount by which B exceeds A, again expressed as a rate (called "the Class X Net Weighted Average Strip Rate"), which then serves as the basis for the calculation of the interest rate payable on the Class X Notes. For the formula to work, every element in it needs to be denominated in the same rate currency, i.e. as a rate per annum.
70. The input items for the formula, starting at the bottom, are (i) the related per annum interest rate due on each Loan, (ii) the adjustment to it caused by giving effect to the related Interest Rate Swap Transaction, (iii) the Administrative Cost Rate, (iv) the Net Mortgage Rate, (v) the Net WAC Rate, (vi) the weighted average of the Rates of Interest of the Notes, and (vii) the Class X Net Weighted Average Strip Rate. All of them are, and must be, if the formula is to work, denominated by the same period, in this case rates per annum. This is so stated expressly for the Class X Interest Rate and for items (i), (iii) and (vii). It must be so for item (ii) because it is used to adjust item (i). It is true for item (iv) because it is the aggregate of items (i) to (iii). It is true for item (v) because it is a weighted average of item (iv) for all the relevant Loans. It is in fact true for item (vi) by reference to other parts of the Ts & Cs.
71. It is reasonable to suppose therefore that the express use of "per annum" in the critical phrase, which is used to define the applicable interest rate at the bottom of the pyramid established by the formula, is there not for the purpose of identifying only some particular rate or some part of the interest rate contractually due on the Payment Date under each Loan, but rather for the purpose of ensuring that whatever rate is contractually due as at that date is expressed (and if necessary recalculated) by reference to a per annum denominator, which is the common currency of the formula as a whole.
72. The actual terms of the Loans are not admissible for construction, because they were not known to the investors in the Notes (beyond the incomplete summaries in the Offering Circular). It is just about conceivable that default rates in one or more Loans could have been expressed other than as rates per annum, so that, unless excluded, they would need to be converted into rates per annum to produce a calculation of the rate per annum at each relevant Payment Date. If, as seems to me to be very likely, the default rate is stated in the loan agreement as a rate per annum there would be no difficulty, because the default rate would be the "per annum interest rate due on the Loan" on any Payment Date when it was in default. If (say) the default rates provided for in half the loan agreements were rates per annum, and the other half were rates per quarter, it would be bizarre if, merely because of the use of "per annum" in the critical phrase, the former were included but the latter excluded.
73. I do not in this context mean that the calculation of the Class X Interest Rate for any Payment Date has to be "annualized" in the sense described by my Lady in paragraph 39 (ii) and Appendix 4. It is not that the calculation must account for interest payable over a whole year. Clearly the formula is to be applied separately for each Interest Accrual Period ending on a Payment Date. But the calculation is to be by reference to percentage rates, and there must therefore be a common (i.e. in this case per annum) denominator used throughout.
74. It may be that, viewed from a particular Payment Date, the borrower under a relevant Loan will have been in default for only part of the relevant Interest Accrual Period ending on that date, which may or may not have included the Payment Date itself. But the question what rate is due on that date by reason of the default will be a question of construction of the relevant loan agreement, and no one has suggested that this gives rise to any obstacle to having regard to default in deciding what interest rate per annum is due as at the relevant date. If for example the default rate only accrues under a particular loan agreement on any day when there is a default, then a default for half an Interest Accrual Period will lead to a rate due as at the Payment Date half way between the ordinary and default rates, if that is what the loan agreement provides.
75. My Lady derives assistance (at paragraph 42) from the fact that the voluminous documentation nowhere contains directions for the calculation of the effect of default rates, and (at paragraph 45) that no mention of default interest is made in the formula which contains the critical phrase, or elsewhere in the Ts & Cs. In the present context I do not find that surprising. The rate of interest due under a relevant Loan at any relevant Payment Date depends upon the terms of the relevant loan agreement, and will for reasons already stated be, or easily be capable of being, expressed as a single rate per annum, in which default may or may not have a part to play. Default is simply part of the contractual basis upon which a particular specified rate is due under the terms of the relevant loan agreement. The per annum rate for the purposes of the formula will in any event be the result of a calculation because of the need to factor in the effect of the related Interest Rate Swap Transaction, which will in general convert all or part of fixed rates into floating rates: see pages 25 and 180 of the Offering Circular.
76. For similar reasons I derive no significant assistance from the terminology used to describe Default Rate in the Offering Circular, or from the use of "p.a." as part of the description therein of the so-called "ordinary" rates for each Loan. The non-default or ordinary rates were all in fact rates per annum, and the default rates probably were as well. In any event, even if not, a default rate denominated by some other period would easily be convertible into a rate per annum, regardless whether it was payable for a period of default as short as a quarter, a week or even a day.
77. The result is that my iterative review of the meaning of the critical phrase in its context leaves me where I started, namely thinking that, subject to questions as to overall purpose and commercial logic, the "per annum interest rate due" means whatever rate is contractually due from the borrower under the relevant loan agreement as at the relevant Payment Date, expressed as a rate per annum. If default by the borrower means that a higher rate is due, then that is the applicable rate.
78. I therefore approach the commercial logic part of the analysis from the opposite starting point from that of my Lady and my Lord. If the effect of default by the borrower upon the interest rate due is not prima facie excluded by the critical phrase read in context, then is that a result which conflicts with the overall purpose of the formula in which it is contained, or otherwise offends commercial common sense?
79. I have already described what I believe to be the undisputed overall general purpose of the formula for quantifying the interest payable to the holders of the Class X Notes, by reference to the pithy summary in the Windermere case. It will be apparent that my provisional conclusion about the contextual meaning of the critical phrase accords fully with that general purpose, and does so better than the interpretation which excludes so-called default interest. This is because the inclusion of default interest captures the whole of the excess of the Issuer's entitlement over that of the Class A to H noteholders, whereas its exclusion captures only part of that excess. The point was put in argument as flowing from the unlikelihood that the hardened business people who constructed this structure really wanted anything of value to end up in the hands of the charitable shareholders of the Issuer. We heard (and read) elaborate submissions about whether in most default situations that would in any event be the result of excluding default interest. For my part I regard those arguments, depending inevitably upon a degree of hindsight about the typical default situation which might arise, as beside the point.
80. A whole range of submissions were advanced in support of, and against, the proposition that the effect of including default interest was contrary to commercial common sense. They were developed with consummate skill and sophistication, and some of them were adopted by the Chancellor in his judgment: see Appendix 2 below. For my part, the only one which carried real weight was the potentially harsh effect of the inclusion of default interest upon noteholders lower in the waterfall than the Class X Notes where, notwithstanding the substantial loan to value cushion built into the securitisation structure, a very serious and widespread default by numerous borrowers (as later occurred) gives rise to an overall shortfall. The point is in a sense aggravated by the arguable non-disclosure of this particular risk in the Offering Circular.
"...the reliance placed in some cases on commercial common sense and surrounding circumstances... should not be invoked to undervalue the importance of the language of the provision which is to be construed. The exercise of interpreting a provision involves identifying what the parties meant through the eyes of a reasonable reader, and, save perhaps in a very unusual case, that meaning is most obviously to be gleaned from the language of the provision. ...when it comes to considering the centrally relevant words to be interpreted, I accept that the less clear they are, or, to put it another way, the worse their drafting, the more ready the court can properly be to depart from their natural meaning. That is simply the obverse of the sensible proposition that the clearer the natural meaning the more difficult it is to justify departing from it."
"The obligations of the parties to the transactions contemplated herein are set forth in and will be governed by certain documents described herein, and all of the statements and information contained herein are qualified in their entirety by reference to such documents."
Appendices to the judgment of Arden LJ
Appendix 1
The documentation for the CMBS was complex and lengthy. The following features are the key features relevant to this appeal:
i) Offering Circular: The Notes were offered for sale on the basis of the Offering Circular, a carefully drawn document of over 200 pages. This is market practice and any subsequent purchaser of the Notes would appreciate that. The Offering Circular states that the initial purchasers of the Notes could inspect the documents listed in this paragraph, other than the inter-creditor deed referred to below. So purchasers can be taken to know of the contents of those documents. There are some important statements in the Offering Circular referred to later in this document.
ii) Trust Deed: For ease of enforcement, the SPV's covenants, for example, to make payments of interest and capital on the Notes, are given in favour of a trustee for the Noteholders and the Ts & Cs are set out in a schedule to the trust deed. The interest rate payable on the Class X Notes was a fraction, and the current dispute relates to the numerator of the fraction only.
iii) Cash Management Agreement: The trustee is a party to this agreement, which sets out the order of priority for the payment of interest due on the Notes. The Class X Notes enjoy priority for payment of interest and capital as they rank for those payments, with the Class A Notes, in priority to all other classes of Notes. The provision setting out the priority is known as the "waterfall". The Class X Notes stand at the top of the waterfall.
iv) Liquidity Facility: there is a risk that, because of borrower default, there will not be enough cash in the SPV to pay the interest due on the Notes and so the originator will set up a liquidity facility to fund these cash flow difficulties.
v) Swap Agreement: Where the currencies of the underlying loans and of the Notes differ, repayments of capital and payments of interest will be hedged by a swap transaction to minimise loss due to currency conversion. Similarly, where, as here, the rates of interest on the underling loans are, or are mostly, fixed whereas the rates of interest on the Notes are floating, payments of interest may be hedged by a swap transaction to minimise lots due to movements in interest rates. There is no evidence as to whether the swap agreement covers default interest. Again, this agreement is part of the background in this case but its terms have no bearing on the current dispute.
vi) Servicing Agreement: A person was appointed to service or manage the underlying loans.
vii) Inter-creditor deed: Some of the loans had been "tranched" by an inter-creditor deed, that is, subjected by this Agreement to subordination in part with a view to only the non-subordinated part of the borrowing being sold to Titan. This was done to enhance the credit rating of the Notes. The trustee for the Noteholders was not a party to the inter-creditor deed.
Appendix 2
The Chancellor's further reasons
The Chancellor identified the following additional points as supporting his conclusion that the default interest rate interpretation failed:
(1) The fact that the additional expenses of managing non-performing loans were not within the "administrative" fees to be taken into account in determining the Class X Interest Rate. In other words, there was no provision for extra fees such as the "Special Servicing Fee" or "Workout Fee" or "Liquidation Fee" to be deducted. These extra fees would have to be borne by the holders of Classes B to H Notes. I agree with this point which is relevant to the commercial logic of the default interest interpretation. In addition, the Chancellor noted that the definition of "Administrative Cost Rate" described that rate as equal to "a variable per annum rate". The Chancellor considered that this was significant but I would give it less weight because the clause is not dealing with a calculation of interest on the underlying loans.
(2) The calculation of the per annum Class X Interest Rate at any particular payment date would be complex if there had been default. The various loans were governed by different laws and had different terms. The Chancellor questioned whether the parties would have intended such complexity to be introduced into the calculation not least when there was a brief period only between the "due dates" on which the interest was payable on the loans and the "payment dates" for payment of interest on the loans.
(3) The fact that there was a link between the CSAM's case on Issue 1 and its case on a further issue, Issue 3. Under Issue 3 CSAM argued that because of the Class Interest Rate giving the Class X Noteholders a position at the top of the waterfall, the Class X Notes could not (as stated in the Ts & Cs) be redeemed until the other Notes had been redeemed. The Chancellor considered it highly unlikely that the parties to the structure ever intended that result so CSAM lost on Issue 3. It has not appealed on that issue. It is therefore no longer a possibility that the Class X Notes could entitle their holders to a substantial or any rate of interest following redemption. I have therefore left this argument out of account.
Appendix 3
Resolution of subsidiary arguments on this appeal
1. There are a number of subsidiary arguments or points which in my judgment do not affect the conclusion I have reached, and/or are of no assistance. I do not propose to mention all of them.
2. First, Mr Strong disputes the notion that the Class X interest rate is a form of equity capital. On his submission, condition 5(i) of the Ts & Cs, under which the Class G and Class H Notes lose their entitlement to interest altogether if it cannot be paid because Titan has no available funds, is inconsistent with this notion. The point which is made is that the entitlement of the Class X Noteholders is an additional benefit or profit obtained by the originator. I do not see how that could be seriously denied.
3. Secondly, Mr Goldring relies on the inter-creditor deed. This was executed as an internal matter by companies in the Credit Suisse group to enhance the rating of the Notes. Mr Goldring points out that under this deed the interest assigned to Titan did not include any default interest. That does not seem to me to assist greatly as the inter-creditor deed was not available for inspection, and so is not an aid to interpreting the Ts & Cs. Nor was the trustee for the Noteholders a party to the inter-creditor deed.
4. Third, in the definition of "Net Mortgage Rate", the "related per annum interest rate due on such Loan" is qualified by the words "(which, with respect to each Loan, is the interest rate after giving effect to the related Interest Rate Swap Transaction)" but in my judgment those words do not assist either party. As they stand, they can be read consistently with either party's case. Moreover, the position might have been clarified if there had been, which there was not, a clear indication at the time of the issue of the Notes as to whether the Swap Agreement covered default interest.
5. Fourth, both parties relied on different parts of the following statement in the Offering Circular under "risk factors":
Because Workout Fees and Liquidation Fees are not recoverable from the Borrowers under the Credit Agreements, payment of any such fees may reduce amounts payable to the Noteholders to the extent that they are not off-set by default interest payable on the related loan.
6. The respondents contend that the corollary of Mr Strong's case is that, if he is right, the final clause of this sentence is inaccurate because there was no provision for liquidation fees to be set against default interest. Mr Strong seeks to blunt that point by submitting that the main clause is accurate because on the default interest interpretation the fees will reduce the funds that can be used to pay interest on Notes which are below the Class X Notes on the waterfall.
7. In my judgment, when the Offering Circular speaks of liquidation fees being offset against default interest, it refers to the impact of liquidation fees on the revenue to which Titan is entitled. On this basis the final clause is accurate, and the point made by the respondents is therefore not a good one. Nor on the other hand does this point either assist or prejudice CSAM's case, because it refers to the impact on Noteholders generically. It does not focus on the impact on those at the bottom of the waterfall only. I have in the result placed no weight on this point beyond the fact that the default interest interpretation is undermined by the fact that the entitlement of the Class X Noteholders increases without the related expenditure being taken into account.
8. Fifthly, Mr Goldring argues that the liquidity facility in this case covers default interest, and that the Class X Noteholders can use the receipts under the liquidity facility to pay the amounts due to them whether or not paid in respect of default interest. I agree with him that this is a further manifestation of the lack of commercial logic in the default interest interpretation.
Appendix 4
Calculation of the Class X Interest Rate
1. The limited purpose of this Appendix is to show that there appears to be no annualisation required by the calculation of interest at the Class X Interest Rate. It does not require significant investigation and I agree with Mr Strong that this calculation is not as complex as the Chancellor indicated (Appendix, (2)).
2. The Agent Bank has first to calculate the Net Mortgage Rate. To do this, it finds the per annum rate of interest due under the underlying loans, net of receipts under the Swap Agreement and the Administration Cost Rate, for that Payment Date. This calculation produces the Net Mortgage Rate for each loan.
3. The Agent Bank then works out the Net WAC Rate. Again the rate has to be determined on a particular date. It is a weighted average of all Net Mortgage Rates weighted by reference to the principal amounts as at the preceding Payment Date, less any realised losses on the underlying loans. Special provision is made for the first interest Payment Date. The Agent Bank now has a single figure as the Net WAC Rate.
4. Using the Net WAC Rate, the Agent Bank works out the Strip Rate. To do this it needs to work out the weighted average of the rates of interest on the Notes other than the Class X Notes and the Class V Notes, weighted on the basis of their respective nominal amounts immediately preceding the payment date. It then deducts this from the WAC Rate.
5. This produces the Strip Rate which is then applied to the aggregate balance of the underlying loans at the beginning of the related interest period immediately preceding the payment date. The final step is to divide the resulting figure by the principal amount outstanding of the Class X Notes in order to produce a Class X interest rate on each €1 of notes.
6. Note about interest upon interest: interest which became due on a previous Payment Date but which remains unpaid may, depending on the terms of the underlying loans, have to be treated as part of the principal and it may carry interest at the Payment Date. Whether it has to be taken into account in the above calculation may depend on whether it is ordinary interest or default interest, but either way the computation requires the identification of the rate on the relevant Payment Date and not annualisation, and identification of that rate is not obviously a complex matter.