PBE IPSAS 41 - Guidance

Financial Instruments - Non-Authoritative Guidance

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PUBLIC BENEFIT ENTITY INTERNATIONAL PUBLIC SECTOR ACCOUNTING STANDARD 41 FINANCIAL INSTRUMENTS (PBE IPSAS 41) - NON-AUTHORITATIVE GUIDANCE

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© External Reporting Board (XRB) 2019

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ISBN 978-0-947505-65-3

Illustrative Examples

These examples accompany, but are not part of, PBE IPSAS 41.

IE1. The following example illustrates the calculation that an entity might perform in accordance with paragraph AG241 of PBE IPSAS 41 Financial Instruments.

IE2. On January 1, 20X1 an entity issues a 10-year bond with a par value of CU150,0006 and an annual fixed coupon rate of 8 per cent, which is consistent with market rates for bonds with similar characteristics.

IE3. The entity uses LIBOR as its observable (benchmark) interest rate. At the date of inception of the bond, LIBOR is 5 per cent. At the end of the first year:

  1. LIBOR has decreased to 4.75 per cent.

  2. The fair value for the bond is CU153,811, consistent with an interest rate of 7.6 per cent.7

IE4. The entity assumes a flat yield curve, all changes in interest rates result from a parallel shift in the yield curve, and the changes in LIBOR are the only relevant changes in market conditions.

IE5. The entity estimates the amount of change in the fair value of the bond that is not attributable to changes in market conditions that give rise to market risk as follows:

[paragraph AG241(a)]

First, the entity computes the liability’s internal rate of return at the start of the period using the observed market price of the liability and the liability’s contractual cash flows at the start of the period. It deducts from this rate of return the observed (benchmark) interest rate at the start of the period, to

arrive at an instrument-specific component of the internal rate of return.

At the start of the period of a 10-year bond with a coupon of 8 per cent, the bond’s internal rate of return is 8 per cent.

Because the observed (benchmark) interest rate (LIBOR) is 5 per cent, the instrument-specific component of the internal rate of return is 3 per cent.

[paragraph AG241(b)]

Next, the entity calculates the present value of the cash flows associated with the liability using the liability’s contractual cash flows at the end of the period and a discount rate equal to the sum of (i) the observed (benchmark) interest rate at the end of the period and (ii)the instrument-specific component of the internal rate of return as determined in accordance with paragraph AG241(a).

The contractual cash flows of the instrument at the end of the period are:

  • Interest: CU12,000(a) per year for each of years 2-10.

  • Principal: CU150,000 in year 10.

The discount rate to be used to calculate the present value of the bond is thus 7.75 per cent, which is the end of period LIBOR rate of 4.75 per cent, plus the 3 per cent instrument-specific component.

This gives a present value of CU152,367.(b)

[paragraph AG241(c)]

The difference between the observed market price of the liability at the end of the period and the amount determined in accordance with paragraph AG241(b) is the change in fair value that is not attributable to changes in the observed (benchmark) interest rate. This is the amount to be presented in other comprehensive revenue and expense in accordance with paragraph 108(a).

The market price of the liability at the end of the period is CU153,811.(c)

Thus, the entity presents CU1,444 in other comprehensive revenue and expense, which is CU153,811 – CU152,367, as the increase in fair value of the bond that is not attributable to changes in market conditions that give rise to market risk.

(a) CU150,000 × 8% = CU12,000.

(b) PV = [CU12,000 × (1 – (1 + 0.0775)-9)/0.0775] + CU150,000 × (1 + 0.0775)-9.

(c) market price = [CU12,000 × (1 – (1 + 0.076)-9)/0.076] + CU150,000 × (1 + 0.076)-9.

 

6In this guidance monetary amounts are denominated in ‘currency units’ (CU).

7This reflects a shift in LIBOR from 5 per cent to 4.75 per cent and a movement of 0.15 per cent which, in the absence of other relevant changes in market conditions, is assumed to reflect changes in credit risk of the instrument.

Assessing Significant Increases in Credit Risk Since Initial Recognition

IE6. The following examples illustrate possible ways to assess whether there have been significant increases in credit risk since initial recognition. For simplicity of illustration, the following examples only show one aspect of the credit risk analysis. However, the assessment of whether lifetime expected credit losses should be recognised is a multifactor and holistic analysis that considers reasonable and supportable information that is available without undue cost or effort and that is relevant for the particular financial instrument being assessed.

Example 1—Significant Increase in Credit Risk

IE7. Company Y has a funding structure that includes a senior secured loan facility with different tranches.8 Company Y qualifies for assistance from the National Development Bank which provides a tranche of the loan facility to Company Y. At the time of origination of the loan by the National Development Bank, although Company Y’s leverage was relatively high compared with other issuers with similar credit risk, it was expected that Company Y would be able to meet the covenants for the life of the instrument. In addition, the generation of revenue and cash flow was expected to be stable in Company Y’s industry over the term of the senior facility. However, there was some business risk related to the ability to grow gross margins within its existing businesses.

IE8. At initial recognition, because of the considerations outlined in paragraph IE7, the National Development Bank considers that despite the level of credit risk at initial recognition, the loan is not an originated credit-impaired loan because it does not meet the definition of a credit-impaired financial asset in paragraph 9 of PBE IPSAS 41.

IE9. Subsequent to initial recognition, macroeconomic changes have had a negative effect on total sales volume and Company Y has underperformed on its business plan for revenue generation and net cash flow generation. Although spending on inventory has increased, anticipated sales have not materialised. To increase liquidity, Company Y has drawn down more on a separate revolving credit facility, thereby increasing its leverage ratio. Consequently, Company Y is now close to breaching its covenants on the senior secured loan facility with the National Development Bank.

IE10. The National Development Bank makes an overall assessment of the credit risk on the loan to Company Y at the reporting date by taking into consideration all reasonable and supportable information that is available without undue cost or effort and that is relevant for assessing the extent of the increase in credit risk since initial recognition. This may include factors such as:

  1. The National Development Bank’s expectation that the deterioration in the macroeconomic environment may continue in the near future, which is expected to have a further negative impact on Company Y’s ability to generate cash flows and to deleverage.

  2. Company Y is closer to breaching its covenants, which may result in a need to restructure the loan or reset the covenants.

  3. The National Development Bank’s assessment that the trading prices for Company Y’s bonds have decreased and that the credit margin on newly originated loans have increased reflecting the increase in credit risk, and that these changes are not explained by changes in the market environment (for example, benchmark interest rates have remained unchanged). A further comparison with the pricing of Company Y’s peers shows that reductions in the price of Company Y’s bonds and increases in credit margin on its loans have probably been caused by company- specific factors.

  4. The National Development Bank has reassessed its internal risk grading of the loan on the basis of the information that it has available to reflect the increase in credit risk.

IE11. The National Development Bank determines that there has been a significant increase in credit risk since initial recognition of the loan in accordance with paragraph 75 of PBE IPSAS 41. Consequently, the National Development Bank recognises lifetime expected credit losses on its senior secured loan to Company Y. Even if the National Development Bank has not yet changed the internal risk grading of the loan it could still reach this conclusion—the absence or presence of a change in risk grading in itself is not determinative of whether credit risk has increased significantly since initial recognition.

Example 2—No Significant Increase in Credit Risk

IE12. Company C, is the holding company of a group that operates in a cyclical production industry. State Government B provided a loan to Company C. At that time, the prospects for the industry were positive, because of expectations of further increases in global demand. However, input prices were volatile and given the point in the cycle, a potential decrease in sales was anticipated.

IE13. In addition, in the past Company C has been focused on external growth, acquiring majority stakes in companies in related sectors. As a result, the group structure is complex and has been subject to change, making it difficult for investors to analyse the expected performance of the group and to forecast the cash that will be available at the holding company level. Even though leverage is at a level that is considered acceptable by Company C’s creditors at the time that State Government B originates the loan, its creditors are concerned about Company C’s ability to refinance its debt because of the short remaining life until the maturity of the current financing. There is also concern about Company C’s ability to continue to service interest using the dividends it receives from its operating subsidiaries.

IE14. At the time of the origination of the loan by State Government B, Company C’s leverage was in line with that of other borrowers with similar credit risk and based on projections over the expected life of the loan, the available capacity (i.e., headroom) on its coverage ratios before triggering a default event, was high. State Government B applies its own internal rating methods to determine credit risk and allocates a specific internal rating score to its loans. State Government B’s internal rating categories are based on historical, current and forward-looking information and reflect the credit risk for the tenor of the loans. On initial recognition, State Government B determines that the loan is subject to considerable credit risk, has speculative elements and that the uncertainties affecting Company C, including the group’s uncertain prospects for cash generation, could lead to default. However, State Government B does not consider the loan to be originated credit-impaired because it does not meet the definition of a purchased or originated credit-impaired financial asset in paragraph 9 of PBE IPSAS 41.

IE15. Subsequent to initial recognition, Company C has announced that three of its five key subsidiaries had a significant reduction in sales volume because of deteriorated market conditions but sales volumes are expected to improve in line with the anticipated cycle for the industry in the following months. The sales of the other two subsidiaries were stable. Company C has also announced a corporate restructure to streamline its operating subsidiaries. This restructuring will increase the flexibility to refinance existing debt and the ability of the operating subsidiaries to pay dividends to Company C.

IE16. Despite the expected continuing deterioration in market conditions, State Government B determines, in accordance with paragraph 75 of PBE IPSAS 41, that there has not been a significant increase in the credit risk on the loan to Company C since initial recognition. This is demonstrated by factors that include:

  1. Although current sale volumes have fallen, this was as anticipated by State Government B at initial recognition. Furthermore, sales volumes are expected to improve, in the following months.

  2. Given the increased flexibility to refinance the existing debt at the operating subsidiary level and the increased availability of dividends to Company C, State Government B views the corporate restructure as being credit enhancing. This is despite some continued concern about the ability to refinance the existing debt at the holding company level.

  3. State Government B’s credit risk department, which monitors Company C, has determined that the latest developments are not significant enough to justify a change in its internal credit risk rating.

IE17. As a consequence, State Government B does not recognise a loss allowance at an amount equal to lifetime expected credit losses on the loan. However, it updates its measurement of the 12-month expected credit losses for the increased risk of a default occurring in the next 12 months and for current expectations of the credit losses that would arise if a default were to occur.

Example 3—Highly Collateralised Financial Asset

IE18. Company H owns land which is financed by a five-year loan from the State-owned Agricultural Bank with a loan-to-value (LTV) ratio of 50 per cent. The loan is secured by a first-ranking security over the land. At initial recognition of the loan, the State-owned Agricultural Bank does not consider the loan to be originated credit-impaired as defined in paragraph 9 of PBE IPSAS 41.

IE19. Subsequent to initial recognition, the revenues and operating profits of Company H have decreased because of an economic recession. Furthermore, expected increases in regulations have the potential to further negatively affect revenue and operating profit. These negative effects on Company H’s operations could be significant and ongoing.

IE20. As a result of these recent events and expected adverse economic conditions, Company H’s free cash flow is expected to be reduced to the point that the coverage of scheduled loan payments could become tight. The State-owned Agricultural Bank estimates that a further deterioration in cash flows may result in Company H missing a contractual payment on the loan and becoming past due.

IE21. Recent third party appraisals have indicated a decrease in the value of the land, resulting in a current LTV ratio of 70 per cent.

IE22. At the reporting date, the loan to Company H is not considered to have low credit risk in accordance with paragraph 82 of PBE IPSAS 41. The State-owned Agricultural Bank therefore needs to assess whether there has been a significant increase in credit risk since initial recognition in accordance with paragraph 75 of PBE IPSAS 41, irrespective of the value of the collateral it holds. It notes that the loan is subject to considerable credit risk at the reporting date because even a slight deterioration in cash flows could result in Company H missing a contractual payment on the loan. As a result, the State-owned Agricultural Bank determines that the credit risk (i.e., the risk of a default occurring) has increased significantly since initial recognition. Consequently, the State-owned Agricultural Bank recognises lifetime expected credit losses on the loan to Company H.

IE23. Although lifetime expected credit losses should be recognised, the measurement of the expected credit losses will reflect the recovery expected from the collateral (adjusting for the costs of obtaining and selling the collateral) on the property as required by paragraph AG219 of PBE IPSAS 41 and may result in the expected credit losses on the loan being very small.

Example 4—Public Investment-Grade Bond

IE24. Company A is a large listed national logistics company. The only debt in the capital structure is a five- year public bond with a restriction on further borrowing as the only bond covenant. Company A reports quarterly to its shareholders. The National Public Investment Fund is one of many investors in the bond. The Investment Fund considers the bond to have low credit risk at initial recognition in accordance with paragraph 82 of PBE IPSAS 41. This is because the bond has a low risk of default and Company A is considered to have a strong capacity to meet its obligations in the near term. The Investment Fund’s expectations for the longer term are that adverse changes in economic and business conditions may, but will not necessarily, reduce Company A’s ability to fulfil its obligations on the bond. In addition, at initial recognition the bond had an internal credit rating that is correlated to a global external credit rating of investment grade.

IE25. At the reporting date, the Investment Fund’s main credit risk concern is the continuing pressure on the total volume of sales that has caused Company A’s operating cash flows to decrease.

IE26. Because the Investment Fund relies only on quarterly public information and does not have access to private credit risk information (because it is a bond investor), its assessment of changes in credit risk is tied to public announcements and information, including updates on credit perspectives in press releases from rating agencies.

IE27. The Investment Fund applies the low credit risk simplification in paragraph 82 of PBE IPSAS 41. Accordingly, at the reporting date, the Investment Fund evaluates whether the bond is considered to have low credit risk using all reasonable and supportable information that is available without undue cost or effort. In making that evaluation, the Investment Fund reassesses the internal credit rating of the bond and concludes that the bond is no longer equivalent to an investment grade rating because:

  1. The latest quarterly report of Company A revealed a quarter-on-quarter decline in revenues of 20 per cent and in operating profit by 12 per cent.

  2. Rating agencies have reacted negatively to a profit warning by Company A and put the credit rating under review for possible downgrade from investment grade to non-investment grade. However, at the reporting date the external credit risk rating was unchanged.

  3. The bond price has also declined significantly, which has resulted in a higher yield to maturity. The Investment Fund assesses that the bond prices have been declining as a result of increases in Company A’s credit risk. This is because the market environment has not changed (for example, benchmark interest rates, liquidity etc are unchanged) and comparison with the bond prices of peers shows that the reductions are probably company specific (instead of being, for example, changes in benchmark interest rates that are not indicative of company-specific credit risk).

IE28. While Company A currently has the capacity to meet its commitments, the large uncertainties arising from its exposure to adverse business and economic conditions have increased the risk of a default occurring on the bond. As a result of the factors described in paragraph IE27, the Investment Fund determines that the bond does not have low credit risk at the reporting date. As a result, the Investment Fund needs to determine whether the increase in credit risk since initial recognition has been significant. On the basis of its assessment, the Investment Fund determines that the credit risk has increased significantly since initial recognition and that a loss allowance at an amount equal to lifetime expected credit losses should be recognised in accordance with paragraph 75 of PBE IPSAS 41.

Example 5—Responsiveness to Changes in Credit Risk

IE29. Housing Corporation ABC provides mortgages to citizens of ABC to finance residential real estate in three different regions. The mortgage loans are originated across a wide range of LTV criteria and a wide range of income groups. As part of the mortgage application process, borrowers are required to provide information such as the industry within which the borrower is employed and the post code of the property that serves as collateral on the mortgage.

IE30. Housing Corporation ABC sets its acceptance criteria based on credit scores. Loans with a credit score above the ‘acceptance level’ are approved because these borrowers are considered to be able to meet contractual payment obligations. When new mortgage loans are originated, Housing Corporation ABC uses the credit score to determine the risk of a default occurring as at initial recognition.

IE31. At the reporting date Housing Corporation ABC determines that economic conditions are expected to deteriorate significantly in all regions. Unemployment levels are expected to increase while the value of residential property is expected to decrease, causing the LTV ratios to increase. As a result of the expected deterioration in economic conditions, Housing Corporation ABC expects default rates on the mortgage portfolio to increase.

Individual Assessment

IE32. In Region One, Housing Corporation ABC assesses each of its mortgage loans on a monthly basis by means of an automated behavioural scoring process. Its scoring models are based on current and historical past due statuses, levels of borrower indebtedness, LTV measures, the loan size and the time since the origination of the loan. Housing Corporation ABC updates the LTV measures on a regular basis through an automated process that re-estimates property values using recent sales in each post code area and reasonable and supportable forward-looking information that is available without undue cost or effort.

IE33. Housing Corporation ABC has historical data that indicates a strong correlation between the value of residential property and the default rates for mortgages. That is, when the value of residential property declines, a borrower has less economic incentive to make scheduled mortgage repayments, increasing the risk of a default occurring.

IE34. Through the impact of the LTV measure in the behavioural scoring model, an increased risk of a default occurring due to an expected decline in residential property value adjusts the behavioural scores. The behavioural score can be adjusted as a result of expected declines in property value even when the mortgage loan is a bullet loan with the most significant payment obligations at maturity (and beyond the next 12 months). Mortgages with a high LTV ratio are more sensitive to changes in the value of the residential property and Housing Corporation ABC is able to identify significant increases in credit risk since initial recognition on individual borrowers before a mortgage becomes past due if there has been a deterioration in the behavioural score.

IE35. When the increase in credit risk has been significant, a loss allowance at an amount equal to lifetime expected credit losses is recognised. Housing Corporation ABC measures the loss allowance by using the LTV measures to estimate the severity of the loss, i.e., the loss given default (LGD). The higher the LTV measure, the higher the expected credit losses all else being equal.

IE36. If Housing Corporation ABC was unable to update behavioural scores to reflect the expected declines in property prices, it would use reasonable and supportable information that is available without undue cost or effort to undertake a collective assessment to determine the loans on which there has been a significant increase in credit risk since initial recognition and recognise lifetime expected credit losses for those loans.

Collective Assessment

IE37. In Regions Two and Three, Housing Corporation ABC does not have an automated scoring capability. Instead, for credit risk management purposes, Housing Corporation ABC tracks the risk of a default occurring by means of past due statuses. It recognises a loss allowance at an amount equal to lifetime expected credit losses for all loans that have a past due status of more than 30 days past due. Although Housing Corporation ABC uses past due status information as the only borrower-specific information, it also considers other reasonable and supportable forward-looking information that is available without undue cost or effort to assess whether lifetime expected credit losses should be recognised on loans that are not more than 30 days past due. This is necessary in order to meet the objective in paragraph 76 of PBE IPSAS 41 of recognising lifetime expected credit losses for all significant increases in credit risk.

Region Two

IE38. Region Two includes a mining community that is largely dependent on the export of coal and related products. Housing Corporation ABC becomes aware of a significant decline in coal exports and anticipates the closure of several coal mines. Because of the expected increase in the unemployment rate, the risk of a default occurring on mortgage loans to borrowers who are employed by the coal mines is determined to have increased significantly, even if those borrowers are not past due at the reporting date. Housing Corporation ABC therefore segments its mortgage portfolio by the industry within which borrowers are employed (using the information recorded as part of the mortgage application process) to identify borrowers that rely on coal mining as the dominant source of employment (i.e., a ‘bottom up’ approach in which loans are identified based on a common risk characteristic). For those mortgages, Housing Corporation ABC recognises a loss allowance at an amount equal to lifetime expected credit losses while it continues to recognise a loss allowance at an amount equal to 12-month expected credit losses for all other mortgages in Region Two.9 Newly originated mortgages to borrowers who are economically dependent on the coal mines in this community would, however, have a loss allowance at an amount equal to 12-month expected credit losses because they would not have experienced significant increases in credit risk since initial recognition. However, some of these mortgages may experience significant increases in credit risk soon after initial recognition because of the expected closure of the coal mines.

Region Three

IE39. In Region Three, Housing Corporation ABC anticipates the risk of a default occurring and thus an increase in credit risk, as a result of an expected increase in interest rates during the expected life of the mortgages. Historically, an increase in interest rates has been a lead indicator of future defaults on mortgages in Region Three—especially when borrowers do not have a fixed interest rate mortgage. Housing Corporation ABC determines that the variable interest-rate portfolio of mortgages in Region Three is homogenous and that unlike for Region Two, it is not possible to identify particular sub portfolios on the basis of shared risk characteristics that represent borrowers who are expected to have increased significantly in credit risk. However, as a result of the homogenous nature of the mortgages in Region Three, Housing Corporation ABC determines that an assessment can be made of a proportion of the overall portfolio that has significantly increased in credit risk since initial recognition (i.e., a ‘top down’ approach can be used). Based on historical information, Housing Corporation ABC estimates that an increase in interest rates of 200 basis points will cause a significant increase in credit risk on 20 per cent of the variable interest-rate portfolio. Therefore, as a result of the anticipated increase in interest rates, Housing Corporation ABC determines that the credit risk on 20 per cent of mortgages in Region Three has increased significantly since initial recognition. Accordingly Housing Corporation ABC recognises lifetime expected credit losses on 20 per cent of the variable rate mortgage portfolio and a loss allowance at an amount equal to 12-month expected credit losses for the remainder of the portfolio.10

Example 6—Comparison to Maximum Initial Credit Risk

IE40. The Economic Development Agency has two portfolios of small business loans with similar terms and conditions in Region W. The Economic Development Agency’s policy on financing decisions for each loan is based on an internal credit rating system that considers a borrower’s credit history, payment behaviour and other factors, and assigns an internal credit risk rating from 1 (lowest credit risk) to 10 (highest credit risk) to each loan on origination. The risk of a default occurring increases exponentially as the credit risk rating deteriorates so, for example, the difference between credit risk rating grades 1 and 2 is smaller than the difference between credit risk rating grades 2 and 3. Loans in Portfolio 1 were only offered to repeat borrowers with a similar internal credit risk rating and at initial recognition all loans were rated 3 or 4 on the internal rating scale. The Economic Development Agency determines that the maximum initial credit risk rating at initial recognition it would accept for Portfolio 1 is an internal rating of 4. Loans in Portfolio 2 were offered to borrowers that responded to an advertisement for small business loans and the internal credit risk ratings of these borrowers range between 4 and 7 on the internal rating scale. The Economic Development Agency never originates a small business loan with an internal credit risk rating worse than 7 (i.e., with an internal rating of 8–10).

IE41. For the purposes of assessing whether there have been significant increases in credit risk, the Economic Development Agency determines that all loans in Portfolio 1 had a similar initial credit risk. It determines that given the risk of default reflected in its internal risk rating grades, a change in internal rating from 3 to 4 would not represent a significant increase in credit risk but that there has been a significant increase in credit risk on any loan in this portfolio that has an internal rating worse than 5. This means that the Department of Finance does not have to know the initial credit rating of each loan in the portfolio to assess the change in credit risk since initial recognition. It only has to determine whether the credit risk is worse than 5 at the reporting date to determine whether lifetime expected credit losses should be recognised in accordance with paragraph 75 of PBE IPSAS 41.

IE42. However, determining the maximum initial credit risk accepted at initial recognition for Portfolio 2 at an internal credit risk rating of 7, would not meet the objective of the requirements as stated in paragraph 76 of PBE IPSAS 41. This is because the Economic Development Agency determines that significant increases in credit risk arise not only when credit risk increases above the level at which an entity would originate new financial assets (i.e., when the internal rating is worse than 7). Although the Economic Development Agency never originates a small business loan with an internal credit rating worse than 7, the initial credit risk on loans in Portfolio 2 is not of sufficiently similar credit risk at initial recognition to apply the approach used for Portfolio 1. This means that the Economic Development Agency cannot simply compare the credit risk at the reporting date with the lowest credit quality at initial recognition (for example, by comparing the internal credit risk rating of loans in Portfolio 2 with an internal credit risk rating of 7) to determine whether credit risk has increased significantly because the initial credit quality of loans in the portfolio is too diverse. For example, if a loan initially had a credit risk rating of 4 the credit risk on the loan may have increased significantly if its internal credit risk rating changes to 6.

Example 7—Counterparty Assessment of Credit Risk

Scenario 1

IE43. In 20X0 the Infrastructure Bank of Country A granted a loan of CU10,000 with a contractual term of 15 years to Company Q when the company had an internal credit risk rating of 4 on a scale of 1 (lowest credit risk) to 10 (highest credit risk). The risk of a default occurring increases exponentially as the credit risk rating deteriorates so, for example, the difference between credit risk rating grades 1 and 2 is smaller than the difference between credit risk rating grades 2 and 3. In 20X5, when Company Q had an internal credit risk rating of 6, the Infrastructure Bank issued another loan to Company Q for CU5,000 with a contractual term of 10 years. In 20X7 Company Q fails to retain its contract with a major customer and correspondingly experiences a large decline in its revenue. The Infrastructure Bank considers that as a result of losing the contract, Company Q will have a significantly reduced ability to meet its loan obligations and changes its internal credit risk rating to 8.

IE44. The Infrastructure Bank assesses credit risk on a counterparty level for credit risk management purposes and determines that the increase in Company Q’s credit risk is significant. Although the Infrastructure Bank did not perform an individual assessment of changes in the credit risk on each loan since its initial recognition, assessing the credit risk on a counterparty level and recognising lifetime expected credit losses on all loans granted to Company Q, meets the objective of the impairment requirements as stated in paragraph 76 of PBE IPSAS 41. This is because, even since the most recent loan was originated (in 20X7) when Company Q had the highest credit risk at loan origination, its credit risk has increased significantly. The counterparty assessment would therefore achieve the same result as assessing the change in credit risk for each loan individually.

Scenario 2

IE45. The Infrastructure Bank of Country A granted a loan of CU150,000 with a contractual term of 20 years to Company X in 20X0 when the company had an internal credit risk rating of 4. During 20X5 economic conditions deteriorate and demand for Company X’s products has declined significantly. As a result of the reduced cash flows from lower sales, Company X could not make full payment of its loan instalment to the Infrastructure Bank. The Infrastructure Bank re-assesses Company X’s internal credit risk rating, and determines it to be 7 at the reporting date. The Infrastructure Bank considered the change in credit risk on the loan, including considering the change in the internal credit risk rating, and determines that there has been a significant increase in credit risk and recognises lifetime expected credit losses on the loan of CU150,000.

IE46. Despite the recent downgrade of the internal credit risk rating, the Infrastructure Bank grants another loan of CU50,000 to Company X in 20X6 with a contractual term of 5 years, taking into consideration the higher credit risk at that date.

IE47. The fact that Company X’s credit risk (assessed on a counterparty basis) has previously been assessed to have increased significantly, does not result in lifetime expected credit losses being recognised on the new loan. This is because the credit risk on the new loan has not increased significantly since the loan was initially recognised. If the Infrastructure Bank only assessed credit risk on a counterparty level, without considering whether the conclusion about changes in credit risk applies to all individual financial instruments provided to the same borrower, the objective in paragraph 76 of PBE IPSAS 41 would not be met.

8The security on the loan affects the loss that would be realised if a default occurs, but does not affect the risk of a default occurring, so it is not considered when determining whether there has been a significant increase in credit risk since initial recognition as required by paragraph 75 of PBE IPSAS 41.

9Except for those mortgages that are determined to have significantly increased in credit risk based on an individual assessment, such as those that are more than 30 days past due. Lifetime expected credit losses would also be recognised on those mortgages.

10Except for those mortgages that are determined to have significantly increased in credit risk based on an individual assessment, such as those that are more than 30 days past due. Lifetime expected credit losses would also be recognised on those mortgages.

IE48. The following examples illustrate the application of the recognition and measurement requirements in accordance with paragraphs 73–93 of PBE IPSAS 41, as well as the interaction with the hedge accounting requirements.

Example 8—12-Month Expected Credit Loss Measurement Using an Explicit ‘Probability of Default’ Approach

Scenario 1

IE49. Government A originates a single 10 year amortising loan for CU1 million. Taking into consideration the expectations for instruments with similar credit risk (using reasonable and supportable information that is available without undue cost or effort), the credit risk of the borrower, and the economic outlook for the next 12 months, Government A estimates that the loan at initial recognition has a probability of default (PD) of 0.5 per cent over the next 12 months. Government A also determines that changes in the 12-month PD are a reasonable approximation of the changes in the lifetime PD for determining whether there has been a significant increase in credit risk since initial recognition.

IE50. At the reporting date (which is before payment on the loan is due6), there has been no change in the 12-month PD and Government A determines that there was no significant increase in credit risk since initial recognition. Government A determines that 25 per cent of the gross carrying amount will be lost if the loan defaults (i.e., the LGD is 25 per cent).7 Government A measures the loss allowance at an amount equal to 12-month expected credit losses using the 12-month PD of 0.5 per cent. Implicit in that calculation is the 99.5 per cent probability that there is no default. At the reporting date the loss allowance for the 12 month expected credit losses is CU1,250 (0.5% × 25% × CU1,000,000).

Scenario 2

IE51. Government B acquires a portfolio of 1,000 five year bullet loans for CU1,000 each (i.e., CU1 million in total) with an average 12-month PD of 0.5 per cent for the portfolio. Government B determines that because the loans only have significant payment obligations beyond the next 12 months, it would not be appropriate to consider changes in the 12-month PD when determining whether there have been significant increases in credit risk since initial recognition. At the reporting date Government B therefore uses changes in the lifetime PD to determine whether the credit risk of the portfolio has increased significantly since initial recognition.

IE52. Government B determines that there has not been a significant increase in credit risk since initial recognition and estimates that the portfolio has an average LGD of 25 per cent. Government B determines that it is appropriate to measure the loss allowance on a collective basis in accordance with PBE IPSAS 41. The 12-month PD remains at 0.5 per cent at the reporting date. Government B therefore measures the loss allowance on a collective basis at an amount equal to 12-month expected credit losses based on the average 0.5 per cent 12-month PD. Implicit in the calculation is the 99.5 per cent probability that there is no default. At the reporting date the loss allowance for the 12-month expected credit losses is CU1,250 (0.5% × 25% × CU1,000,000).

Example 9—12-Month Expected Credit Loss Measurement Based on a Loss Rate Approach

IE53. Government A originates 2,000 bullet loans with a total gross carrying amount of CU500,000. Government A segments its portfolio into borrower groups (Groups X and Y) on the basis of shared credit risk characteristics at initial recognition. Group X comprises 1,000 loans with a gross carrying amount per borrower of CU200, for a total gross carrying amount of CU200,000. Group Y comprises 1,000 loans with a gross carrying amount per borrower of CU300, for a total gross carrying amount of CU300,000. There are no transaction costs and the loan contracts include no options (for example, prepayment or call options), premiums or discounts, points paid, or other fees.

IE54. Government A measures expected credit losses on the basis of a loss rate approach for Groups X and Y. In order to develop its loss rates, Government A considers samples of its own historical default and loss experience for those types of loans. In addition, Government A considers forward-looking information, and updates its historical information for current economic conditions as well as reasonable and supportable forecasts of future economic conditions. Historically, for a population of 1,000 loans in each group, Group X’s loss rates are 0.3 per cent, based on four defaults, and historical loss rates for Group Y are 0.15 per cent, based on two defaults.

 

Number of clients in sample

Estimated per client gross carrying

amount at default

Total estimated gross carrying

amount at default

Historic per annum average defaults

Estimate d total gross carrying

amount at default

Present value of observed loss(a)

Loss rate

Group

A

B

C = A × B

D

E = B × D

F

G = F ÷ C

X

1,000

CU200

CU200,000

 

CU800

CU600

0.3%

Y

1,000

CU300

CU300,000

 

CU600

CU450

0.15%

(a) In accordance with paragraph 90(b) expected credit losses should be discounted using the effective interest rate. However, for purposes of this example, the present value of the observed loss is assumed.

IE55. At the reporting date, Government A expects an increase in defaults over the next 12 months compared to the historical rate. As a result, Government A estimates five defaults in the next 12 months for loans in Group X and three for loans in Group Y. It estimates that the present value of the observed credit loss per client will remain consistent with the historical loss per client.

IE56. On the basis of the expected life of the loans, Government A determines that the expected increase in defaults does not represent a significant increase in credit risk since initial recognition for the portfolios. On the basis of its forecasts, Government A measures the loss allowance at an amount equal to 12-month expected credit losses on the 1,000 loans in each group amounting to CU750 and CU675 respectively. This equates to a loss rate in the first year of 0.375 per cent for Group X and 0.225 per cent for Group Y.

 

Number of clients in sample

Estimated per client gross carrying

amount at default

Total estimated gross carrying

amount at default

Expected defaults

Estimated total gross carrying amount at default

Present value of observed loss

Loss rate

Group

A

B

C = A × B

D

E = B × D

F

G = F ÷ C

X

1,000

CU200

CU200,000

 

CU1,000

CU750

0.375%

Y

1,000

CU300

CU300,000

 

CU900

CU675

0.225%

IE57. Government A uses the loss rates of 0.375 per cent and 0.225 per cent respectively to estimate 12-month expected credit losses on new loans in Group X and Group Y originated during the year and for which credit risk has not increased significantly since initial recognition.

Example 10—Revolving Credit Facilities

IE58. The Development Agency of Country A issues revolving loans to small construction companies that deliver public infrastructure. These revolving loans provide small construction companies with liquidity when cash inflows are limited. The revolving loans have a one-day notice period after which the Development Agency has the contractual right to cancel the loan (both the drawn and undrawn components). However, the Development Agency does not enforce its contractual right to cancel the revolving loans in the normal day-to-day management of the instruments and only cancels facilities when it becomes aware of an increase in credit risk and starts to monitor borrowers on an individual basis. The Development Agency therefore does not consider the contractual right to cancel the revolving loans to limit its exposure to credit losses to the contractual notice period.

IE59. For credit risk management purposes the Development Agency considers that there is only one set of contractual cash flows from borrowers to assess and does not distinguish between the drawn and undrawn balances at the reporting date. The portfolio is therefore managed and expected credit losses are measured on a facility level.

IE60. At the reporting date the outstanding balance on the revolving loan portfolio is CU60,000 and the available undrawn facility is CU40,000. The Development Agency determines the expected life of the portfolio by estimating the period over which it expects to be exposed to credit risk on the facilities at the reporting date, taking into account:

  1. The period over which it was exposed to credit risk on a similar portfolio of revolving construction loans;

  2. The length of time for related defaults to occur on similar financial instruments; and

  3. Past events that led to credit risk management actions because of an increase in credit risk on similar financial instruments, such as the reduction or removal of undrawn credit limits.

IE61. On the basis of the information listed in paragraph IE60, Development Agency determines that the expected life of the revolving loan portfolio is 30 months.

IE62. At the reporting date the Development Agency assesses the change in the credit risk on the portfolio since initial recognition and determines in accordance with paragraph 75 of PBE IPSAS 41 that the credit risk on a portion of the loan facilities representing 25 per cent of the portfolio, has increased significantly since initial recognition. The outstanding balance on these credit facilities for which lifetime expected credit losses should be recognised is CU20,000 and the available undrawn facility is CU10,000.

IE63. When measuring the expected credit losses in accordance with paragraph 93 of PBE IPSAS 41, Development Agency considers its expectations about future draw-downs over the expected life of the portfolio (i.e., 30 months) in accordance with paragraph AG195 and estimates what it expects the outstanding balance (i.e., exposure at default) on the portfolio would be if borrowers were to default. By using its credit risk models Development Agency determines that the exposure at default on the revolving loan facilities for which lifetime expected credit losses should be recognised, is CU25,000 (i.e., the drawn balance of CU20,000 plus further draw-downs of CU5,000 from the available undrawn commitment). The exposure at default of the loan facilities for which 12-month expected credit losses are recognised, is CU45,000 (i.e., the outstanding balance of CU40,000 and an additional draw-down of CU5,000 from the undrawn commitment over the next 12 months).

IE64. The exposure at default and expected life determined by the Development Agency are used to measure the lifetime expected credit losses and 12-month expected credit losses on its loan portfolio.

IE65. The Development Agency measures expected credit losses on a facility level and therefore cannot separately identify the expected credit losses on the undrawn commitment component from those on the loan component. It recognises expected credit losses for the undrawn commitment together with the loss allowance for the loan component in the statement of financial position. To the extent that the combined expected credit losses exceed the gross carrying amount of the financial asset, the expected credit losses should be presented as a provision (in accordance with PBE IPSAS 30 Financial Instruments: Disclosures).

Example 11—Modification of Contractual Cash Flows

IE66. Government A originates a five-year loan that requires the repayment of the outstanding contractual amount in full at maturity. Its contractual par amount is CU1,000 with an interest rate of 5 per cent payable annually. The effective interest rate is 5 per cent. At the end of the first reporting period (Period 1), Government A recognises a loss allowance at an amount equal to 12-month expected credit losses because there has not been a significant increase in credit risk since initial recognition. A loss allowance balance of CU20 is recognised.

IE67. In the subsequent reporting period (Period 2), Government A determines that the credit risk on the loan has increased significantly since initial recognition. As a result of this increase, Government A recognises lifetime expected credit losses on the loan. The loss allowance balance is CU30.

IE68. At the end of the third reporting period (Period 3), following significant financial difficulty of the borrower, Government A modifies the contractual cash flows on the loan. It extends the contractual term of the loan by one year so that the remaining term at the date of the modification is three years. The modification does not result in the derecognition of the loan by Government A.

IE69. As a result of that modification, Government A recalculates the gross carrying amount of the financial asset as the present value of the modified contractual cash flows discounted at the loan’s original effective interest rate of 5 per cent. In accordance with paragraph 71 of PBE IPSAS 41, the difference between this recalculated gross carrying amount and the gross carrying amount before the modification is recognised as a modification gain or loss. Government A recognises the modification loss (calculated as CU300) against the gross carrying amount of the loan, reducing it to CU700, and a modification loss of CU300 in surplus or deficit.

IE70. Government A also remeasures the loss allowance, taking into account the modified contractual cash flows and evaluates whether the loss allowance for the loan shall continue to be measured at an amount equal to lifetime expected credit losses. Government A compares the current credit risk (taking into consideration the modified cash flows) to the credit risk (on the original unmodified cash flows) at initial recognition. Government A determines that the loan is not credit-impaired at the reporting date but that credit risk has still significantly increased compared to the credit risk at initial recognition and continues to measure the loss allowance at an amount equal to lifetime expected credit losses. The loss allowance balance for lifetime expected credit losses is CU100 at the reporting date.

Period

Beginning gross carrying

amount

Impairment (loss)/gain

Modification (loss)/gain

Interest revenue

Cash flows

Ending gross carrying

amount

Loss allowance

Ending amortised cost

amount

 

A

B

C

D Gross: A × 5%

E

F = A + C + D – E

G

H = F – G

 

CU1,000

  1.  

 

CU50

CU50

CU1,000

CU20

CU980

 

CU1,000

  1.  

 

CU50

CU50

CU1,000

CU30

CU970

 

CU1,000

  1.  

  1.  

CU50

CU50

CU700

CU100

CU600

IE71. At each subsequent reporting date, Government A evaluates whether there is a significant increase in credit risk by comparing the loan’s credit risk at initial recognition (based on the original, unmodified cash flows) with the credit risk at the reporting date (based on the modified cash flows), in accordance with paragraph 84 of PBE IPSAS 41.

IE72. Two reporting periods after the loan modification (Period 5), the borrower has outperformed its business plan significantly compared to the expectations at the modification date. In addition, the outlook for the business is more positive than previously envisaged. An assessment of all reasonable and supportable information that is available without undue cost or effort indicates that the overall credit risk on the loan has decreased and that the risk of a default occurring over the expected life of the loan has decreased, so Government A adjusts the borrower’s internal credit rating at the end of the reporting period.

IE73. Given the positive overall development, Government A re-assesses the situation and concludes that the credit risk of the loan has decreased and there is no longer a significant increase in credit risk since initial recognition. As a result, Government A once again measures the loss allowance at an amount equal to 12-month expected credit losses.

Example 12—Provision Matrix

IE74. Municipality M provides water delivery services for households within its jurisdiction. Households are invoiced on a monthly basis based on the water consumed during the period. This represents a portfolio of trade receivables of CU30 million in 20X1 for Municipality M. The portfolio consists of a large number of households with small balances outstanding. The trade receivables are categorised by common risk characteristics that are representative of the households’ abilities to pay all amounts due in accordance with the contractual terms. The trade receivables do not have a significant financing component. In accordance with paragraph 87 of PBE IPSAS 41 the loss allowance for such trade receivables is always measured at an amount equal to lifetime time expected credit losses.

IE75. To determine the expected credit losses for the portfolio, Municipality M uses a provision matrix. The provision matrix is based on its historical observed default rates over the expected life of the trade receivables and is adjusted for forward-looking estimates. At every reporting date the historical observed default rates are updated and changes in the forward-looking estimates are analysed. In this case it is forecast that economic conditions will deteriorate over the next year.

IE76. On that basis, Municipality M estimates the following provision matrix:

 

Current

1–30

days past due

31–60 days past due

61–90 days past due

More than 90 days

past due

Default rate

0.3%

1.6%

3.6%

6.6%

10.6%

IE77. The trade receivables from the large number of households amount to CU30 million and are measured using the provision matrix.

 

Gross carrying amount

Lifetime expected credit loss

allowance (Gross carrying amount x lifetime expected credit loss

rate)

Current

CU15,000,000

CU45,000

1–30 days past due

CU7,500,000

CU120,000

31–60 days past due

CU4,000,000

CU144,000

61–90 days past due

CU2,500,000

CU165,000

More than 90 days past due

CU1,000,000

CU106,000

 

CU30,000,000

CU580,000

Example 13—Debt Instrument Measured at Fair Value Through other Comprehensive Revenue and Expense

IE78. Public Investment Fund A purchases a debt instrument with a fair value of CU1,000 on December 15, 20X0 and measures the debt instrument at fair value through other comprehensive revenue and expense. The instrument has an interest rate of 5 per cent over the contractual term of 10 years, and has a 5 per cent effective interest rate. At initial recognition the entity determines that the asset is not purchased or originated credit-impaired.

 

Debit

Credit

Financial asset—Fair Value Through Other Comprehensive Revenue and Expense

CU1,000

 

Cash

 

CU1,000

(To recognise the debt instrument measured at its fair value)

IE79. On December 31, 20X0 (the reporting date), the fair value of the debt instrument has decreased to CU950 as a result of changes in market interest rates. The entity determines that there has not been a significant increase in credit risk since initial recognition and that expected credit losses should be measured at an amount equal to 12-month expected credit losses, which amounts to CU30. For simplicity, journal entries for the receipt of interest revenue are not provided.

 

Debit

Credit

Impairment loss (surplus or deficit)

CU30

 

Other comprehensive revenue or expense(a)

CU20

 

Financial asset—Fair Value Through Other Comprehensive Revenue and Expense

 

CU50

(To recognise 12-month expected credit losses and other fair value changes on the debt instrument)

(a) The cumulative loss in other comprehensive revenue and expense at the reporting date was CU20. That amount consists of the total fair value change of CU50 (i.e., CU1,000 – CU950) offset by the change in the accumulated impairment amount representing 12-month expected credit losses that was recognised (CU30).

IE80. Disclosure would be provided about the accumulated impairment amount of CU30.

IE81. On January 1, 20X1, the entity decides to sell the debt instrument for CU950, which is its fair value at that date.

 

Debit

Credit

Cash

CU950

 

Financial asset—Fair Value Through Other Comprehensive Revenue and Expense

 

CU950

Loss (surplus or deficit)

CU20

 

Other comprehensive revenue and expense

 

CU20

(To derecognise the fair value through other comprehensive revenue and expense asset and recycle amounts accumulated in other comprehensive revenue and expense to surplus or deficit)

Example 14—Interaction Between the Fair Value Through Other Comprehensive Revenue and Expense Measurement Category and Foreign Currency Denomination, Fair Value Hedge Accounting and Impairment

IE82. This example illustrates the accounting relating to a debt instrument denominated in a foreign currency, measured at fair value through other comprehensive revenue and expense and designated in a fair value hedge accounting relationship. The example illustrates the interaction with accounting for impairment.

IE83. An entity purchases a debt instrument (a bond) denominated in a foreign currency (FC) for its fair value of FC100,000 on January 1, 20X0 and classifies the bond as measured at fair value through other comprehensive revenue and expense. The bond has five years remaining to maturity and a fixed coupon of 5 per cent over its contractual life on the contractual par amount of FC100,000. On initial recognition the bond has a 5 per cent effective interest rate. The entity’s functional currency is its local currency (LC). The exchange rate is FC1 to LC1 on January 1, 20X0. At initial recognition the entity determines that the bond is not purchased or originated credit-impaired. In addition, as at January 1, 20X0 the 12- month expected credit losses are determined to be FC1,200. Its amortised cost in FC as at January 1, 20X0 is equal to its gross carrying amount of FC100,000 less the 12-month expected credit losses (FC100,000—FC1,200).

IE84. The entity has the following risk exposures:

  1. Fair value interest rate risk in FC: the exposure that arises as a result of purchasing a fixed interest rate instrument; and

  2. Foreign exchange risk: the exposure to changes in foreign exchange rates measured in LC. IE85. The entity hedges its risk exposures using the following risk management strategy:

  3. For fixed interest rate risk (in FC) the entity decides to link its interest receipts in FC to current variable interest rates in FC. Consequently, the entity uses interest rate swaps denominated in FC under which it pays fixed interest and receives variable interest in FC; and

  4. For foreign exchange risk the entity decides not to hedge against any variability in LC arising from changes in foreign exchange rates.

IE86. The entity designates the following hedge relationship:8 a fair value hedge of the bond in FC as the hedged item with changes in benchmark interest rate risk in FC as the hedged risk. The entity enters into an on-market swap that pays fixed and receives variable interest on the same day and designates the swap as the hedging instrument. The tenor of the swap matches that of the hedged item (i.e., five years).

IE87. For simplicity, in this example it is assumed that no hedge ineffectiveness arises in the hedge accounting relationship. This is because of the assumptions made in order to better focus on illustrating the accounting mechanics in a situation that entails measurement at fair value through other comprehensive revenue and expense of a foreign currency financial instrument that is designated in a fair value hedge relationship, and also to focus on the recognition of impairment gains or losses on such an instrument.

IE88. The entity makes the following journal entries to recognise the bond and the swap on January 1, 20X0:

 

Debit LC

Credit

LC

Financial asset—Fair Value Through Other Comprehensive Revenue and Expense

100,000

 

Cash

 

100,000

(To recognise the bond at its fair value)

Impairment loss (surplus or deficit)

1,200

 

Other comprehensive revenue and expense

 

1,200

(To recognise the 12-month expected credit losses)(a)

Swap

 

Cash

 

(To recognise the swap at its fair value)

(a) In case of items measured in the functional currency of an entity the journal entry recognising expected credit losses will usually be made at the reporting date

IE89. As of December 31, 20X0 (the reporting date), the fair value of the bond decreased from FC100,000 to FC96,370 because of an increase in market interest rates. The fair value of the swap increased to FC1,837. In addition, as at December 31, 20X0 the entity determines that there has been no change to the credit risk on the bond since initial recognition and continues to carry a loss allowance for 12-month expected credit losses at FC1,200.14 As at December 31, 20X0, the exchange rate is FC1 to LC1.4. This is reflected in the following table:

 

January 1, 20X0

December 31, 20X0

Bond

   

Fair value (FC)

100,000

96,370

Fair value (LC)

100,000

134,918

 

Amortised cost (FC)

98,800

98,800

Amortised cost (LC)

98,800

138,320

 

Interest rate swap

   

Interest rate swap (FC)

1,837

Interest rate swap (LC)

2,572

 

Impairmentloss allowance

   

Loss allowance (FC)

1,200

1,200

Loss allowance (LC)

1,200

1,680

FX rate (FC:LC)

1:1

1:1.4

IE90. The bond is a monetary asset. Consequently, the entity recognises the changes arising from movements in foreign exchange rates in surplus or deficit in accordance with paragraphs 27(a) and 32 of PBE IPSAS 4 The Effects of Changes in Foreign Exchange Rates and recognises other changes in accordance with PBE IPSAS 41. For the purposes of applying paragraph 32 of PBE IPSAS 4 the asset is treated as an asset measured at amortised cost in the foreign currency.

IE91. As shown in the table, on December 31, 20X0 the fair value of the bond is LC134,918 (FC96,370 × 1.4) and its amortised cost is LC138,320 (FC(100,000–1,200) × 1.4).

IE92. The gain recognised in surplus or deficit that is due to the changes in foreign exchange rates is LC39,520 (LC138,320 – LC98,800), i.e., the change in the amortised cost of the bond during 20X0 in LC. The change in the fair value of the bond in LC, which amounts to LC34,918, is recognised as an adjustment to the carrying amount. The difference between the fair value of the bond and its amortised cost in LC is LC3,402 (LC134,918 – LC138,320). However, the change in the cumulative gain or loss recognised in other comprehensive revenue and expense during 20X0 as a reduction is LC 4,602 (LC3,402 + LC1,200).

IE93. A gain of LC2,572 (FC1,837 × 1.4) on the swap is recognised in surplus or deficit and, because it is assumed that there is no hedge ineffectiveness, an equivalent amount is recycled from other comprehensive revenue and expense in the same period. For simplicity, journal entries for the recognition of interest revenue are not provided. It is assumed that interest accrued is received in the period.

IE94. The entity makes the following journal entries on December 31, 20X0:

 

Debit LC

Credit

LC

Financial asset—Fair Value Through Other Comprehensive Revenue and Expense

34,918

 

Other comprehensive revenue and expense

4,602

 

Surplus or deficit

 

39,520

(To recognise the foreign exchange gain on the bond, the adjustment to its carrying amount measured at fair

value in LC and the movement in the accumulated impairment amount due to changes in foreign exchange rates)

Swap

2,572

 

Surplus or deficit

 

2,572

(To remeasure the swap at fair value)

Surplus or deficit

2,572

 

Other comprehensive revenue and expense

 

2,572

(To recognise in surplus or deficit the change in fair value of the bond due to a change in the hedged risk)

IE95. In accordance with paragraph 20A of PBE IPSAS 30, the loss allowance for financial assets measured at fair value through other comprehensive revenue and expense is not presented separately as a reduction of the carrying amount of the financial asset. However, disclosure would be provided about the accumulated impairment amount recognised in other comprehensive revenue and expense.

IE96. As at December 31, 20X1 (the reporting date), the fair value of the bond decreased to FC87,114 because of an increase in market interest rates and an increase in the credit risk of the bond. The fair value of the swap increased by FC255 to FC2,092. In addition, as at December 31, 20X1 the entity determines that there has been a significant increase in credit risk on the bond since initial recognition, so a loss allowance at an amount equal to lifetime expected credit losses is recognised.10 The estimate of lifetime expected credit losses as at December 31, 20X1 is FC9,700. As at December 31, 20X1, the exchange rate is FC1 to LC1.25. This is reflected in the following table:

 

December 31,

20X0

December 31,

20X1

Bond

   

Fair value (FC)

96,370

87,114

Fair value (LC)

134,918

108,893

 

Amortised cost (FC)

98,800

90,300

Amortised cost (LC)

138,320

112,875

 

Interest rate swap

   

Interest rate swap (FC)

1,837

2,092

Interest rate swap (LC)

2,572

2,615

 

Impairmentloss allowance

   

Loss allowance (FC)

1,200

9,700

Loss allowance (LC)

1,680

12,125

FX rate (FC:LC)

1:1.4

1:1.25

IE97. As shown in the table, as at December 31, 20X1 the fair value of the bond is LC108,893 (FC87,114 × 1.25) and its amortised cost is LC112,875 (FC(100,000 – 9,700) × 1.25).

IE98. The lifetime expected credit losses on the bond are measured as FC9,700 as of December 31, 20X1. Thus the impairment loss recognised in surplus or deficit in LC is LC10,625 (FC(9,700 – 1,200) x 1.25).

IE99. The loss recognised in surplus or deficit because of the changes in foreign exchange rates is LC14,820 (LC112,875 – LC138,320 + LC10,625), which is the change in the gross carrying amount of the bond on the basis of amortised cost during 20X1 in LC, adjusted for the impairment loss. The difference between the fair value of the bond and its amortised cost in the functional currency of the entity on December 31, 20X1 is LC3,982 (LC108,893 – LC112,875). However, the change in the cumulative gain or loss recognised in other comprehensive revenue and expense during 20X1 as a reduction in other comprehensive revenue and expense is LC11,205 (LC3,982 – LC3,402 + LC10,625).

IE100. A gain of LC43 (LC2,615 – LC2,572) on the swap is recognised in surplus or deficit and, because it is assumed that there is no hedge ineffectiveness, an equivalent amount is recycled from other comprehensive revenue and expense in the same period.

IE101. The entity makes the following journal entries on December 31, 20X1:

 

Debit LC

Credit

LC

Financial asset—Fair Value Through Other Comprehensive Revenue and Expense

 

26,025

Other comprehensive revenue and expense

11,205

 

Surplus or deficit

14,820

 

(To recognise the foreign exchange gain on the bond, the adjustment to its carrying amount measured at fair value in LC and the movement in the accumulated impairment amount due to changes in foreign exchange rates)

Swap

   

Surplus or deficit

   

(To remeasure the swap at fair value)

Surplus or deficit

   

Other comprehensive revenue and expense

   

(To recognise in surplus or deficit the change in fair value of the bond due to a change in the hedged risk)

Surplus or deficit (impairment loss)

10,625

 

Other comprehensive revenue and expense (accumulated impairment amount)

 

10,625

(To recognise lifetime expected credit losses)

IE102. On January 1, 20X2, the entity decides to sell the bond for FC 87,114, which is its fair value at that date and also closes out the swap at fair value. The foreign exchange rate is the same as at December 31, 20X1. The journal entries to derecognise the bond and reclassify the gains and losses that have accumulated in other comprehensive revenue and expense would be as follows:

 

Debit LC

Credit

LC

Cash

108,893

 

Financial asset—Fair Value Through Other Comprehensive Revenue and Expense

 

108,893

Loss on sale (surplus or deficit)

1,367(a)

 

Other comprehensive revenue and expense

 

1,367

(To derecognise the bond)

Swap

 

2,615

Cash

2,615

 

(To close out the swap)

   
  1. This amount consists of the changes in fair value of the bond, the accumulated impairment amount and the changes in foreign exchange rates recognised in other comprehensive revenue and expense (LC2,572 + LC1,200 + LC43 + LC10,625 – LC4,602 – LC11,205 = -LC1,367, which is recycled as a loss in surplus or deficit).

11Thus for simplicity of illustration it is assumed there is no amortisation of the loan.

12Because the LGD represents a percentage of the present value of the gross carrying amount, this example does not illustrate the time value  of money.

13The cumulative loss in other comprehensive revenue and expense at the reporting date was CU20. That amount consists of the total fair value change of CU50 (i.e., CU1,000 – CU950) offset by the change in the accumulated impairment amount representing 12-month expected credit losses that was recognised (CU30).This example assumes that all qualifying criteria for hedge accounting are met (see paragraph 129 of PBE IPSAS 41). The following description of the designation is solely for the purpose of understanding this example (i.e., it is not an example of the complete formal documentation required in accordance with paragraph 129 of PBE IPSAS 41).

14For the purposes of simplicity the example ignores the impact of discounting when computing expected credit losses.

15For simplicity this example assumes that credit risk does not dominate the fair value hedge relationship.

E103. This example illustrates the accounting requirements for the reclassification of financial assets between measurement categories in accordance with 94–100 of PBE IPSAS 41. The example illustrates the interaction with the impairment requirements in paragraphs 73–93 of PBE IPSAS 41.

Example 15—Reclassification of Financial Assets

IE104. An entity purchases a portfolio of bonds for its fair value (gross carrying amount) of CU500,000. IE105. The entity changes the management model for managing the bonds in accordance with paragraph 54 of PBE IPSAS 41. The fair value of the portfolio of bonds at the reclassification date is CU490,000.

IE106. If the portfolio was measured at amortised cost or at fair value through other comprehensive revenue and expense immediately prior to reclassification, the loss allowance recognised at the date of reclassification would be CU6,000 (reflecting a significant increase in credit risk since initial recognition and thus the measurement of lifetime expected credit losses).

IE107. The 12-month expected credit losses at the reclassification date are CU4,000.

IE108. For simplicity, journal entries for the recognition of interest revenue are not provided.

Scenario 1: Reclassification Out of the Amortised Cost Measurement Category and into the Fair Value Through Surplus or Deficit Measurement Category

IE109. Department of Treasury A reclassifies the portfolio of bonds out of the amortised cost measurement category and into the fair value through surplus or deficit measurement category. At the reclassification date, the portfolio of bonds is measured at fair value. Any gain or loss arising from a difference between the previous amortised cost amount of the portfolio of bonds and the fair value of the portfolio of bonds is recognised in surplus or deficit on reclassification.

 

Debit

Credit

Bonds (Fair Value Through Surplus or Deficit assets)

CU490,000

 

Bonds (gross carrying amount of the amortised cost assets)

 

CU500,000

Loss allowance

CU6,000

 

Reclassification loss (surplus or deficit)

CU4,000

 

(To recognise the reclassification of bonds from amortised cost to fair value through surplus or deficit and to derecognise the loss allowance.)

Scenario 2: Reclassification Out of the Fair Value Through Surplus or Deficit Measurement Category and into the Amortised Cost Measurement Category

IE110. Department of Treasury A reclassifies the portfolio of bonds out of the fair value through surplus or deficit measurement category and into the amortised cost measurement category. At the reclassification date, the fair value of the portfolio of bonds becomes the new gross carrying amount and the effective interest rate is determined based on that gross carrying amount. The impairment requirements apply to the bond from the reclassification date. For the purposes of recognising expected credit losses, the credit risk of the portfolio of bonds at the reclassification date becomes the credit risk against which future changes in credit risk shall be compared.

 

Debit

Credit

Bonds (gross carrying amount of the amortised cost assets)

CU490,000

 

Bonds (Fair Value Through Surplus or Deficit assets)

 

CU490,000

Impairment loss (surplus or deficit)

CU4,000

 

Loss allowance

 

CU4,000

(To recognise reclassification of bonds from fair value through surplus or deficit to amortised cost including commencing accounting for impairment.)

Scenario 3: Reclassification Out of the Amortised Cost Measurement Category and into the Fair Value Through Other Comprehensive Revenue and Expense Measurement Category

IE111. Department of Treasury A reclassifies the portfolio of bonds out of the amortised cost measurement category and into the fair value through other comprehensive revenue and expense measurement category. At the reclassification date, the portfolio of bonds is measured at fair value. Any gain or loss arising from a difference between the previous amortised cost amount of the portfolio of bonds and the fair value of the portfolio of bonds is recognised in other comprehensive revenue and expense. The effective interest rate and the measurement of expected credit losses are not adjusted as a result of the reclassification. The credit risk at initial recognition continues to be used to assess changes in credit risk. From the reclassification date the loss allowance ceases to be recognised as an adjustment to the gross carrying amount of the bond and is recognised as an accumulated impairment amount, which would be disclosed.

 

Debit

Credit

Bonds (Fair Value Through Other Comprehensive Revenue and Expense assets)

CU490,000

 

Bonds (gross carrying amount of amortised cost assets)

 

CU500,000

Loss allowance

CU6,000

 

Other comprehensive revenue and expense(a)

CU4,000

 

(To recognise the reclassification from amortised cost to fair value through other comprehensive revenue and expense. The measurement of expected credit losses is however unchanged.)

(a) For simplicity, the amount related to impairment is not shown separately. If it had been, this journal entry (i.e., DR CU4,000) would be split into the following two entries: DR Other comprehensive revenue and expense CU10,000 (fair value changes) and CR other comprehensive revenue and expense CU6,000 (accumulated impairment amount).

Scenario 4: Reclassification Out of the Fair Value Through Other Comprehensive Revenue and Expense Measurement Category and into the Amortised Cost Measurement Category

IE112. Department of Treasury A reclassifies the portfolio of bonds out of the fair value through other comprehensive revenue and expense measurement category and into the amortised cost measurement category. The portfolio of bonds is reclassified at fair value. However, at the reclassification date, the cumulative gain or loss previously recognised in other comprehensive revenue and expense is removed from equity and adjusted against the fair value of the portfolio of bonds. As a result, the portfolio of bonds is measured at the reclassification date as if it had always been measured at amortised cost. The effective interest rate and the measurement of expected credit losses are not adjusted as a result of the reclassification. The credit risk at initial recognition continues to be used to assess changes in the credit risk on the bonds. The loss allowance is recognised as an adjustment to the gross carrying amount of the bond (to reflect the amortised cost amount) from the reclassification date.

 

Debit

Credit

Bonds (gross carrying value of the amortised cost assets)

CU490,000

 

Bonds (Fair Value Through Other Comprehensive Revenue and Expense assets)

 

CU490,000

Bonds (gross carrying value of the amortised cost assets)

CU10,000

 

Loss allowance

 

CU6,000

Other comprehensive revenue and expense(a)

 

CU4,000

(To recognise the reclassification from fair value through other comprehensive revenue and expense to amortised cost including the recognition of the loss allowance deducted to determine the amortised cost amount. The measurement of expected credit losses is however unchanged.)

(a) The cumulative loss in other comprehensive revenue and expense at the reclassification date was CU4,000. That amount consists of the total fair value change of CU10,000 (i.e., CU500,000 – 490,000) offset by the accumulated impairment amount recognised (CU6,000) while the assets were measured at fair value through other comprehensive revenue and expense.

Scenario 5: Reclassification Out of the Fair Value Through Surplus or Deficit Measurement Category and into the Fair Value Through Other Comprehensive Revenue and Expense Measurement Category

IE113. Department of Treasury A reclassifies the portfolio of bonds out of the fair value through surplus or deficit measurement category and into the fair value through other comprehensive revenue and expense measurement category. The portfolio of bonds continues to be measured at fair value. However, for the purposes of applying the effective interest method, the fair value of the portfolio of bonds at the reclassification date becomes the new gross carrying amount and the effective interest rate is determined based on that new gross carrying amount. The impairment requirements apply from the reclassification date. For the purposes of recognising expected credit losses, the credit risk of the portfolio of bonds at the reclassification date becomes the credit risk against which future changes in credit risk shall be compared.

 

Debit

Credit

Bonds (Fair Value Through Other Comprehensive Revenue and Expense assets)

CU490,000

 

Bonds (Fair Value Through Surplus or Deficit assets)

 

CU490,000

Impairment loss (surplus or deficit)

CU4,000

 

Other comprehensive revenue and expense (a)

 

CU4,000

(To recognise the reclassification of bonds from fair value through surplus or deficit to fair value through other comprehensive revenue and expense including commencing accounting for impairment. The other comprehensive revenue and expense amount reflects the loss allowance at the date of reclassification (an accumulated impairment amount relevant for disclosure purposes) of CU4,000.)

Scenario 6: Reclassification Out of the Fair Value Through Other Comprehensive Revenue and Expense Measurement Category and into the Fair Value Through Surplus or Deficit Measurement Category

IE114. Department of Treasury A reclassifies the portfolio of bonds out of the fair value through other comprehensive revenue and expense measurement category and into the fair value through surplus or deficit measurement category. The portfolio of bonds continues to be measured at fair value. However, the cumulative gain or loss previously recognised in other comprehensive revenue and expense is reclassified from net assets/equity to surplus or deficit as a reclassification adjustment (see PBE IPSAS 1 Presentation of Financial Reports).

 

Debit

Credit

Bonds (Fair Value Through Surplus or Deficit assets)

CU490,000

 

Bonds (Fair Value Through Other Comprehensive Revenue and Expense assets)

 

CU490,000

Reclassification loss (surplus or deficit)

CU4,000

 

Other comprehensive revenue and expense

 

CU4,000

(To recognise the reclassification of bonds from fair value through other comprehensive revenue and expense to fair value through surplus or deficit.)

(a) The cumulative loss in other comprehensive revenue and expense at the reclassification date was CU4,000. That amount consists of the total fair value change of CU10,000 (i.e., CU500,000 – 490,000) offset by the loss allowance that was recognised (CU6,000) while the assets were measured at fair value through other comprehensive revenue and expense.

IE115. The following examples illustrate the mechanics of hedge accounting for aggregated exposures.

Example 16—Combined Commodity Price Risk and Foreign Currency Risk Hedge (Cash Flow Hedge/Cash Flow Hedge Combination)

Fact Pattern

IE116. Municipality A wants to hedge a highly probable forecast electricity purchase (which is expected to occur at the end of Period 5). Municipality A’s functional currency is its Local Currency (LC). Electricity is traded in Foreign Currency (FC). Municipality A has the following risk exposures:

  1. Commodity price risk: the variability in cash flows for the purchase price, which results from fluctuations of the spot price of electricity in FC; and

  2. Foreign currency (FX) risk: the variability in cash flows that result from fluctuations of the spot exchange rate between LC and FC.

IE117. Municipality A hedges its risk exposures using the following risk management strategy:

  1. Municipality A uses benchmark commodity forward contracts, which are denominated in FC, to hedge its electricity purchases four periods before delivery. The electricity price that Municipality A actually pays for its purchase is different from the benchmark price because of differences in the type of electricity, the location and delivery arrangement.11 This gives rise to the risk of changes in the relationship between the two electricity prices (sometimes referred to as ‘basis risk’), which affects the effectiveness of the hedging relationship. Municipality A does not hedge this risk because it is not considered economical under cost/benefit considerations.

  2. Municipality A also hedges its FX risk. However, the FX risk is hedged over a different horizon— only three periods before delivery. Municipality A considers the FX exposure from the variable payments for the electricity purchase in FC and the gain or loss on the commodity forward contract in FC as one aggregated FX exposure. Hence, Municipality A uses one single FX forward contract to hedge the FX cash flows from a forecast electricity purchase and the related commodity forward contract.

IE118. The following table sets out the parameters used for Example 16 (the ‘basis spread’ is the differential, expressed as a percentage, between the price of the electricity that Municipality A actually buys and the price for the benchmark electricity):

Example 16—Parameters

         

Period

         

Interest rates for remaining maturity [FC]

0.26%

0.21%

0.16%

0.06%

0.00%

Interest rates for remaining maturity [LC]

1.12%

0.82%

0.46%

0.26%

0.00%

Forward price [FC/MWh]

1.25

1.01

1.43

1.22

2.15

Basis spread

-5.00%

-5.50%

-6.00%

-3.40%

-7.00%

FX rate (spot) [FC/LC]

1.3800

1.3300

1.4100

1.4600

1.4300

Accounting Mechanics

IE119. Entity A designates as cash flow hedges the following two hedging relationships:12

  1. A commodity price risk hedging relationship between the electricity price related variability in cash flows attributable to the forecast electricity purchase in FC as the hedged item and a commodity forward contract denominated in FC as the hedging instrument (the ‘first level relationship’). This hedging relationship is designated at the end of Period 1 with a term to the end of Period 5. Because of the basis spread between the price of the electricity that Municipality A actually buys and the price for the benchmark electricity, Municipality A designates a volume of 112,500 MWh of electricity as the hedging instrument and a volume of 118,421 MWh as the hedged item.13

  2. An FX risk hedging relationship between the aggregated exposure as the hedged item and an FX forward contract as the hedging instrument (the ‘second level relationship’). This hedging relationship is designated at the end of Period 2 with a term to the end of Period 5. The aggregated exposure that is designated as the hedged item represents the FX risk that is the effect of exchange rate changes, compared to the forward FX rate at the end of Period 2 (i.e., the time of designation of the FX risk hedging relationship), on the combined FX cash flows in FC of the two items designated in the commodity price risk hedging relationship, which are the forecast electricity purchase and the commodity forward contract. Municipality A’s long-term view of the basis spread between the price of the electricity that it actually buys and the price for the benchmark electricity has not changed from the end of Period 1. Consequently, the actual volume of hedging instrument that Municipality A enters into (the nominal amount of the FX forward contract of FC140,625) reflects the cash flow exposure associated with a basis spread that had remained at -5 per cent. However, Municipality A’s actual aggregated exposure is affected by changes in the basis spread. Because the basis spread has moved from -5 per cent to -5.5 per cent during Period 2, Municipality A’s actual aggregated exposure at the end of Period 2 is FC140,027.

IE120. The following table sets out the fair values of the derivatives, the changes in the value of the hedged items and the calculation of the cash flow hedge reserves and hedge ineffectiveness:14

 

Example 16—Calculations

   

Period

1 2 3 4 5

Commodity Price Risk Hedging Relationship (First Level Relationship)

Forward Purchase Contract for Electricity

Volume (MWh)

112,500

           

Forward price [FC/MWh]

1.25

Price (fwd) [FC/MWh]

1.25

1.01

1.43

1.22

2.15

   

Fair value [FC]

0

(26,943)

20,219

(3,373)

101,250

   

Fair value [LC]

0

(20,258)

14,339

(2,310)

70,804

 

Change in fair value [LC]

 

(20,258)

34,598

(16,650)

73,114

Hedged Forecast Electricity Purchase

Hedge ratio

105.26%

Basis spread

-5.00%

-5.50%

-6.00%

-3.40%

-7.00%

Hedged volume

118,421

Price (fwd) [FC/MWh]

1.19

0.95

1.34

1.18

2.00

Implied forward price

1.1875

Present value

[FC]

0

27,540

(18,528)

1,063

(96,158)

   

Present value

[LC]

0

20,707

(13,140)

728

(67,243)

 

Change in present value [LC]

 

20,707

(33,847)

13,868

(67,971)

Accounting

   

LC

LC

LC

LC

LC

Derivative

   

0

(20,258)

14,339

(2,310)

70,804

Cash flow hedge reserve

   

0

(20,258)

13,140

(728)

67,243

Change in cash flow hedge reserve

   

(20,258)

33,399

(13,868)

67,971

Surplus or deficit

     

0

1,199

(2,781)

5,143

Accumulated surplus or deficit

   

0

0

1,199

(1,582)

3,561

FX Risk Hedging Relationship (Second Level Relationship)

FX rate [FC/LC]

 

Spot

1.3800

1.3300

1.4100

1.4600

1.4300

   

Forward

1.3683

1.3220

1.4058

1.4571

1.4300

FX forward contract (Buy FC/Sell LC)

           

Volume [FC]

140,625

           

Forward rate (in P2)

1.3220

Fair value [LC]

 

0

(6,313)

(9,840)

(8,035)

 

Change in fair value [LC]

   

(6,313)

(3,528)

1,805

Hedged FX risk

           

Aggregated FX exposure

Hedged volume [FC]

 

140,027

138,932

142,937

135,533

 

Present value [LC]

 

0

6,237

10,002

7,744

 

Change in present value [LC]

   

6,237

3,765

(2,258)

Accounting

 

LC

LC

LC

LC

Derivative

 

0

(6,313)

(9,840)

(8,035)

Cash flow hedge reserve

 

0

(6,237)

(9,840)

(7,744)

Change in cash flow hedge reserve

   

(6,237)

(3,604)

2,096

Surplus or deficit

   

(76)

76

(291)

Accumulated surplus or deficit

 

0

(76)

0

(291)

IE121. The commodity price risk hedging relationship is a cash flow hedge of a highly probable forecast transaction that starts at the end of Period 1 and remains in place when the FX risk hedging relationship starts at the end of Period 2, i.e., the first level relationship continues as a separate hedging relationship.

IE122. The volume of the aggregated FX exposure (in FC), which is the hedged volume of the FX risk hedging relationship, is the total of:20

  1. The hedged electricity purchase volume multiplied by the current forward price (this represents the expected spot price of the actual electricity purchase); and

  2. The volume of the hedging instrument (designated nominal amount) multiplied by the difference between the contractual forward rate and the current forward rate (this represents the expected price differential from benchmark electricity price movements in FC that Municipality A will receive or pay under the commodity forward contract).

IE123. The present value (in LC) of the hedged item of the FX risk hedging relationship (i.e., the aggregated exposure) is calculated as the hedged volume (in FC) multiplied by the difference between the forward FX rate at the measurement date and the forward FX rate at the designation date of the hedging relationship (i.e., the end of Period 2).21

IE124. Using the present value of the hedged item and the fair value of the hedging instrument, the cash flow hedge reserve and the hedge ineffectiveness are then determined (see paragraph 140 of PBE IPSAS 41).

IE125. The following table shows the effect on Municipality A’s statement of comprehensive revenue and expense and its statement of financial position (for the sake of transparency the line items22 are disaggregated on the face of the statements by the two hedging relationships, i.e., for the commodity price risk hedging relationship and the FX risk hedging relationship):

Example 16—Overview of Effect on Statements of Comprehensive Revenue and Expense and Financial Position

[All amounts in LC]

Period

1 2 3 4 5

Statement of comprehensive revenue and expense

Hedge ineffectiveness

         

Commodity hedge

 

0

(1,199)

2,781

(5,143)

FX hedge

 

0

76

(76)

291

Surplus or deficit

0

0

(1,123)

2,705

(4,852)

Other comprehensive revenue and expense

         

Commodity hedge

 

20,258

(33,399)

13,868

(67,971)

FX hedge

 

0

6,237

3,604

(2,096)

Total other comprehensive revenue and expense

0

20,258

(27,162)

17,472

(70,067)

Comprehensive revenue and expense

0

20,258

(28,285)

20,177

(74,920)

Statement of financial position

         

Commodity forward

0

(20,258)

14,339

(2,310)

70,804

FX forward

 

0

(6,313)

(9,840)

(8,035)

Total net assets

0

(20,258)

8,027

(12,150)

62,769

Net assets/equity

         

Accumulated other comprehensive revenue and expense

Commodity hedge

0

20,258

(13,140)

728

(67,243)

FX hedge

 

0

6,237

9,840

7,744

 

0

20,258

(6,904)

10,568

(59,499)

Accumulated surplus or deficit

         

Commodity hedge

0

0

(1,199)

1,582

(3,561)

FX hedge

 

0

76

0

291

 

0

0

(1,123)

1,582

(3,270)

Total net assets/equity

0

20,258

(8,027)

12,150

(62,769)

   

IE126. The total cost of inventory after hedging is as follows:23

Cost of inventory [all amounts in LC]

 

Cash price (at spot for commodity price risk and FX risk)

165,582

Gain/loss from CFHR for commodity price risk

(67,243)

Gain/loss from CFHR for FX risk

7,744

Cost of inventory

106,083

   

IE127. The total overall cash flow from all transactions (the actual electricity purchase at the spot price and the settlement of the two derivatives) is LC102,813. It differs from the hedge adjusted cost of inventory by LC3,270, which is the net amount of cumulative hedge ineffectiveness from the two hedging relationships. This hedge ineffectiveness has a cash flow effect but is excluded from the measurement of the inventory.

Example 17—Combined Interest Rate Risk and Foreign Currency Risk Hedge (Fair Value Hedge/Cash Flow Hedge Combination)

Fact Pattern

IE128. State Government B wants to hedge a fixed rate liability that is denominated in Foreign Currency (FC). The liability has a term of four periods from the start of Period 1 to the end of Period 4. State Government B’s functional currency is its Local Currency (LC). State Government B has the following risk exposures:

  1. Fair value interest rate risk and FX risk: the changes in fair value of the fixed rate liability attributable to interest rate changes, measured in LC.

  2. Cash flow interest rate risk: the exposure that arises as a result of swapping the combined fair value interest rate risk and FX risk exposure associated with the fixed rate liability (see (a) above) into a variable rate exposure in LC in accordance with State Government B’s risk management strategy for FC denominated fixed rate liabilities (see paragraph IE129(a) below).

IE129. State Government B hedges its risk exposures using the following risk management strategy:

  1. State Government B uses cross-currency interest rate swaps to swap its FC denominated fixed rate liabilities into a variable rate exposure in LC. State Government B hedges its FC denominated liabilities (including the interest) for their entire life. Consequently, State Government B enters into a cross-currency interest rate swap at the same time as it issues an FC denominated liability. Under the cross-currency interest rate swap State Government B receives fixed interest in FC (used to pay the interest on the liability) and pays variable interest in LC.

  2. State Government B considers the cash flows on a hedged liability and on the related cross- currency interest rate swap as one aggregated variable rate exposure in LC. From time to time, in accordance with its risk management strategy for variable rate interest rate risk (in LC), State Government B decides to lock in its interest payments and hence swaps its aggregated variable rate exposure in LC into a fixed rate exposure in LC. State Government B seeks to obtain as a fixed rate exposure a single blended fixed coupon rate (i.e., the uniform forward coupon rate for the hedged term that exists at the start of the hedging relationship).19 Consequently, State Government B uses interest rate swaps (denominated entirely in LC) under which it receives variable interest (used to pay the interest on the pay leg of the cross-currency interest rate swap) and pays fixed interest.

IE130. The following table sets out the parameters used for Example 17:

Example 17—Parameters

         
 

t0

Period 1

Period 2

Period 3

Period 4

FX spot rate [LC/FC]

1.2000

1.0500

1.4200

1.5100

1.3700

Interest curves

(vertical presentation of rates for each quarter of a period on a p.a. basis)

LC

2.50%

5.02%

6.18%

0.34%

[N/A]

 

2.75%

5.19%

6.26%

0.49%

 
 

2.91%

5.47%

6.37%

0.94%

 
 

3.02%

5.52%

6.56%

1.36%

 
 

2.98%

5.81%

6.74%

   
 

3.05%

5.85%

6.93%

   
 

3.11%

5.91%

7.19%

   
 

3.15%

6.06%

7.53%

   
 

3.11%

6.20%

     
 

3.14%

6.31%

     
 

3.27%

6.36%

     
 

3.21%

6.40%

     
 

3.21%

       
 

3.25%

       
 

3.29%

       
 

3.34%

       

FC

3.74%

4.49%

2.82%

0.70%

[N/A]

 

4.04%

4.61%

2.24%

0.79%

 
 

4.23%

4.63%

2.00%

1.14%

 
 

4.28%

4.34%

2.18%

1.56%

 
 

4.20%

4.21%

2.34%

   
 

4.17%

4.13%

2.53%

   
 

4.27%

4.07%

2.82%

   
 

4.14%

4.09%

3.13%

   
 

4.10%

4.17%

     
 

4.11%

4.13%

     
 

4.11%

4.24%

     
 

4.13%

4.34%

     
 

4.14%

       
 

4.06%

       
 

4.12%

       
 

4.19%

       

Accounting Mechanics

IE131. State Government B designates the following hedging relationships:25

  1. As a fair value hedge, a hedging relationship for fair value interest rate risk and FX risk between the FC denominated fixed rate liability (fixed rate FX liability) as the hedged item and a cross- currency interest rate swap as the hedging instrument (the ‘first level relationship’). This hedging relationship is designated at the beginning of Period 1 (i.e., t0) with a term to the end of Period 4.

  2. As a cash flow hedge, a hedging relationship between the aggregated exposure as the hedged item and an interest rate swap as the hedging instrument (the ‘second level relationship’). This hedging relationship is designated at the end of Period 1, when State Government B decides to lock in its interest payments and hence swaps its aggregated variable rate exposure in LC into a fixed rate exposure in LC, with a term to the end of Period 4. The aggregated exposure that is designated as the hedged item represents, in LC, the variability in cash flows that is the effect of changes in the combined cash flows of the two items designated in the fair value hedge of the fair value interest rate risk and FX risk (see (a) above), compared to the interest rates at the end of Period 1 (i.e., the time of designation of the hedging relationship between the aggregated exposure and the interest rate swap).

IE132. The following table26 sets out the overview of the fair values of the derivatives, the changes in the value of the hedged items and the calculation of the cash flow hedge reserve and hedge ineffectiveness.27 In this example, hedge ineffectiveness arises on both hedging relationships.28

Example 17—Calculations

         
 

t0

Period 1

Period 2

Period 3

Period 4

Fixed rate FX liability

         

Fair value [FC]

(1,000,000)

(995,522)

(1,031,008)

(1,030,193)

(1,000,000)

Fair value [LC]

(1,200,000)

(1,045,298)

(1,464,031)

(1,555,591)

(1,370,000)

Change in fair value [LC]

 

154,702

(418,733)

(91,560)

185,591

CCIRS (receive fixed FC/pay variable LC)

Fair value [LC]

0

(154,673)

264,116

355,553

170,000

Change in fair value [LC]

 

(154,673)

418,788

91,437

(185,553)

IRS (receive variable/pay fixed)

         

Fair value [LC]

 

0

18,896

(58,767)

0

Change in fair value [LC]

   

18,896

(77,663)

(58,767)

CF variability of the aggregated exposure

Present value [LC]

 

0

(18,824)

58,753

0

Change in present value [LC]

   

(18,824)

77,577

(58,753)

CFHR

         

Balance (end of period) [LC]

 

0

18,824

(58,753)

0

Change [LC]

   

18,824

(77,577)

58,753

IE133. The hedging relationship between the fixed rate FX liability and the cross-currency interest rate swap starts at the beginning of Period 1 (i.e., t0) and remains in place when the hedging relationship for the second level relationship starts at the end of Period 1, i.e., the first level relationship continues as a separate hedging relationship.

IE134. The cash flow variability of the aggregated exposure is calculated as follows:

  1. At the point in time from which the cash flow variability of the aggregated exposure is hedged (i.e., the start of the second level relationship at the end of Period 1), all cash flows expected on the fixed rate FX liability and the cross-currency interest rate swap over the hedged term (i.e., until the end of Period 4) are mapped out and equated to a single blended fixed coupon rate so that the total present value (in LC) is nil. This calculation establishes the single blended fixed coupon rate (reference rate) that is used at subsequent dates as the reference point to measure the cash flow variability of the aggregated exposure since the start of the hedging relationship. This calculation is illustrated in the following table:

    Example 17—Cash Flow Variability of the Aggregated Exposure (Calibration)

    Variability in Cash Flows of the Aggregated Exposure

       

    FX liability

    CCIRS FC leg

    CCIRS LC leg

    Calibration

    PV

       

    CF(s)

    PV

    CF(s)

    PV

    CF(s)

    PV

    1,200,000 Nominal

    5.6963% Rate

    4 Frequency

       

    [FC]

    [FC]

    [FC]

    [FC]

    [LC]

    [LC]

    [LC]

    [LC]

     

    Time

                   

    Period 1

    t0

                   

    t1

                   

    t2

                   

    t3

                   

    t4

                   

    Period 2

    t5

    0

    0

    0

    0

    (14,771)

    (14,591)

    17,089

    16,881

    t6

    (20,426)

    (19,977)

    20,246

    19,801

    (15,271)

    (14,896)

    17,089

    16,669

    t7

    0

    0

    0

    0

    (16,076)

    (15,473)

    17,089

    16,449

    t8

    (20,426)

    (19,543)

    20,582

    19,692

    (16,241)

    (15,424)

    17,089

    16,229

    Period 3

    t9

    0

    0

    0

    0

    (17,060)

    (15,974)

    17,089

    16,002

    t10

    (20,426)

    (19,148)

    20,358

    19,084

    (17,182)

    (15,862)

    17,089

    15,776

    t11

    0

    0

    0

    0

    (17,359)

    (15,797)

    17,089

    15,551

    t12

    (20,426)

    (18,769)

    20,582

    18,912

    (17,778)

    (15,942)

    17,089

    15,324

    Period 4

    t13

    0

    0

    0

    0

    (18,188)

    (16,066)

    17,089

    15,095

    t14

    (20,426)

    (18,391)

    20,246

    18,229

    (18,502)

    (16,095)

    17,089

    14,866

    t15

    0

    0

    0

    0

    (18,646)

    (15,972)

    17,089

    14,638

    t16

    (1,020,426)

    (899,695)

    1,020,582

    899,832

    (1,218,767)

    (1,027,908)

    1,217,089

    1,026,493

    Totals

     

    (995,522)

    995,550

     

     

    (1,200,000)

    1,199,971

    Totals in LC

     

    (1,045,298)

    1,045,327

     

     

    (1,200,000)

    1,199,971

    PV of all CF(s) [LC]

    0 Ʃ

     
     

     

     

    The nominal amount that is used for the calibration of the reference rate is the same as the nominal amount of aggregated exposure that creates the variable cash flows in LC (LC1,200,000), which coincides with the nominal amount of the cross-currency interest rate swap for the variable rate leg in LC. This results in a reference rate of 5.6963 per cent (determined by iteration so that the present value of all cash flows in total is nil).

  2. At subsequent dates, the cash flow variability of the aggregated exposure is determined by comparison to the reference point established at the end of Period 1. For that purpose, all remaining cash flows expected on the fixed rate FX liability and the cross-currency interest rate swap over the remainder of the hedged term (i.e., from the effectiveness measurement date until the end of Period 4) are updated (as applicable) and then discounted. Also, the reference rate of 5.6963 per cent is applied to the nominal amount that was used for the calibration of that rate at the end of Period 1 (LC1,200,000) in order to generate a set of cash flows over the remainder of the hedged term that is then also discounted. The total of all those present values represents the cash flow variability of the aggregated exposure. This calculation is illustrated in the following table for the end of Period 2:

    Example 17—Cash Flow Variability of the Aggregated Exposure (at the End of Period 2)

    Variability in Cash Flows of the Aggregated Exposure

       

    FX liability

    CCIRS FC leg

    CCIRS LC leg

    Calibration

    PV

       

    CF(s)

    PV

    CF(s)

    PV

    CF(s)

    PV

    1,200,000 Nominal

    5.6963% Rate

    4 Frequency

       

    [FC]

    [FC]

    [FC]

    [FC]

    [LC]

    [LC]

    [LC]

    [LC]

     

    Time

                   

    Period 1

    t0

                   

    t1

                   

    t2

                   

    t3

                   

    t4

                   

    Period 2

    t5

    0

    0

    0

    0

    0

    0

    0

    0

    t6

    0

    0

    0

    0

    0

    0

    0

    0

    t7

    0

    0

    0

    0

    0

    0

    0

    0

    t8

    0

    0

    0

    0

    0

    0

    0

    0

    Period 3

    t9

    0

    0

    0

    0

    (18,120)

    (17,850)

    17,089

    16,835

    t10

    (20,426)

    (20,173)

    20,358

    20,106

    (18,360)

    (17,814)

    17,089

    16,581

    t11

    0

    0

    0

    0

    (18,683)

    (17,850)

    17,089

    16,327

    t12

    (20,426)

    (19,965)

    20,582

    20,117

    (19,203)

    (18,058)

    17,089

    16,070

    Period 4

    t13

    0

    0

    0

    0

    (19,718)

    (18,243)

    17,089

    15,810

    t14

    (20,426)

    (19,726)

    20,246

    19,553

    (20,279)

    (18,449)

    17,089

    15,547

    t15

    0

    0

    0

    0

    (21,014)

    (18,789)

    17,089

    15,280

    t16

    (1,020,426)

    (971,144)

    1,020,582

    971,292

    (1,221,991)

    (1,072,947)

    1,217,089

    1,068,643

     

    Totals

    (1,031,008)

     

    1,031,067

     

     

    (1,200,000)

    1,181,092

    Totals in LC

    (1,464,031)

     

    1,464,116

     

     

    (1,200,000)

    1,181,092

    PV of all CF(s) [LC]

      (18,824) Ʃ  

    The changes in interest rates and the exchange rate result in a change of the cash flow variability of the aggregated exposure between the end of Period 1 and the end of Period 2 that has a present value of LC-18,824.24

     

IE135. Using the present value of the hedged item and the fair value of the hedging instrument, the cash flow hedge reserve and the hedge ineffectiveness are then determined (see paragraph 140 of PBE IPSAS 41).

IE136. The following table shows the effect on State Government B’s statement of comprehensive revenue and expense and its statement of financial position (for the sake of transparency some line items25 are disaggregated on the face of the statements by the two hedging relationships, i.e., for the fair value hedge of the fixed rate FX liability and the cash flow hedge of the aggregated exposure):26

Example 17—Overview of Effect on Statements of Comprehensive Revenue and Expense and Financial Position

[All amounts in LC]

t0

t0

Period 1

Period 2

Period 3

Period 4

Statement of comprehensive revenue and expense

         

Interest expense

         

FX liability

 

45,958

50,452

59,848

58,827

FVH adjustment

 

(12,731)

11,941

14,385

(49,439)

 

 

33,227

62,393

74,233

9,388

Reclassifications (CFH)

   

5,990

(5,863)

58,982

Total interest expense

 

33,227

68,383

68,370

68,370

Other gains/losses

         

Change in fair value of the CCIRS

 

154,673

(418,788)

(91,437)

185,553

FVH adjustment (FX liability)

 

(154,702)

418,733

91,560

(185,591)

Hedge ineffectiveness

 

0

(72)

(54)

(19)

Total other gains/losses

  (29)

(127)

68

(57)

Surplus or deficit

 

33,198

68,255

68,438

68,313

Other comprehensive revenue and expense

         

Effective CFH gain/loss

   

(12,834)

71,713

229

Reclassifications

   

(5,990)

5,863

(58,982)

Total other comprehensive revenue and expense

   

(18,842)

77,577

(58,753)

Comprehensive revenue and expense

 

33,198

49,432

146,015

9,560

     
 

t0

Period 1

Period 2

Period 3

Period 4

Statement of financial position

         

FX liability

(1,200,000)

(1,045,298)

(1,464,031)

(1,555,591)

(1,397,984)

CCIRS

0

(154,673)

264,116

355,553

194,141

IRS

 

0

18,896

(58,767)

(13,004)

Cash

1,200,000

1,166,773

1,098,390

1,030,160

978,641

Total net assets

0

(33,198)

(82,630)

(228,645)

(238,205)

Net assets/equity

         

Accumulated other comprehensive revenue and expense

 

0

(18,824)

58,753

0

Accumulated surplus or deficit

0

33,198

101,454

169,892

238,205

Total net assets/equity

0

33,198

82,630

228,645

238,205

 

IE137. The total interest expense in surplus or deficit reflects State Government B’s interest expense that results from its risk management strategy:

  1. In Period 1 the risk management strategy results in interest expense reflecting variable interest rates in LC after taking into account the effect of the cross-currency interest rate swap, including a difference between the cash flows on the fixed rate FX liability and the fixed leg of the cross- currency interest rate swap that were settled during Period 1 (this means the interest expense does not exactly equal the variable interest expense that would arise in LC on a borrowing of LC1,200,000). There is also some hedge ineffectiveness that results from a difference in the changes in value for the fixed rate FX liability (as represented by the fair value hedge adjustment) and the cross-currency interest rate swap.

  2. For Periods 2 to 4 the risk management strategy results in interest expense that reflects, after taking into account the effect of the interest rate swap entered into at the end of Period 1, fixed interest rates in LC (i.e., locking in a single blended fixed coupon rate for a three-period term based on the interest rate environment at the end of Period 1). However, State Government B’s interest expense is affected by the hedge ineffectiveness that arises on its hedging relationships. In Period 2 the interest expense is slightly higher than the fixed rate payments locked in with the interest rate swap because the variable payments received under the interest rate swap are less than the total of the cash flows resulting from the aggregated exposure.27 In Periods 3 and 4 the interest expense is equal to the locked in rate because the variable payments received under the swap are more than the total of the cash flows resulting from the aggregated exposure.28

Example 18—Combined Interest Rate Risk and Foreign Currency Risk Hedge (Cash Flow Hedge/Fair Value Hedge Combination)

Fact Pattern

IE138. State Government C wants to hedge a variable rate liability that is denominated in Foreign Currency (FC). The liability has a term of four periods from the start of Period 1 to the end of Period 4. State Government C’s functional currency is its Local Currency (LC). State Government C has the following risk exposures:

  1. Cash flow interest rate risk and FX risk: the changes in cash flows of the variable rate liability attributable to interest rate changes, measured in LC.

  2. Fair value interest rate risk: the exposure that arises as a result of swapping the combined cash flow interest rate risk and FX risk exposure associated with the variable rate liability (see

  3. above) into a fixed rate exposure in LC in accordance with State Government C’s risk management strategy for FC denominated variable rate liabilities (see paragraph IE139(a) below).

IE139. State Government C hedges its risk exposures using the following risk management strategy:

  1. State Government C uses cross-currency interest rate swaps to swap its FC denominated variable rate liabilities into a fixed rate exposure in LC. State Government C hedges its FC denominated liabilities (including the interest) for their entire life. Consequently, State Government C enters into a cross-currency interest rate swap at the same time as it issues an FC denominated liability. Under the cross-currency interest rate swap State Government C receives variable interest in FC (used to pay the interest on the liability) and pays fixed interest in LC.

  2. State Government C considers the cash flows on a hedged liability and on the related cross- currency interest rate swap as one aggregated fixed rate exposure in LC. From time to time, in accordance with its risk management strategy for fixed rate interest rate risk (in LC), State Government C decides to link its interest payments to current variable interest rate levels and hence swaps its aggregated fixed rate exposure in LC into a variable rate exposure in LC. Consequently, State Government C uses interest rate swaps (denominated entirely in LC) under which it receives fixed interest (used to pay the interest on the pay leg of the cross-currency interest rate swap) and pays variable interest.

IE140. The following table sets out the parameters used for Example 18:

Example 18—Parameter Overview

         
 

t0

Period 1

Period 2

Period 3

Period 4

FX spot rate [LC/FC]

1.2

1.05

1.42

1.51

1.37

Interest curves

(vertical presentation of rates for each quarter of a period on a p.a. basis)

LC

2.50%

1.00%

3.88%

0.34%

[N/A]

 

2.75%

1.21%

4.12%

0.49%

 
 

2.91%

1.39%

4.22%

0.94%

 
 

3.02%

1.58%

5.11%

1.36%

 
 

2.98%

1.77%

5.39%

   
 

3.05%

1.93%

5.43%

   
 

3.11%

2.09%

5.50%

   
 

3.15%

2.16%

5.64%

   
 

3.11%

2.22%

     
 

3.14%

2.28%

     
 

3.27%

2.30%

     
 

3.21%

2.31%

     
 

3.21%

       
 

3.25%

       
 

3.29%

       
 

3.34%

       

FC

3.74%

4.49%

2.82%

0.70%

[N/A]

 

4.04%

4.61%

2.24%

0.79%

 
 

4.23%

4.63%

2.00%

1.14%

 
 

4.28%

4.34%

2.18%

1.56%

 
 

4.20%

4.21%

2.34%

   
 

4.17%

4.13%

2.53%

   
 

4.27%

4.07%

2.82%

   
 

4.14%

4.09%

3.13%

   
 

4.10%

4.17%

     
 

4.11%

4.13%

     
 

4.11%

4.24%

     
 

4.13%

4.34%

     
 

4.14%

       
 

4.06%

       
 

4.12%

       
 

4.19%

       

 

Accounting Mechanics

IE141. State Government C designates the following hedging relationships:29

  1. As a cash flow hedge, a hedging relationship for cash flow interest rate risk and FX risk between the FC denominated variable rate liability (variable rate FX liability) as the hedged item and a cross-currency interest rate swap as the hedging instrument (the ‘first level relationship’). This hedging relationship is designated at the beginning of Period 1 (i.e., t0) with a term to the end of Period 4.

  2. As a fair value hedge, a hedging relationship between the aggregated exposure as the hedged item and an interest rate swap as the hedging instrument (the ‘second level relationship’). This hedging relationship is designated at the end of Period 1, when State Government C decides to link its interest payments to current variable interest rate levels and hence swaps its aggregated fixed rate exposure in LC into a variable rate exposure in LC, with a term to the end of Period 4. The aggregated exposure that is designated as the hedged item represents, in LC, the change in value that is the effect of changes in the value of the combined cash flows of the two items designated in the cash flow hedge of the cash flow interest rate risk and FX risk (see (a) above), compared to the interest rates at the end of Period 1 (i.e., the time of designation of the hedging relationship between the aggregated exposure and the interest rate swap).

IE142. The following table30 sets out the overview of the fair values of the derivatives, the changes in the value of the hedged items and the calculation of the cash flow hedge reserve.31 In this example no hedge ineffectiveness arises on either hedging relationship because of the assumptions made.32

Example 18—Calculations

         
 

t0

Period 1

Period 2

Period 3

Period 4

Variable rate FX liability

         

Fair value [FC]

(1,000,000)

(1,000,000)

(1,000,000)

(1,000,000)

(1,000,000)

Fair value [LC]

(1,200,000)

(1,050,000)

(1,420,000)

(1,510,000)

(1,370,000)

Change in fair value [LC]

 

150,000

(370,000)

(90,000)

140,000

PV of change in variable CF(s) [LC]

0

192,310

(260,346)

(282,979)

(170,000)

Change in PV [LC]

 

192,310

(452,656)

(22,633)

112,979

CCIRS (receive variable FC/pay fixed LC)

Fair value [LC]

0

(192,310)

260,346

282,979

170,000

Change in fair value [LC]

 

(192,310)

452,656

22,633

(112,979)

 

t0

Period 1

Period 2

Period 3

Period 4

CFHR

         

Opening balance

0

0

(42,310)

(28,207)

(14,103)

Reclassification FX risk

 

153,008

(378,220)

(91,030)

140,731

Reclassification (current period CF)

 

(8,656)

(18,410)

2,939

21,431

Effective CFH gain/loss

 

(186,662)

(479,286)

20,724

(135,141)

Reclassification for interest rate risk

 

0

(82,656)

67,367

(27,021)

Amortisation of CFHR

 

0

14,103

14,103

14,103

Ending balance

 

(42,103)

(28,207)

(14,103)

0

IRS (receive fixed/pay variable)

         

Fair value [LC]

 

0

(82,656)

(15,289)

(42,310)

Change in fair value

   

(82,656)

67,367

(27,021)

Change in present value of the aggregated exposure

Present value [LC]

 

(1,242,310)

(1,159,654)

(1,227,021)

(1,200,000)

Change in present value [LC]

   

82,656

(67,367)

27,021

 

IE143. The hedging relationship between the variable rate FX liability and the cross-currency interest rate swap starts at the beginning of Period 1 (i.e., t0) and remains in place when the hedging relationship for the second level relationship starts at the end of Period 1, i.e., the first level relationship continues as a separate hedging relationship. However, the hedge accounting for the first level relationship is affected by the start of hedge accounting for the second level relationship at the end of Period 1. The fair value hedge for the second level relationship affects the timing of the reclassification to surplus or deficit of amounts from the cash flow hedge reserve for the first level relationship:

  1. The fair value interest rate risk that is hedged by the fair value hedge is included in the amount that is recognised in other comprehensive revenue and expense as a result of the cash flow hedge for the first level hedging relationship (i.e., the gain or loss on the cross-currency interest rate swap that is determined to be an effective hedge).33 This means that from the end of Period 1 the part of the effective cash flow hedging gain or loss that represents the fair value interest rate risk (in LC), and is recognised in other comprehensive revenue and expense in a first step, is in a second step immediately (i.e., in the same period) transferred from the cash flow hedge reserve to surplus or deficit. That reclassification adjustment offsets the gain or loss on the interest rate swap that is recognised in surplus or deficit.34 In the context of accounting for the aggregated exposure as the hedged item, that reclassification adjustment is the equivalent of a fair value hedge adjustment because in contrast to a hedged item that is a fixed rate debt instrument (in LC) at amortised cost, the aggregated exposure is already remeasured for changes regarding the hedged risk but the resulting gain or loss is recognised in other comprehensive revenue and expense because of applying cash flow hedge accounting for the first level relationship. Consequently, applying fair value hedge accounting with the aggregated exposure as the hedged item does not result in changing the hedged item’s measurement but instead affects where the hedging gains and losses are recognised (i.e., reclassification from the cash flow hedge reserve to surplus or deficit).

  2. The amount in the cash flow hedge reserve at the end of Period 1 (LC42,310) is amortised over the remaining life of the cash flow hedge for the first level relationship (i.e., over Periods 2 to 4).35

IE144. The change in value of the aggregated exposure is calculated as follows:

  1. At the point in time from which the change in value of the aggregated exposure is hedged (i.e., the start of the second level relationship at the end of Period 1), all cash flows expected on the variable rate FX liability and the cross-currency interest rate swap over the hedged term (i.e., until the end of Period 4) are mapped out and their combined present value, in LC, is calculated. This calculation establishes the present value that is used at subsequent dates as the reference point to measure the change in present value of the aggregated exposure since the start of the hedging relationship. This calculation is illustrated in the following table:

    Example 18—Present Value of the Aggregated Exposure (Starting Point)

    Present Value of the Aggregated Exposure

       

    FX liability

    CCIRS FC leg

    CCIRS LC leg

       

    CF(s)

    PV

    CF(s)

    PV

    CF(s)

    PV

       

    [FC]

    [FC]

    [FC]

    [FC]

    [LC]

    [LC]

     

    Time

               
     

    t0

               
     

    t1

               

    Period 1

    t2

               

    t3

               
     

    t4

               
     

    t5

    (11,039)

    (10,918)

    11,039

    10,918

    (9,117)

    (9,094)

    Period 2

    t6

    (11,331)

    (11,082)

    11,331

    11,082

    (9,117)

    (9,067)

    t7

    (11,375)

    (11,000)

    11,375

    11,000

    (9,117)

    (9,035)

     

    t8

    (10,689)

    (10,227)

    10,689

    10,227

    (9,117)

    (9,000)

     

    t9

    (10,375)

    (9,824)

    10,375

    9,824

    (9,117)

    (8,961)

    Period 3

    t10

    (10,164)

    (9,528)

    10,164

    9,528

    (9,117)

    (8,918)

    t11

    (10,028)

    (9,307)

    10,028

    9,307

    (9,117)

    (8,872)

     

    t12

    (10,072)

    (9,255)

    10,072

    9,255

    (9,117)

    (8,825)

     

    t13

    (10,256)

    (9,328)

    10,256

    9,328

    (9,117)

    (8,776)

    Period 4

    t14

    (10,159)

    (9,147)

    10,159

    9,147

    (9,117)

    (8,727)

    t15

    (10,426)

    (9,290)

    10,426

    9,290

    (9,117)

    (8,678)

     

    t16

    (1,010,670)

    (891,093)

    1,010,670

    891,093

    (1,209,117)

    (1,144,358)

     

    Totals

     

    (1,000,000)

     

    1,000,000

     

    (1,242,310)

     

    Totals in LC

     

    (1,050,000)

     

    1,050,000

     

    (1,242,310)

    PV of aggregated exposure [LC]

    (1,242,310) Ʃ

     

     

     

     

     
    The present value of all cash flows expected on the variable rate FX liability and the cross- currency interest rate swap over the hedged term at the end of Period 1 is LC-1,242,310.36
  2. At subsequent dates, the present value of the aggregated exposure is determined in the same way as at the end of Period 1 but for the remainder of the hedged term. For that purpose, all remaining cash flows expected on the variable rate FX liability and the cross-currency interest rate swap over the remainder of the hedged term (i.e., from the effectiveness measurement date until the end of Period 4) are updated (as applicable) and then discounted. The total of those present values represents the present value of the aggregated exposure. This calculation is illustrated in the following table for the end of Period 2:
Example 18—Present Value of the Aggregated Exposure (at the End of Period 2)
                 
     

CF(s)

[FC]

PV

[FC]

CF(s)

[FC]

PV

[FC]

CF(s)

[FC]

PV

[FC]

  Time              
Period 1 t0              
t1              
t2              
t3              
t4              
Period 2 t5   0 0 0 0 0 0
t6   0 0 0 0 0 0
t7   0 0 0 0 0 0
t8   0 0 0 0 0 0
Period 3 t9   (6,969) (6,921) 6,969 6,921 (9,117) (9,030)
t10   (5,544) (5,475) 5,544 5,475 (9,117) (8,939)
t11   (4,971) (4,885) 4,971 4,885 (9,117) (8,847)
t12   (5,401) (5,280) 5,401 5,280 (9,117) (8,738)
Period 4 t13   (5,796) (5,632) 5,796 5,632 (9,117) (8,624)
t14   (6,277) (6,062) 6,277 6,062 (9,117) (8,511)
t15   (6,975) (6,689) 6,975 6,689 (9,117) (8,397)
t16   (1,007,725) (959,056) 1,007,725 956,056 (1,209,117) (1,098,568)
    Totals   (1,000,000)   1,000,000   (1,159,654)
    Totals in LC   (1,420,000)   1,420,000   (1,159,654)
                 
    PV of aggregated exposure [LC]   (1,159,654)        

The changes in interest rates and the exchange rate result in a present value of the aggregated exposure at the end of Period 2 of LC-1,159,654. Consequently, the change in the present value of the aggregated exposure between the end of Period 1 and the end of Period 2 is a gain of LC82,656.42

 

IE145. Using the change in present value of the hedged item (i.e., the aggregated exposure) and the fair value of the hedging instrument (i.e., the interest rate swap), the related reclassifications from the cash flow hedge reserve to surplus or deficit (reclassification adjustments) are then determined.

IE146. The following table shows the effect on State Government C’s statement of comprehensive revenue and expense and its statement of financial position (for the sake of transparency some line items38 are disaggregated on the face of the statements by the two hedging relationships, i.e., for the cash flow hedge of the variable rate FX liability and the fair value hedge of the aggregated exposure):39

Example 18—Overview of Effect on Statements of Comprehensive Revenue and Expense and Financial Position

[All amounts in LC]

 

t0

Period 1

Period 2

Period 3

Period 4

Statement of comprehensive revenue and expense

       

Interest expense

         

FX liability

 

45,122

54,876

33,527

15,035

FVH adjustment

 

0

(20,478)

16,517

(26,781)

   

45,122

34,398

50,045

(11,746)

Reclassifications (CFH)

 

(8,656)

(18,410)

2,939

21,431

   

36,466

15,989

52,983

9,685

Amortisation of CFHR

 

0

14,103

14,103

14,103

Total interest expense

 

36,466

30,092

67,087

23,788

Other gains/losses

         

IRS

 

0

82,656

(67,367)

27,021

FX gain/loss (liability)

 

(150,000)

370,000

90,000

(140,000)

FX gain/loss (interest)

 

(3,008)

8,220

1,030

  1.  

Reclassification for FX risk

 

153,008

(378,220)

(91,030)

140,731

Reclassification for interest rate risk

 

0

(82,656)

67,367

(27,021)

Total other gains/losses

 

0

0

0

0

Surplus or deficit

 

36,466

30,092

67,087

23,788

Other comprehensive revenue and expense

         

Effective gain/loss

 

186,662

(479,286)

(20,724)

135,141

Reclassification (current period CF)

 

8,656

18,410

(2,939)

(21,431)

Reclassification for FX risk

 

(153,008)

378,220

91,030

(140,731)

Reclassification for interest rate risk

 

0

82,656

(67,367)

27,021

Amortisation of CFHR

 

0

(14,103)

(14,103)

(14,103)

Total other comprehensive revenue and expense

 

42,310

(14,103)

(14,103)

(14,103)

Comprehensive revenue and expense

 

78,776

15,989

52,983

9,685

     
 

t0

Period 1

Period 2

Period 3

Period 4

Statement of financial position

         

FX liability

(1,200,000)

(1,050,000)

(1,420,000)

(1,510,000)

(1,375,306)

CCIRS

0

(192,310)

260,346

282,979

166,190

IRS

 

0

(82,656)

(15,289)

(37,392)

Cash

1,200,000

1,163,534

1,147,545

1,094,562

1,089,076

Total net assets/equity

0

(78,776)

(94,765)

(147,748)

(157,433)

Accumulated other comprehensive revenue and expense

0

42,310

28,207

14,103

0

Accumulated surplus or deficit

0

36,466

66,558

133,645

157,433

Total net assets/equity

0

78,776

94,765

147,748

157,433

IE147. The total interest expense in surplus or deficit reflects State Government C’s interest expense that results from its risk management strategy:

  1. In Period 1 the risk management strategy results in interest expense reflecting fixed interest rates in LC after taking into account the effect of the cross-currency interest rate swap.

  2. For Periods 2 to 4, after taking into account the effect of the interest rate swap entered into at the end of Period 1, the risk management strategy results in interest expense that changes with variable interest rates in LC (i.e., the variable interest rate prevailing in each period). However, the amount of the total interest expense is not equal to the amount of the variable rate interest because of the amortisation of the amount that was in the cash flow hedge reserve for the first level relationship at the end of Period 1.40

16For the purpose of this example it is assumed that the hedged risk is not designated based on a benchmark electricity price risk component. Consequently, the entire electricity price risk is hedged.

17This example assumes that all qualifying criteria for hedge accounting are met (see paragraph 129 of PBE IPSAS 41). The following description of the designation is solely for the purpose of understanding this example (i.e., it is not an example of the complete formal documentation required in accordance with paragraph 129(b) of PBE IPSAS 41).

18In this example, the current basis spread at the time of designation is coincidentally the same as Municipality A’s long-term view of the basis spread (-5 per cent) that determines the volume of electricity purchases that it actually hedges. Also, this example assumes that Municipality A designates the hedging instrument in its entirety and designates as much of its highly probable forecast purchases as it regards as hedged. That results in a hedge ratio of 1/(100%-5%). Other entities might follow different approaches when determining what volume of their exposure they actually hedge, which can result in a different hedge ratio and also designating less than a hedging instrument in its entirety (see paragraph 129 of PBE IPSAS 41).

19In the following table for the calculations all amounts (including the calculations for accounting purposes of amounts for assets, liabilities, net assets/equity and surplus or deficit) are in the format of positive (plus) and negative (minus) numbers (e.g., a surplus or deficit amount that is a negative number is a loss).

20For example, at the end of Period 3 the aggregated FX exposure is determined as: 118,421 MWh × 1.34 FC/MWh = FC159,182 for the expected price of the actual electricity purchase and 112,500 MWh × (1.25 [FC/MWh] – 1.43 [FC/MWh]) = FC(20,250) for the expected price differential under the commodity forward contract, which gives a total of FC138,932—the volume of the aggregated FX exposure at the end of Period 3.17 The line items used in this example are a possible presentation. Different presentation formats using different line items (including line items that include the amounts shown here) are also possible (PBE IPSAS 30 sets out disclosure requirements for hedge accounting that include disclosures about hedge ineffectiveness, the carrying amount of hedging instruments and the cash flow hedge reserve).

21For example, at the end of Period 3 the present value of the hedged item is determined as the volume of the aggregated exposure at the end of Period 3 (FC138,932) multiplied by the difference between the forward FX rate at the end of Period 3 (1/1.4058) and the forward FX rate and the time of designation (i.e., the end of Period 2: 1/1.3220) and then discounted using the interest rate (in LC) at the end of Period 3 with a term of 2 periods (i.e., until the end of Period 5 – 0.46%). The calculation is: FC138,932 × (1/(1.4058[FC/LC]) – 1/(1.3220 [FC/LC]))/(1 + 0.46%) = LC6,237.

22The line items used in this example are a possible presentation. Different presentation formats using different line items (including line items that include the amounts shown here) are also possible (PBE IPSAS 30 sets out disclosure requirements for hedge accounting that include disclosures about hedge ineffectiveness, the carrying amount of hedging instruments and the cash flow hedge reserve).

23‘CFHR’ is the cash flow hedge reserve, i.e., the amount accumulated in other comprehensive revenue and expense for a cash flow hedge.

24An entity may have a different risk management strategy whereby it seeks to obtain a fixed rate exposure that is not a single blended rate but a series of forward rates that are each fixed for the respective individual interest period. For such a strategy the hedge effectiveness is measured based on the difference between the forward rates that existed at the start of the hedging relationship and the forward rates that exist at the effectiveness measurement date for the individual interest periods. For such a strategy a series of forward contracts corresponding with the individual interest periods would be more effective than an interest rate swap (that has a fixed payment leg with a single blended fixed rate).

25This example assumes that all qualifying criteria for hedge accounting are met (see paragraph 129 of PBE IPSAS 41). The following description of the designation is solely for the purpose of understanding this example (i.e., it is not an example of the complete formal documentation required in accordance with paragraph 129(b) of PBE IPSAS 41.

26 Tables in this example use the following acronyms: ‘CCIRS’ for cross-currency interest rate swap, ‘CF(s)’ for cash flow(s), ‘CFH’ for cash flow hedge, ‘CFHR’ for cash flow hedge reserve, ‘FVH’ for fair value hedge, ‘IRS’ for interest rate swap and ‘PV’ for present value.

27 In the following table for the calculations all amounts (including the calculations for accounting purposes of amounts for assets, liabilities and net assets/equity) are in the format of positive (plus) and negative (minus) numbers (e.g., an amount in the cash flow hedge reserve that is in brackets is a loss).

28 For a situation such as in this example, hedge ineffectiveness can result from various factors, for example credit risk, differences in the day count method or, depending on whether it is included in the designation of the hedging instrument, the charge for exchanging different currencies that is included in cross-currency interest rate swaps (commonly referred to as the ‘currency basis’).

29This is the amount that is included in the table with the overview of the calculations (see paragraph IE132) as the present value of the cash flow variability of the aggregated exposure at the end of Period 2.

30The line items used in this example are a possible presentation. Different presentation formats using different line items (including line items that include the amounts shown here) are also possible (PBE IPSAS 30 sets out disclosure requirements for hedge accounting that include disclosures about hedge ineffectiveness, the carrying amount of hedging instruments and the cash flow hedge reserve).

31For Period 4 the values in the table with the overview of the calculations (see paragraph IE132) differ from those in the following table. For Periods 1 to 3 the ‘dirty’ values (i.e., including interest accruals) equal the ‘clean’ values (i.e., excluding interest accruals) because the period end is a settlement date for all legs of the derivatives and the fixed rate FX liability. At the end of Period 4 the table with the overview of the calculations uses clean values in order to calculate the value changes consistently over time. For the following table the dirty values are presented, i.e., the maturity amounts including accrued interest immediately before the instruments are settled (this is for illustrative purposes as otherwise all carrying amounts other than cash and accumulated comprehensive revenue and expense would be nil).

32In other words, the cash flow variability of the interest rate swap was lower than, and therefore did not fully offset, the cash flow variability of the aggregated exposure as a whole (sometimes called an ‘underhedge’ situation). In those situations the cash flow hedge does not contribute to the hedge ineffectiveness that is recognised in surplus or deficit because the hedge ineffectiveness is not recognised (see paragraph 140 of PBE IPSAS 41). The hedge ineffectiveness arising on the fair value hedge affects surplus or deficit in all periods.

33In other words, the cash flow variability of the interest rate swap was higher than, and therefore more than fully offset, the cash flow variability of the aggregated exposure as a whole (sometimes called an ‘overhedge’ situation). In those situations the cash flow hedge contributes to the hedge ineffectiveness that is recognised in surplus or deficit (see paragraph 140 of PBE IPSAS 41). The hedge ineffectiveness arising on the fair value hedge affects surplus or deficit in all periods.

34This example assumes that all qualifying criteria for hedge accounting are met (see paragraph 129 of PBE IPSAS 41). The following description of the designation is solely for the purpose of understanding this example (i.e., it is not an example of the complete formal documentation required in accordance with paragraph 129(b) of PBE IPSAS 41.

35Tables in this example use the following acronyms: ‘CCIRS’ for cross-currency interest rate swap, ‘CF(s)’ for cash flow(s), ‘CFH’ for cash flow hedge, ‘CFHR’ for cash flow hedge reserve, ‘FVH’ for fair value hedge, ‘IRS’ for interest rate swap and ‘PV’ for present value.

36In the following table for the calculations all amounts (including the calculations for accounting purposes of amounts for assets, liabilities and net assets/equity) are in the format of positive (plus) and negative (minus) numbers (e.g., an amount in the cash flow hedge reserve that is in brackets is a loss).

37Those assumptions have been made for didactical reasons, in order to better focus on illustrating the accounting mechanics in a cash flow hedge/fair value hedge combination. The measurement and recognition of hedge ineffectiveness has already been demonstrated in Example 16 and Example 17. However, in reality such hedges are typically not perfectly effective because hedge ineffectiveness can result from various factors, for example credit risk, differences in the day count method or, depending on whether it is included in the designation of the hedging instrument, the charge for exchanging different currencies that is included in cross-currency interest rate swaps (commonly referred to as the ‘currency basis’).

38As a consequence of hedging its exposure to cash flow interest rate risk by entering into the cross-currency interest rate swap that changed the cash flow interest rate risk of the variable rate FX liability into a fixed rate exposure (in LC), State Government C in effect assumed an exposure to fair value interest rate risk (see paragraph IE139).

39In the table with the overview of the calculations (see paragraph IE142) this reclassification adjustment is the line item “Reclassification for interest rate risk” in the reconciliation of the cash flow hedge reserve (e.g., at the end of Period 2 a reclassification of a gain of LC82,656 from the cash flow hedge reserve to surplus or deficit—see paragraph IE144 for how that amount is calculated).

40In the table with the overview of the calculations (see paragraph IE142) this amortisation results in a periodic reclassification adjustment of LC14,103 that is included in the line item “Amortisation of CFHR” in the reconciliation of the cash flow hedge reserve.

41In this example no hedge ineffectiveness arises on either hedging relationship because of the assumptions made (see paragraph IE142). Consequently, the absolute values of the variable rate FX liability and the FC denominated leg of the cross-currency interest rate are equal (but with opposite signs). In situations in which hedge ineffectiveness arises, those absolute values would not be equal so that the remaining net amount would affect the present value of the aggregated exposure.

42This is the amount that is included in the table with the overview of the calculations (see paragraph IE142) as the change in present value of the aggregated exposure at the end of Period 2.

43The line items used in this example are a possible presentation. Different presentation formats using different line items (including line items that include the amounts shown here) are also possible (PBE IPSAS 30 sets out disclosure requirements for hedge accounting that include disclosures about hedge ineffectiveness, the carrying amount of hedging instruments and the cash flow hedge reserve).

44For Period 4 the values in the table with the overview of the calculations (see paragraph IE132) differ from those in the following table. For Periods 1 to 3 the ‘dirty’ values (i.e., including interest accruals) equal the ‘clean’ values (i.e., excluding interest accruals) because the period end is a settlement date for all legs of the derivatives and the fixed rate FX liability. At the end of Period 4 the table with the overview of the calculations uses clean values in order to calculate the value changes consistently over time. For the following table the dirty values are presented, i.e., the maturity amounts including accrued interest immediately before the instruments are settled (this is for illustrative purposes as otherwise all carrying amounts other than cash and accumulated comprehensive revenue and expense would be nil).

45See paragraph IE143(b). That amortisation becomes an expense that has an effect like a spread on the variable interest rate.

IE148. This example illustrates the application of paragraphs B12, B13, B14 and B15 of Appendix B in connection with the reclassification adjustment on the disposal of a foreign operation.

Example 19—Disposal of a Foreign Operation

Background

IE149. This example assumes the economic entity structure set out in paragraph B16 and that Controlling Entity D used a USD borrowing in Controlled Entity A to hedge the EUR/USD risk of the net investment in Controlled Entity C in Controlling Entity D’s consolidated financial statements. Controlling Entity D uses the step-by-step method of consolidation. Assume the hedge was fully effective and the full USD/EUR accumulated change in the value of the hedging instrument before disposal of Controlled Entity C is €24 million (gain). This is matched exactly by the fall in value of the net investment in Controlled Entity C, when measured against the functional currency of Controlling Entity D (euro).

IE150. If the direct method of consolidation is used, the fall in the value of Controlling Entity D’s net investment in Controlled Entity C of €24 million would be reflected totally in the foreign currency translation reserve relating to Controlled Entity C in Controlling Entity D’s consolidated financial statements. However, because Controlling Entity D uses the step-by-step method, this fall in the net investment value in Controlled Entity C of €24 million would be reflected both in Controlled Entity B’s foreign currency translation reserve relating to Controlled Entity C and in Controlling Entity D’s foreign currency translation reserve relating to Controlled Entity B.

IE151. The aggregate amount recognised in the foreign currency translation reserve in respect of Controlled Entities B and C is not affected by the consolidation method. Assume that using the direct method of consolidation, the foreign currency translation reserves for Controlled Entities B and C in Controlling Entity D’s consolidated financial statements are €62 million gain and €24 million loss respectively; using the step-by-step method of consolidation those amounts are €49 million gain and €11 million loss respectively.

Reclassification

IE152. When the investment in Controlled Entity C is disposed of, PBE IPSAS 41 requires the full €24 million gain on the hedging instrument to be reclassified in surplus or deficit. Using the step-by-step method, the amount to be reclassified to surplus or deficit in respect of the net investment in Controlled Entity C would be only €11 million loss. Controlling Entity D could adjust the foreign currency translation reserves of both Controlled Entities B and C by €13 million in order to match the amounts reclassified in respect of the hedging instrument and the net investment as would have been the case if the direct method of consolidation had been used, if that was its accounting policy. An entity that had not hedged its net investment could make the same reclassification.

Example 20—Receipt of a Concessionary Loan (Interest Concession)

IE153. A local authority receives loan funding to the value of CU5 million from an international development agency to build primary healthcare clinics over a period of 5 years. The agreement stipulates that the loan is to be repaid over the 5 year period as follows:

Year 1: no principal repayments

Year 2: 10 per cent of the principal

Year 3: 20 per cent of the principal

Year 4: 30 per cent of the principal

Year 5: 40 per cent of the principal

Interest is paid annually in arrears, at a rate of 5 per cent per annum on the outstanding balance of the loan. A market-related rate of interest for a similar transaction is 10 per cent.

IE154. The local authority has received a concessionary loan of CU5 million, which will be repaid at 5 per cent below the current market interest rate. The difference between the proceeds of the loan and the present value of the contractual payments in terms of the loan agreement, discounted using the market-related rate of interest, is recognised in accordance with PBE IPSAS 23 Revenue from Non-Exchange Transactions.

IE155. The journal entries to account for the concessionary loan are as follows:

1. On initial recognition, the entity recognises the following:

Dr

Bank

5,000,000

Cr

Loan (refer to Table 2 below)

4,215,450

Cr

Liability or non-exchange revenue

784,550

Recognition of the receipt of the loan at fair value

PBE IPSAS 23 is considered in recognising either a liability or revenue for the off- market portion of the loan. Paragraph IG54 of that Standard provides journal

entries for the recognition and measurement of the off-market portion of the loan deemed to be non-exchange revenue.

2. Year 1: The entity recognises the following:

Dr

Interest (refer to Table 3 below)

421,545

Cr

Loan

421,545

Recognition of interest using the effective interest method (CU4,215,450 × 10 percent)

Dr

Loan (refer to Table 1 below)

250,000

Cr

Bank

250,000

Recognition of interest paid on outstanding balance (CU5m × 5 per cent)

3. Year 2: The entity recognises the following:

Dr

Interest

438,700

Cr

Loan

438,700

Recognition of interest using the effective interest method (CU4,386,995 × 10 percent)

Dr

Loan

750,000

Cr

Bank

750,000

Recognition of interest and principal paid on outstanding balance (CU5m × 5 percent + CU500,000)

4. Year 3: The entity recognises the following:

Dr

Interest

407,569

Cr

Loan

407,569

Recognition of interest using the effective interest method (CU4,075,695 × 10 per cent)

Dr

Loan

1,225,000

Cr

Bank

1,225,000

Recognition of interest and principal paid on outstanding balance (CU4.5m × 5 per cent + CU1m)

5. Year 4: The entity recognises the following:

Dr

Interest

325,827

Cr

Loan

325,827

Recognition of interest using the effective interest method (CU 3,258,264 × 10 percent)

Dr

Loan

1,675,000

Cr

Bank

1,675,000

Recognition of interest and principal paid on outstanding balance (CU3.5m × 5 per cent + CU1.5m)

6. Year 5: The entity recognises the following:

Dr

Interest

190,909

Cr

Loan

190,909

Recognition of interest using the effective interest method (CU1,909,091 × 10 percent)

Dr

Loan

2,100,000

Cr

Bank

2,100,000

Recognition of interest and principal paid on outstanding balance (CU2m × 5 percent + CU2m)

Calculations:

Table 1: Amortisation Schedule (Using Contractual Repayments at 5 per cent Interest)

 

Year 0

CU

Year 1

CU

Year 2

CU

Year 3

CU

Year 4

CU

Year 5

CU

Principal

5,000,000

5,000,000

5,000,000

4,500,000

3,500,000

2,000,000

Interest

250,000

250,000

225,000

175,000

100,000

Payments

(250,000)

(750,000)

(1,225,000)

(1,675,000)

(2,100,000)

Balance

5,000,000

5,000,000

4,500,000

3,500,000

2,000,000

Table 2: Discounting Contractual Cash Flows (Based on a Market Rate of 10 per cent)

 

Year 1

CU

Year 2

CU

Year 3

CU

Year 4

CU

Year 5

CU

Principal balance

5,000,000

4,500,000

3,500,000

2,000,000

Interest payable

250,000

250,000

225,000

175,000

100,000

Total payments (principal

and interest)

250,000

750,000

1,225,000

1,675,000

2,100,000

Present value of payments

227,272

619,835

920,360

1,144,048

1,303,935

Total present value of payments

 

4,215,450

Proceeds received

 

5,000,000

Less: Present value of outflows (fair value of loan on initial recognition)

 

4,215,450

Off-market portion of loan to be recognised as non-exchange revenue

 

784,550

Table 3: Calculation of Loan Balance and Interest Using the Effective Interest Method

 

Year 1

CU

Year 2

CU

Year 3

CU

Year 4

CU

Year 5

CU

Principal

4,215,450

4,386,995

4,075,695

3,258,264

1,909,091

Interest accrual

421,545

438,700

407,569

325,827

190,909

Interest payments

(250,000)

(250,000)

(225,000)

(175,000)

(100,000)

Principal payments

-

(500,000)

(1,000,000)

(1,500,000)

(2,000,000)

Balance

4,386,995

4,075,695

3,258,264

1,909,091

 

Example 21—Payment of a Concessionary Loan (Principal Concession)41

IE156. The department of education makes low interest loans available to qualifying students with delayed repayment terms as a means of promoting post-secondary education.

IE157. The department advanced CU250 million to various students at the beginning of the financial year, with the following terms and conditions:

Principal to be repaid as follows:

Year 1 to 3: no principal repayments Year 4: 30 per cent principal to be repaid Year 5: 30 per cent principal to be repaid Year 6: 30 per cent principal to be repaid

The remaining principal balance (10 per cent of CU250 million) outstanding at the end of year 6 is to be forgiven.

Interest is calculated at 11.5 per cent interest on the outstanding loan balance, and is to be paid annually in arrears. Assume the market rate of interest for a similar loan is 11.5 per cent.

Scenario 1: Amortised Cost

IE158. After assessing the substance of the concessionary loan, the department of education classifies the financial asset in accordance with paragraphs 39–44. Based on the facts in the example, the department of education classifies the financial assets as measured at amortised cost.

IE159. The aggregated journal entries to account for the concessionary loans when measured at amortised cost are as follows:

1. On initial recognition, the entity recognises the following:

Dr

Loan

236,989,595

Dr

Expense

13,010,405

Cr

Bank

250,000,000

Recognition of the advance of the loans at fair value

Paragraph AG125(b) is considered in recognising an expense for the off-market portion of the loan deemed to be a non-exchange expense.

2. Year 1: The entity recognises the following

Dr

Loan

27,253,803

Cr

Interest revenue

27,253,803

Interest accrual using the effective interest method (CU236,989,595 × 11.5 per cent)

Dr

Bank

28,750,000

Cr

Loan

28,750,000

Interest payment of CU250m × 11.5 per cent

3. Year 2: The entity recognises the following:

Dr

Loan

27,081,741

Cr

Interest revenue

27,081,741

Interest accrual using the effective interest method (CU235,493,398 × 11.5 per cent)

Dr

Bank

28,750,000

Cr

Loan

28,750,000

Interest payment of CU250m × 11.5 per cent

4. Year 3: The entity recognises the following:

Dr

Loan

26,889,891

Cr

Interest revenue

26,889,891

Interest accrual using the effective interest method (CU233,825,139 × 11.5 per cent)

Dr

Bank

28,750,000

Cr

Loan

28,750,000

Interest payment of (CU250m × 11.5 per cent)

5. Year 4: The entity recognises the following:

Dr

Loan

26,675,979

Cr

Interest revenue

26,675,979

Interest accrual using the effective interest method (CU231,965,030 × 11.5 per cent)

Dr

Bank

103,750,000

Cr

Loan

103,750,000

Recognition of interest and principal received on outstanding balance (CU250m × 11.5 per cent + CU75m)

6. Year 5: The entity recognises the following:

Dr

Loan

17,812,466

Cr

Interest revenue

17,812,466

Interest accrual using the effective interest method (CU154,891,009 × 11.5 per cent)

Dr

Bank

95,125,000

Cr

Loan

95,125,000

Recognition of interest and principal received on outstanding balance (CU175m × 11.5 per cent + CU75m)

7. Year 6: The entity recognises the following:

Dr

Loan

8,921,525

Cr

Interest revenue

8,921,525

Interest accrual using the effective interest method (CU77,578,475 × 11.5 per cent)

Dr

Bank

86,500,000

Cr

Loan

86,500,000

Recognition of interest and principal received on outstanding balance (CU100m × 11.5 per cent + CU75m)

Scenario 2: Fair Value through Surplus/Deficit

IE160. In addition to the terms outlined in paragraph IE157, the loans provide the department of education the ability to call the instrument at any time for an amount that does not substantially reflect payment of outstanding principal and interest. After assessing the substance of the concessionary loans, the department of education determines the classification of the financial asset in accordance with paragraphs 39–44. Because the call feature in this example precludes the cash flows of this instrument from being solely payments of principal and interest, the department of education concludes the financial assets are classified at fair value through surplus/deficit.

IE161. The aggregated journal entries to account for the concessionary loans when classified at fair value through surplus/deficit are as follows:

1. On initial recognition, the entity recognises the following:

Dr

Loan

236,989,595

Dr

Expense

13,010,405

Cr

Bank

250,000,000

Recognition of the advance of the loans at fair value

Paragraph AG125(b) is considered in recognising an expense for the off-market portion of the loan deemed to be a non-exchange expense.

2. Year 1: The entity recognises the following

Dr

Loan

27,253,803

Cr

Interest revenue

27,253,803

Interest accrual of CU236,989,595 × 11.5 per cent

Dr

Bank

28,750,000

Cr

Loan

28,750,000

Interest payment of CU250m × 11.5 per cent

3. Year 2: The entity recognises the following:

Dr

Loan

27,081,741

Cr

Interest revenue

27,081,741

Interest accrual of CU235,493,398 × 11.5 per cent

Dr

Bank

28,750,000

Cr

Loan

28,750,000

Interest payment of CU250m × 11.5 per cent

Dr

Fair value adjustment

2,766,221

Cr

Loan

2,766,221

Fair value adjustment (CU231,058,91847 – (CU235,493,398 + CU27,081,741 – CU28,750,000))

4. Year 3: The entity recognises the following:

Dr

Loan

26,571,776

Cr

Interest revenue

26,571,776

Interest accrual of CU231,058,918 × 11.5 per cent

Dr

Bank

28,750,000

Cr

Loan

28,750,000

Interest payment of CU250m × 11.5 per cent

Dr

Fair value adjustment

2,620,867

Cr

Loan

2,620,867

Fair value adjustment (CU226,259,82747 – (CU231,058,918 + CU26,571,776 – CU28,750,000))

5. Year 4: The entity recognises the following:

Dr

Loan

26,019,880

Cr

Interest revenue

26,019,880

Interest accrual of CU226,259,827 × 11.5 per cent

Dr

Bank

103,750,000

Cr

Loan

103,750,000

Interest payment of CU250m × 11.5 per cent + CU75m principal repaid

Dr

Loan

1,472,217

Cr

Fair value adjustment

1,472,217

Fair value adjustment (CU150,001,92447 – (CU226,259,827 + CU26,019,880 – CU103,750,000))

6. Year 5: The entity recognises the following:

Dr

Loan

17,250,221

Cr

Interest revenue

17,250,221

Interest accrual of CU150,001,924 × 11.5 per cent

Dr

Bank

95,125,000

Cr

Loan

95,125,000

Interest payment of CU175m × 11.5 per cent + CU75m principal repaid

Dr

Loan

3,750,048

Cr

Fair value adjustment

3,750,048

Fair value adjustment (CU75,877,19347 – (CU150,001,924 + CU17,250,221 – CU95,125,000))

7. Year 6: The entity recognises the following:

Dr

Loan

8,725,877

Cr

Interest revenue

8,725,877

Interest accrual of CU75,877,193 × 11.5 per cent

Dr

Bank

86,500,000

Cr

Loan

86,500,000

Interest payment of CU100m × 11.5 per cent + CU75m principal repaid

Dr

Loan

1,896,930

Cr

Fair value adjustment

1,896,930

Fair value adjustment (CU047 – (CU75,877,193 + CU8,725,877 – CU86,500,000))

Calculations

Table 1: Amortisation Schedule (Using Contractual Repayments at 11.5 per cent Interest)

 

Year 0

CU’000

Year 1

CU’000

Year 2

CU’000

Year 3

CU’000

Year 4

CU’000

Year 5

CU’000

Year 6

CU’000

Principal

250,000

250,000

250,000

250,000

250,000

175,000

100,000

Interest

28,750

28,750

28,750

28,750

20,125

11,500

Payments

(28,750)

(28,750)

(28,750)

(103,750)

(95,125)

(86,500)

Balance

250,000

250,000

250,000

250,000

175,000

100,000

25,000

 

 

 

 

 

 

 

 

Calculations

Table 1: Amortisation Schedule (Using Contractual Repayments at 11.5 per cent Interest)

 

Year 0

CU’000

Year 1

CU’000

Year 2

CU’000

Year 3

CU’000

Year 4

CU’000

Year 5

CU’000

Year 6

CU’000

Principal

250,000

250,000

250,000

250,000

250,000

175,000

100,000

Interest

28,750

28,750

28,750

28,750

20,125

11,500

Payments

(28,750)

(28,750)

(28,750)

(103,750)

(95,125)

(86,500)

Balance

250,000

250,000

250,000

250,000

175,000

100,000

25,000

Table 2: Discounting Contractual Cash Flows (Based on a Market Rate of 11.5 per cent)

   

Year 1

CU

Year 2

CU

Year 3

CU

Year 4

CU

Year 5

CU

Year 6

CU

Principal balance

250,000,000

250,000,000

250,000,000

175,000,000

100,000,000

25,000,000

Interest receivable

28,750,000

28,750,000

28,750,000

28,750,000

20,125,000

11,500,000

Total receipts (principal and interest)

28,750,000

28,750,000

28,750,000

103,750,000

95,125,000

86,500,000

Present value of cash flows

25,784,753

23,125,339

20,740,215

67,125,670

55,197,618

45,016,000

Total present value of cash flows

   

236,989,595

Proceeds paid

   

250,000,000

Less: Present value of inflows (fair value of loan on initial recognition)

   

236,989,595

Off-market portion of loan to be recognised as expense

   

13,010,405

Table 3: Calculation of Loan Balance and Interest Using the Effective Interest Method

 

 

Year 1

CU

Year 2

CU

Year 3

CU

Year 4

CU

Year 5

CU

Year 6

CU

Principal

236,989,595

235,493,398

233,825,139

231,965,030

154,891,009

77,578,475

Interest accrual

27,253,803

27,081,741

26,889,891

26,675,979

17,812,466

8,921,525

Interest

(28,750,000)

(28,750,000)

(28,750,000)

(28,750,000)

(20,125,000)

(11,500,000)

Principal receipts

-

-

-

(75,000,000)

(75,000,000)

(75,000,000)

Balance

235,493,398

233,825,139

231,965,030

154,891,009

77,578,475

 

Year 1

CU

Year 2

CU

Year 3

CU

Year 4

CU

Year 5

CU

Year 6

CU

Fair value

236,989,595

235,493,398

231,058,918

226,259,827

150,001,924

75,877,193

Market interest rate (beginning of year)

11.5 per cent

11.5 per cent

12 per cent

13 per cent

14 per cent

14 per cent

Market interest rate (end of year)

11.5 per cent

12 per cent

13 per cent

14 per cent

14 per cent

14 per cent

Interest accrual (11.5 per cent)

27,253,803

27,081,741

26,571,776

26,019,880

17,250,221

8,725,877

Interest

(28,750,000)

(28,750,000)

(28,750,000)

(28,750,000)

(20,125,000)

(11,500,000)

Principal receipts

-

-

-

(75,000,000)

(75,000,000)

(75,000,000)

Fair value adjustment

-

(2,766,221)

(2,620,867)

1,472,217

3,750,048

1,896,930

Balance

235,493,398

231,058,918

226,259,827

150,001,924

75,877,193

 

Example 22—Payment of a Concessionary Loan (Loan Commitment)

IE162. Prior to the beginning of every wheat agricultural season, the department of agriculture makes low- interest loans available to qualifying farmers as a means of promoting the cultivation of wheat within the jurisdiction. These loans are available on demand by individual farmers at any time during the planting season and must be repaid prior to the subsequent planting season.

IE163. The department makes available CU100 million to various farmers at the beginning of the harvest season in 20x1. By the end of the harvest season the department has distributed all CU100 million with the following terms and conditions:

- Principal is to be repaid prior to the next harvest season.

- No interest is charged on the outstanding loan balance. Assume the market rate of interest for similar loans is 1.5 per cent.

At the origination of the loan commitments, there is no indication that the instruments are credit- impaired.

Scenario 1: No expected credit losses identified during the loan commitment period

IE164. As the department of agriculture has committed to issue below-market-rate loans, the commitments are accounted for in accordance with paragraphs 45(d) and 57. The aggregated journal entries to initially account for the loan commitments are as follows:

1. On initial recognition, the entity recognises the following:

Dr

Expense

1,477,833

Cr

Loan commitment liability

1,477,833

Recognition of commitments to issue loans at below-market rates

The loan commitments are initially measured at fair value in accordance with paragraph 57.

IE165. No further entries are required during the commitment period. This is a result of the department of agriculture electing not to charge a commitment fee, resulting in no revenue to recognise associated with the loan commitments, and the department identifying no credit losses during the commitment period.

IE166. When the concessionary loans are granted, and the loan commitments are satisfied, the substance of the concessionary loans is assessed. The department of agriculture classifies the financial assets in accordance with paragraphs 39–44. Based on the facts in the example, the department of agriculture classifies the financial assets as measured at amortised cost.

IE167. The aggregated journal entries to account for the concessionary loans are as follows:

2. On initial recognition, the entity recognises the following:

Dr

Loan

98,522,167

Dr

Loan commitment liability

1,477,833

Cr

Cash

100,000,000

Recognition of the advance of the loans at fair value

Paragraph AG125(b) is considered in recognising an expense for the off-market portion of the loan deemed to be a non-exchange expense. However, as an expense

was previously recognised as part of the loan commitment, no further expense is required.

3. Interest is recognised as follows:

Dr

Loan

1,477,833

Cr

Interest revenue

1,477,833

Interest accrual using the effective interest method (CU98,522,167× 1.5 per cent)

4. Loan repayments are recognised as follows:

Dr

Cash

100,000,000

Cr

Loan

100,000,000

Department of agriculture collects principal repayments of CU100 million

Scenario 2: Evidence of credit impairment identified during the loan commitment period

IE168. As the department of agriculture has committed to issue below-market-rate loans, the commitments are accounted for in accordance with paragraphs 45(d) and 57. The aggregated journal entries to initially account for the loan commitments are as follows:

1. On initial recognition, the entity recognises the following:

Dr

Expense

1,477,833

Cr

Loan commitment liability

1,477,833

Recognition of commitments to issue loans at below-market rates

The loan commitments are initially measured at fair value in accordance with paragraph 57.

IE169. During the loan commitment period, the department of agriculture noted the yield from the current season’s wheat harvest was expected to be lower than initially projected. Using the most recent information available, the department of agriculture makes the following estimates:

- The portfolio of loans has a lifetime probability of default of 5 per cent; and

- The loss given default is 35 per cent, and would occur when the principal is repaid.

2. The impairment is recognised as follows:

Dr

Impairment expense

1,724,137

Dr

Loan commitment liability

1,477,833

Cr

Loss allowance

3,201,970

Recognition of impairment expense of CU 1.724 million

The impairment expense is CU1.724 million, which is calculated by multiplying the amount of cash flows receivable (CU 100 million) by the probability of default (5 per

cent) and by the loss given default (35 per cent), and discounting at the effective interest rate for one year (1.5 per cent).

IE170. As the concessionary loans are provided, and the loan commitments are satisfied, the substance of the concessionary loans is assessed. The department of agriculture classifies the financial assets in accordance with paragraphs 39–44. Based on the facts in the example, the department of agriculture classifies the financial assets as measured at amortised cost.

IE171. The aggregated journal entries to account for the concessionary loans are as follows:

3. On initial recognition, the entity recognises the following:

Dr

Loan

96,798,030

Dr

Loss allowance

3,201,970

Cr

Cash

100,000,000

Recognition of the advance of the loans at fair value

Paragraph AG125(b) is considered in recognising an expense for the off-market portion of the concessionary originated credit-impaired loan. However, as an expense was previously recognised as part of the loan commitment, no further expense is required.

4. Interest is recognised as follows:

Dr

Loan

1,451,970

Cr

Interest revenue

1,451,970

Interest accrual using the effective interest method (CU96,798,030 × 1.5 per cent)

IE172. Prior to the loan maturing, the harvest was stronger than projected during the commitment period. Credit losses on the principal balance are expected to be CU 500,000.

5. The impairment gain is recognised as follows:

Dr

Loan

1,250,000

Cr

Impairment gain

1,250,000

Recognition of the impairment gain of CU1.25 million

Reduction of CU1.25 million is required in order to recognise total expected credit losses of CU500,000 (CU99,500,000 – CU96,798,030 – CU1,451,970).

6. Loan repayments are recognised as follows:

Dr

Cash

99,500,000

Cr

Loan

99,500,000

Department of agriculture collects principal repayments of CU99.5 million

Calculations

Table 1: Amortisation Schedule (Using Contractual Repayments at 1.5 per cent Interest)

 

Year 0

Year 1

Principal

100,000,000

100,000,000

Interest

-

Payments

100,000,000

Balance

100,000,000

-

Table 2: Discounting Contractual Cash Flows (Based on a Market Rate of 1.5 Per cent)

 

 

Year 1

CU

Principal balance

100,000,000

Interest payable

-

Total payments (principal and interest)

100,000,000

Present value of payments

98,522,167

Total present value of payments

98,522,167

Proceeds paid

100,000,000

Less: Present value of outflows (fair value of loan on initial recognition)

98,522,167

Off-market portion of loan to be recognised as expense

1,477,833

Table 3: Calculation of Loan Balance and Interest Using the Effective Interest Method

 

Year 1

CU

Principal

98,522,167

Interest accrual

1,477,833

Interest

-

Principal payments

100,000,000

 Balance

-

 

46  For simplicity, this example excludes any considerations in relation to calculating expected credit losses.

47See table 4 in this example for reference to fair values.

Example 23—Financial Guarantee Contract Provided at Nominal Consideration

IE173. Entity C is a major motor vehicle manufacturer in Jurisdiction A. On January 1, 20X1 Government A (the issuer) enters into a financial guarantee contract with Entity B (the holder) to reimburse Entity B against the financial effects of default by Entity C (the debtor) for a 5 year loan of 50 million Currency Units (CUs) repayable in two equal instalments of CU25 million in 20X3 and 20X5. Entity C provides nominal consideration of CU5,000 to Government A. At initial recognition, Government A measures the financial guarantee contract at fair value. Applying a valuation technique, Government A determines the fair value of the financial guarantee contract to be CU5,000,000.

IE174. On December 31, 20X1, having reviewed the financial position and performance of Entity C and having evaluated forward looking information including expected automotive industry trends, Government A determines there has been no significant increase in credit risk since initial recognition. In applying the measurement requirements of paragraph 45(c), Government A measures the financial guarantee contract at the higher of:

  1. The amount of the loss allowance calculated in accordance with this standard; and

  2. The amount initially recognised, less the cumulative amount of revenue recognised.

Government A measures the loss allowance at an amount equal to the 12 month expected credit losses. Government A calculates the amount of loss allowance to be less than the amount initially recognised. Government A therefore does not recognise an additional liability in its statement of financial position. Government A makes the disclosures relating to fair value and credit risk in PBE IPSAS 30 in respect of the financial guarantee contract. In its statement of comprehensive revenue and expense Government A recognises revenue of CU1,000,000 in respect of the initial fair value of the instrument (total consideration of CU5,000,000 / 5 years).

IE175. In 20X2 there has been a downturn in the motor manufacturing sector affecting Entity C. Although it has met its obligations for interest payments, Entity C is seeking bankruptcy protection and is expected to default on its first repayment of principal. Negotiations are advanced with a potential acquirer (Entity D), which will restructure Entity C. Entity D has indicated that it will assume responsibility for the final instalment of the loan with Entity B, but not the initial instalment. Government A determines there has been a significant increase in credit risk since initial recognition of the financial guarantee contract and measures the loss allowance associated with the financial guarantee contract at an amount equal to the lifetime expected credit losses. Government A calculates the lifetime expected credit losses to be CU25.5 million and recognises an expense for, and increases its liability by, CU22.5 million (after the sale to Entity D, the Government has an expected loss of 25 million CUs on the first instalment and CU500,000 on the final instalment, for a total liability of CU25.5 million. The current balance of the financial guarantee of CU3 million is required to be increased by CU22.5 million).

IE176. The journal entries at initial acquisition and at the reporting dates are as follows:

1. On initial recognition, the entity recognises the following:

Dr

Bank

5,000

Dr

Expense

4,995,000

Cr

Financial guarantee contract

5,000,000

2. Year 1: The entity recognises the following

Dr

Financial guarantee contract

1,000,000

Cr

Revenue

1,000,000

Revenue of CU5,000,000 is recognised over a 5 year period

3. Year 2: The entity recognises the following:

Dr

Financial guarantee contract

1,000,000

Cr

Revenue

1,000,000

Revenue of CU5,000,000 is recognised over a 5 year period

Dr

Expense

22,500,000

Cr

Financial guarantee contract

22,500,000

Lifetime expected credit losses of CU25.5 million less CU3,000,000 recognised as a liability

IE177. Illustrative examples 23–26 demonstrate different valuation techniques for valuing unquoted equity instruments. When selecting an appropriate valuation technique, professional judgement is exercised in considering the requirements in paragraphs AG149–AG154.

Example 24—Valuation of Unquoted Equity Instruments (Transaction Price Paid for an Identical or Similar Instrument)

IE178. In 20X0, a Sovereign Wealth Fund bought ten equity shares of Entity D, a private company, representing 10 per cent of the outstanding voting shares of Entity D, for CU1,000. The Sovereign Wealth Fund prepares annual financial statements and is required to measure the fair value of its non-controlling equity interest in Entity D as at December 31, 20X2 (i.e., the measurement date).

IE179. During December of 20X2, Entity D raised funds by issuing new equity capital (ten shares for CU1,200) to other investors. The Sovereign Wealth Fund concludes that the transaction price of the new equity capital issue for CU1,200 represents fair value at the date those shares were issued.

IE180. Both the Sovereign Wealth Fund and the other investors in Entity D have shares with the same rights and conditions. Between the new equity capital issue to other investors and the measurement date, there have been no significant external or internal changes in the environment in which Entity D operates. As a result, the Sovereign Wealth Fund concludes that CU1,200 is the amount that is most representative of the fair value of its non-controlling equity interest in Entity D at the measurement date.

Analysis

IE181. When an investor has recently made an investment in an instrument that is identical to the unquoted equity instrument being valued, the transaction price can be a reasonable starting point for measuring the fair value of the unquoted equity instrument at the measurement date, if that transaction price represented the fair value of the instrument at initial recognition. An investor must, however, use all information about the performance and operations of an investee that becomes reasonably available to the investor after the date of initial recognition up to the measurement date, because such information might have an effect on the fair value of the unquoted equity instrument of the investee at the measurement date.

Example 25—Valuation of Unquoted Equity Instruments (Discounted Cash Flow)

IE182. As part of an initiative to encourage the use of renewable energy, Government A has a 5 per cent non- controlling equity interest in Entity R, a private company developing highly efficient solar panels in Government A’s jurisdiction. Government A derives Entity R’s indicated fair value of equity by deducting the fair value of debt (in this case assumed to be CU240 million) from the enterprise value of CU1,121.8 million as shown in the table below. Government A has concluded that there are no relevant non-operating items that need to be adjusted from Entity R’s expected free cash (FCF).

IE183. Entity R’s value was computed by discounting the expected free cash flows (i.e., post-tax cash flows before interest expense and debt movements, using an unlevered tax rate) by an assumed weighted average cost of capital (WACC) of 8.9 per cent. The WACC computation included the following variables: cost of equity capital of 10.9 per cent, cost of debt capital of 5.7 per cent, effective income tax rate of 30 per cent, debt to total capital ratio of 28.6 per cent and equity to total capital ratio of 71.4 per cent.

 

Year 0

CU’000

Year 1

CU’000

Year 2

CU’000

Year 3

CU’000

Year 4

CU’000

Year 5

CU’000

FCF48

-

100

100

100

100

100

Terminal value49

         

1,121.8

DCF Method using enterprise value less

fair value of debt Discount factors50

 

0.9182

0.8430

0.7740

0.7107

0.6525

Present value of FCF and terminal

value51

 

91.8

84.3

77.4

71.1

797.2

Enterprise value

1,121.8

 

       

Less fair value of debt

(240.0)

 

       

Indicated fair value of equity

881.8

 

       

IE184. This example assumes that all unquoted equity instruments of Entity R have the same features and give the holders the same rights. However, Government A considers that the indicated fair value of equity obtained above (CU881.8 million) must be further adjusted to consider:

  • a non-controlling interest discount because Government A’s interest in Entity R is a non- controlling equity interest and Government A has concluded that there is a benefit associated with control. For the purposes of this example, it has been assumed that the non-controlling interest discount is CU8.00 million;47 and

  • a discount for the lack of liquidity, because Government A’s interest in Entity R is unquoted. For the purposes of this example, it has been assumed that the discount for the lack of liquidity amounts to CU4.09 million.51

IE185. As a result, Government A concludes that CU32 million is the price that is most representative of the fair value of its 5 per cent non-controlling equity interest in Entity R at the measurement date, as shown below:

 

CU’000

Indicated fair value of equity x 5 per cent

 

(i.e., CU881.8 x 5 per cent)

44.09

Non-controlling interest discount

(8.00)

Discount for lack of liquidity

(4.09)

Fair value of 5 per cent non- controlling equity interest

32.00

 

Example 26—Valuation of Unquoted Equity Instruments (Constant Growth with Limited Information)

IE186. Entity S is a private company. Public Investment Fund T has a 10 per cent non-controlling equity interest in Entity S. Entity S’s management has prepared a two-year budget. However, Entity S’s management shared with the manager of Public Pension Plan T materials from its annual Board meetings, at which management discussed the assumptions to back up the expected growth plan for the next five years.

IE187. On the basis of the information obtained from the Board meeting, Public Investment Fund T has extrapolated the two-year budget by reference to the basic growth assumptions discussed in the Board meeting and has performed a discounted cash flow calculation.

IE188. On the basis of Entity S’s management’s two-year detailed budget, sales and EBIT would reach CU200 and CU50, respectively, in 20X3. Public Investment Fund T understands that Entity S’s management expects sales to achieve further growth of 5 per cent per annum until 20X8 with the same EBIT margin (as a percentage of sales) as in 20X3. Consequently, Public Investment Fund T projects the EBIT of Entity S as follows:53

 

Year 1 CU’000

Year 2 CU’000

Year 3 CU’000

Year 4 CU’000

Year 5 CU’000

Year 6 CU’000

Year 7 CU’000

Sales

150

200

210

221

232

243

255

EBIT

margin

23%

25%

25%

25%

25%

25%

25%

EBIT

     

55

58

61

64

IE189. Public Investment Fund T is also aware that the management of Entity S expects the entity to reach a stable growth stage by 20X8. To calculate the terminal value, using the constant growth discount model, Public Investment Fund T assumes a long-term terminal growth rate of 2 per cent on the basis of the long-term outlook of Entity S, its industry and the economy in the country where Entity S operates. If Entity S has not reached the stable growth stage by the end of the projection period, Public Investment Fund T would need to extend the projection period until the stable growth stage is reached and calculate the terminal value at that point.54

IE190. Finally, Public Investment Fund T cross-checks this valuation by comparing Entity S’s implied multiples to those of its comparable company peers.55

Example 27—Valuation of Unquoted Equity Instruments (Adjusted Net Assets)

IE191. State Government A has a 10 per cent non-controlling equity interest in Entity V, a private company. There is no controlling shareholder for Entity V, which is a payroll services provider for its investors, including State Government A. Entity V’s transactions, and therefore service fees, depend on the total number of employees of its investors (which are all the State Governments of Jurisdiction Z) and, as a result, Entity V does not have its own growth strategy. Entity V has a very low profit margin and it does not have comparable public company peers.

IE192. State Government A needs to measure the fair value of its non-controlling equity interest in Entity V as of December 31, 20X1 (i.e., the measurement date). State Government A has Entity V’s latest statement of financial position, which is dated September 30, 20X1.

IE193. The following are the adjustments performed by State Government A to the latest statement of financial position of Entity V:

  • Entity V’s major asset is an office building that was acquired when Entity V was founded 25 years ago. The fair value of the building was measured by a valuation specialist at CU2,500 at the measurement date. This value compares to a book value of CU1,000.

  • During the three-month period from September 30, 20X1 to the measurement date, the fair value of Entity V’s investments in public companies changed from CU500 to CU600.

  • State Government A observes that Entity V measures its current assets and current liabilities at fair value. The volume of operations of Entity V is so flat that the investor estimates that the amounts of the current assets and current liabilities shown in Entity V’s statement of financial position as of September 30, 20X1 are most representative of their fair value at the measurement date, with the exception of an amount of CU50 included in Entity V’s trade receivables that became unrecoverable after September 30, 20X1.

  • On the basis of Entity V’s management model and profitability, State Government A estimates that unrecognised intangible assets would not be material.

  • State Government A does not expect that Entity V’s cash flows for the quarter ended December 31, 20X1 are material.

  • State Government A does not expect any major sales of assets from Entity V. As a result, it concludes that there are no material tax adjustments that need to be considered when valuing Entity V.

Entity V – Statement of financial position (CU)

 

Sept 30,

20X1

Adjustments

Estimated

Dec 31, 20X1

ASSETS

     

Non-current assets

     

Property, plant and equipment

2,000

1,500

3,500

Investments in equity instruments

500

100

600

 

2,500

1,600

4,100

Current assets

     

Trade receivables

500

(50)

450

Cash and cash equivalents

500

-

500

 

1,000

(50)

950

Total Assets

3,500

1,550

5,050

NET ASSETS/EQUITY AND LIABILITIES

     

Total net assets/equity

2,500

1,550

4,050

Current liabilities

1,000

0

1,000

Total net assets/equity and liabilities

3,500

1,550

5,050

IE194. Before considering any adjustments (for example, discount for the lack of liquidity, non-controlling interest discount), the indicated fair value of State Government A’s 10 per cent non-controlling equity interest in Entity V is CU405 (10 per cent x CU4,050 = CU405). For the purpose of this example, it has been assumed that the discount for the lack of liquidity amounts to CU40 and that the non-controlling interest discount amounts to CU80.

IE195. On the basis of the facts and circumstances described above, State Government A concludes that the price that is most representative of fair value for its 10 per cent non-controlling equity interest in Entity V is CU285 at the measurement date (CU405 – (CU40 – CU85 = CU285).56

Example 28—Valuation of Unquoted Equity Instruments with Non-Exchange Component

IE196. National Government A purchased 1,000 shares of International Investment Bank B on 1 July 20X6 for CU5,000, or CU5 per share. Because National Government A is a non-controlling shareholder, it does not receive the Bank’s budgets or cash flow forecasts. National Government A prepares annual financial statements and is measuring the fair value of its non-controlling equity interest in the International Investment Bank on December 31, 20X6 (i.e., the measurement date).

IE197. The amount paid for the unquoted equity instruments (CU5,000) in July 20X6 is a reasonable starting point for measuring the fair value of the investor’s non-controlling equity interest in International Investment Bank B at the measurement date. However, National Government A is required to assess whether the amount paid needs to be adjusted if there is evidence that other factors exist or if other evidence indicates that the transaction price is not representative of fair value at the measurement date. For example, in some circumstances a public benefit entity may transfer consideration in excess of the fair value of the shares acquired, to provide a subsidy to the recipient. In these circumstances, National Government A adjusts the transaction price accordingly and recognises an expense for the concessionary portion of the consideration because the transaction includes a payment for the equity instrument and subsidy.

Example 29—Valuation of Unquoted Equity Instruments Arising from a Non-Exchange Transaction

IE198. On January 1, 20X1, National Government A transfers CU1000 to International Development Bank B. In exchange, Bank B issues 100 common shares with a par value of CU8. In transferring the CU1000, National Government A granted a concession of CU200, as evidenced in the transaction documentation.

IE199. When accounting for the transaction, National Government A identifies two components embedded in the transfer of CU1000. The first component is a non-exchange expense of CU200. National Government A applies the guidance in paragraphs AG128–AG130 when accounting for this component.

IE200. The second component is the 100 common shares in Bank B. PBE IPSAS 41 requires, at initial recognition, financial instruments be measured at fair value plus or minus, in the case of a financial asset or financial liability not at fair value through surplus or deficit, directly attributable transaction costs.

IE201. As the best evidence of fair value at initial recognition is normally the transaction price, National Government A determines the transaction price of CU800, as evidenced in the transaction document (100 common shares x par value of CU8/share), is the appropriate value at initial recognition.

IE202. In addition to the transaction documentation, National Government concludes CU8 per share is the fair value of each share based on other similar transactions Bank B had with other national governments. In each transaction, Bank B issued common shares for CU8.

Example 30—Valuation of Debt Obligations: Quoted Price

IE203. On January 1, 20X1, State Government B issues at par a CU2 million BBB-rated exchange-traded five-year fixed rate debt instrument with an annual 10 per cent coupon. State Government B designated this financial liability as at fair value through surplus or deficit.

IE204. On December 31, 20X1, the instrument is trading as an asset in an active market at CU929 per CU1,000 of par value after payment of accrued interest. State Government B uses the quoted price of the asset in an active market as its initial input into the fair value measurement of its liability (CU929 × [CU2 million

÷ CU1,000] = CU1,858,000).

IE205. In determining whether the quoted price of the asset in an active market represents the fair value of the liability, State Government B evaluates whether the quoted price of the asset includes the effect of factors not applicable to the fair value measurement of a liability. State Government B determines that no adjustments are required to the quoted price of the asset. Accordingly, State Government B concludes that the fair value of its debt instrument at December 31, 20X1, is CU1,858,000. State Government B categorises and discloses the fair value measurement of its debt instrument within Level 1 of the fair value hierarchy in accordance with PBE IPSAS 30.

Example 31—Valuation of Debt Obligations: Present Value Technique

IE206. On January 1, 20X1, National Government C issues at par in a private placement a CU2 million BBB-rated five-year fixed rate debt instrument with an annual 10 per cent coupon. National Government C designated this financial liability as at fair value through surplus or deficit.

IE207. At December 31, 20X1, National Government C still carries a BBB credit rating. Market conditions, including available interest rates, credit spreads for a BBB-quality credit rating and liquidity, remain unchanged from the date the debt instrument was issued. However, National Government C’s credit spread has deteriorated by 50 basis points because of a change in its risk of non-performance. After taking into account all market conditions, National Government C concludes that if it was to issue the instrument at the measurement date, the instrument would bear a rate of interest of 10.5 per cent or National Government C would receive less than par in proceeds from the issue of the instrument.

IE208. For the purpose of this example, the fair value of National Government C’s liability is calculated using a present value technique. National Government C concludes that a market participant would use all the following inputs when estimating the price the market participant would expect to receive to assume National Government C’s obligation:

  1. the terms of the debt instrument, including all the following:

    1. coupon of 10 per cent;

    2. principal amount of CU2 million; and

    3. term of four years.

  2. the market rate of interest of 10.5 per cent (which includes a change of 50 basis points in the risk of non-performance from the date of issue).

IE209. On the basis of its present value technique, National Government C concludes that the fair value of its liability at December 31, 20X1 is CU1,968,641.

IE210. Entity C does not include any additional input into its present value technique for risk or profit that a market participant might require for compensation for assuming the liability. Because National Government C’s obligation is a financial liability, National Government C concludes that the interest rate already captures the risk or profit that a market participant would require as compensation for assuming the liability. Furthermore, National Government C does not adjust its present value technique for the existence of a restriction preventing it from transferring the liability.

48 FCF represent cash flows before interest expense and debt movements. The tax charge has been computed considering no deduction for interest expense.

49The terminal value has been computed assuming the yearly cash flows amounting to CU100 million would grow in perpetuity at a rate of zero (i.e., assuming that the impact of inflation on future cash flows is expected to be offset by market shrinkage).

50The discount factors have been computed using the formula: 1/(1 + WACC) ^ year. This formula, however, implies that the cash flows are expected to be received at the end of each period. Sometimes it might be more appropriate to assume that cash flows are received more or less evenly throughout the year (mid-year discounting convention). Using the mid-year discounting convention, the discount factor for year ‘n’ would have been computed as follows: 1/(1 + WACC) ^ (n – 0.5).

51The present value amounts have been computed by multiplying the FCF and terminal value by the corresponding discount factors.

52The process shown above is not the only possible method that a public benefit entity could apply to measure the fair value of its non-controlling equity interest. As a result, the adjustments above should not be considered to be a comprehensive list of all applicable adjustments. The necessary adjustments will depend on the specific facts and circumstances. In addition, the amounts of the adjustments above are not supported by detailed calculations. They have been included for illustrative purposes only.

53To derive Entity S’s FCF for use in the discounted cash flow method, Public Investment Fund T used Entity S’s two-year budget and its understanding of the investee’s asset and capital structures, reinvestment requirements and working capital needs.

54This example illustrates a two-stage model in which the first stage is delineated by a finite number of periods (20X2–20X8) and after this first stage the example assumes a period of constant growth for which Public Investment Fund T calculates a terminal value for Entity S. In other cases an investor might conclude that a multiple-stage model rather than a two-stage model would be more appropriate. A multiple-stage model would generally have a period after the discrete projection period in which growth might be phased down over a number of years before the constant growth period for which a terminal value can be estimated.

55This example assumes that the fair value conclusion would have included any necessary adjustments (for example, non-controlling interest discount, discount for the lack of liquidity etc.) that market participants would incorporate when pricing the equity instruments at the measurement date.

56The process shown above is not the only possible method that a public benefit entity could apply to measure the fair value of its non-controlling equity interest. As a result, the adjustments above should not be considered to be a comprehensive list of all applicable adjustments. The necessary adjustments will depend on the specific facts and circumstances. In addition, the amounts of the adjustments above are not supported by detailed calculations. They have been included for illustrative purposes only.

Example 32—Capital Subscriptions Held with Redemption Features

IE211. In order to participate and support the activities of International Development Bank A, or similar international organisation, Federal Government B invested and acquired a fixed number of subscription rights in International Development Bank A, based on Federal Government B’s proportional share of global Gross Domestic Product. Each subscription right costs CU1,000, which provides Federal Government B with the right to put the subscription rights back to International Development Bank A in exchange for the initial amount invested (i.e., CU1,000 per subscription right). International Development Bank A has no obligation to deliver dividends on the subscription rights.

IE212. Government B is evaluating the appropriate classification of the financial asset based on the terms of the subscription rights.

IE213. In determining the classification of the financial asset, Government B concludes the subscription rights do not meet the definition of an equity instrument as defined in PBE IPSAS 28 Financial Instruments: Presentation.52 As a result, Government B concludes the election available in paragraph 43 to measure an equity instrument at fair value through other comprehensive revenue and expense is not available.

IE214. Furthermore, as the contractual terms of the subscription rights fail to give rise on specified dates to cash flows solely for payments of principal and interest, the subscription rights cannot be classified as a debt instrument measured at amortised cost or fair value through other comprehensive revenue and expense. Government B concludes puttable subscription rights are required to be classified at fair value through surplus or deficit.

57 Based on guidance in paragraphs 15, 16, 17 and 18 of PBE IPSAS 28 it is possible the puttable subscription rights meet the requirements to be classified as an equity instrument from the Bank’s perspective. However, instruments meeting the provisions of paragraphs 15, 16, 17 and 18 of PBE IPSAS 28 do not meet the definition of an equity instrument in PBE IPSAS 28.

Example 33—Measuring the Effective Interest Rate of a Bond Issued at a Discount with Transaction Costs

IE215. State Government A issues a 5-year bond with a face value of CU500,000. The instrument carries a fixed yield of 4 per cent, with interest payments paid annually. The bond was issued at a discount of 2 per cent and State Government A was required to pay the bond underwriters a fee equal to CU12,000 on the transaction date.

IE216. In determining the amortised cost of the instrument, State Government A must calculate the effective interest rate. The effective interest rate is the rate that exactly discounts estimated future cash payments through the expected life of the instrument to the gross carrying amount of the instrument.

IE217. Assuming there are no expectations of prepayment, extension or other call options, the estimated future cash flows are CU20,000 per annum in interest payments (CU20,000 = CU500,000 x 4 per cent), with an additional CU500,000 principal payment made at maturity.

IE218. The gross carrying amount of the bond on the transaction date is calculated based on the net proceeds received by State Government A. Since the bond was issued at a discount, before transaction costs, State Government A received CU490,000 (CU500,000 x (100 per cent – 2 per cent)). Taking transaction costs into account, the next proceeds on issue were CU478,000 (CU490,000 – CU12,000).

Year

(a)

(b)

(c)

(d = a – b – c)

 

Cash inflows

Cash outflows (transaction costs and interest)

Cash outflows (principal)

Net cash flows

Year 1 (beginning)

500,000

12,000

10,000

478,000

Year 1 (end)

-

20,000

-

(20,000)

Year 2

-

20,000

-

(20,000)

Year 3

-

20,000

-

(20,000)

Year 4

-

20,000

-

(20,000)

Year 5

-

20,000

500,000

(520,000)

IE219. The effective interest rate of the bond is calculated by determining the rate that exactly discounts the estimated cash flows of CU20,000 per annum, plus the principal repayment at maturity, to the gross amount of CU478,000. Essentially, the effective interest rate determines the rate of interest incurred based on the net proceeds received by State Government A.

IE220. In this example, the effective interest rate is 5.02 per cent. This is appropriate as the bond yield was stated to be 4 per cent on a principal amount of CU500,000. However, in substance, State Government A only receives CU478,000 and continues to make annual interest payments of CU20,000. As such, as the transaction costs and discount increase, the more the effective interest rate will diverge from the contractual rate.

Effective interest rate = 5.02

Year

(a)

(b)

(c)

(d = a + b – c)

 

Opening balance

Interest expense

Interest/principal payment

Ending balance

Year 1

478,000

23,980

20,000

481,980

Year 2

481,980

24,180

20,000

486,160

Year 3

486,160

24,389

20,000

490,549

Year 4

490,549

24,610

20,000

495,159

Year 5

495,159

24,841

520,000

-

This guidance accompanies, but is not part of, PBE IPSAS 41.

A.1 Practice of Settling Net: Forward Contract to Purchase a Commodity

A.1.1 Entity XYZ enters into a fixed price forward contract to purchase 1 million barrels of oil in accordance with its expected usage requirements. The contract permits XYZ to take physical delivery of the oil at the end of twelve months or to pay or receive a net settlement in cash, based on the change in fair value of oil. Is the contract accounted for as a derivative?

While such a contract meets the definition of a derivative, it is not necessarily accounted for as a derivative. The contract is a derivative instrument because there is no initial net investment, the contract is based on the price of oil, and it is to be settled at a future date. However, if XYZ intends to settle the contract by taking delivery and has no history for similar contracts of settling net in cash or of taking delivery of the oil and selling it within a short period after delivery for the purpose of generating a profit from short-term fluctuations in price or dealer’s margin, the contract is not accounted for as a derivative under PBE IPSAS 41 Financial Instruments. Instead, it is accounted for as an executory contract (unless the entity irrevocably designates it as measured at fair value through surplus or deficit in accordance with paragraph 6 of PBE IPSAS 41).

A.2 Option to Put a Non-Financial Asset

A.2.1 Entity XYZ owns an office building. XYZ enters into a put option with an investor that permits XYZ to put the building to the investor for CU150 million. The current value of the building is CU175 million.58 The option expires in five years. The option, if exercised, may be settled through physical delivery or net cash, at XYZ’s option. How do both XYZ and the investor account for the option?

XYZ’s accounting depends on XYZ’s intention and past practice for settlement. Although the contract meets the definition of a derivative, XYZ does not account for it as a derivative if XYZ intends to settle the contract by delivering the building if XYZ exercises its option and there is no past practice of settling net (paragraph 5 of PBE IPSAS 41; but see also paragraph 6 of PBE IPSAS 41).

The investor, however, cannot conclude that the option was entered into to meet the investor’s expected purchase, sale or usage requirements because the investor does not have the ability to require delivery (PBE IPSAS 41, paragraph 8). In addition, the option may be settled net in cash. Therefore, the investor has to account for the contract as a derivative. Regardless of past practices, the investor’s intention does not affect whether settlement is by delivery or in cash. The investor has written an option, and a written option in which the holder has a choice of physical settlement or net cash settlement can never satisfy the normal delivery requirement for the exemption from PBE IPSAS 41 because the option writer does not have the ability to require delivery.

However, if the contract were a forward contract instead of an option, and if the contract required physical delivery and the reporting entity had no past practice of settling net in cash or of taking delivery of the building and selling it within a short period after delivery for the purpose of generating a profit from short-term fluctuations in price or dealer’s margin, the contract would not be accounted for as a derivative. (But see also paragraph 6 of PBE IPSAS 41).

58In this guidance, monetary amounts are denominated in ‘currency units’ (CU).

Section B provides non-authoritative guidance on whether certain items meet the definitions in PBE IPSAS 41.

B.1 Definition of a Financial Instrument: Gold Bullion

Is gold bullion a financial instrument (like cash) or is it a commodity?

It is a commodity. Although bullion is highly liquid, there is no contractual right to receive cash or another financial asset inherent in bullion.

B.1.1 Definition of a Financial Instrument: Monetary Gold Is monetary gold a financial instrument (like cash)?

No. Similar to gold bullion, monetary gold is not a financial instrument as there is no contractual right to receive cash or another financial asset inherent in the item. However, given that monetary gold shares several characteristics with a financial asset, applying the principles set out in PBE IPSAS 41 is generally appropriate under the hierarchy set out in paragraphs 9–15 of PBE IPSAS 3 Accounting Policies, Changes in Accounting Estimates and Errors. It may however be appropriate for an entity to consider other PBE Standards depending on the facts and circumstances related to its holding of monetary gold.

B.1.2 Public Sector Specific Financial Instruments

B.1.2.1 Definition of a Financial Instrument: Currency Issued as Legal Tender

Does issuing currency as legal tender create a financial liability for the issuer?

It depends. Currency derives its value, in part, through the statutory arrangement established between the issuer and the holder of the currency whereby currency is accepted as a medium of exchange and is recognised legally as a valid form of payment. In some jurisdictions, this statutory arrangement further obligates the issuer to exchange currency when it is presented by holders and may explicitly indicate that currency is a charge on government assets.

For the purposes of this Standard, an entity considers the substance rather than the legal form of an arrangement in determining whether there is a contractual obligation to deliver cash. Contracts are evidenced by the following:

  • Willing parties entering into an arrangement;

  • The terms of the contract create rights and obligations for the parties to the contract; and

  • The remedy for non-performance is enforceable by law.

When laws and regulations or similar requirements enforceable by law, such as a Banking Act, set out the requirements and responsibilities of an entity to exchange outstanding currency, a “contract” exists for the purposes of this Standard. A financial liability is created when an entity issues currency to the counterparty as, at this point, two willing parties have agreed to the terms of the arrangement. Where no financial liability exists, an entity should consider whether an obligation is created in accordance with paragraphs 22–43 of PBE IPSAS 19 Provisions, Contingent Liabilities and Contingent Assets. Prior to currency being issued, there is no transaction between willing parties. Unissued currency does not meet the definition of a financial instrument. An entity applies paragraph 13 of PBE IPSAS 12 Inventories in accounting for any unissued currency.

B.1.2.2 Definition of a Financial Instrument: Special Drawing Rights (SDR) Holdings

Do Special Drawing Rights (SDR) Holdings meet the definition of a financial asset?

Yes. SDR holdings represent a claim on the currencies of members of the International Monetary Fund (IMF). SDRs can be used in transactions with the IMF or can be exchanged between participants of the IMF’s SDR Department. Liquidity is guaranteed by a mechanism requiring participants to deliver cash in exchange for SDRs. Accordingly, SDR holdings are regarded as a financial asset.

B.1.2.3 Definition of a Financial Instrument: Special Drawing Rights (SDR) Allocations

Do Special Drawing Rights (SDR) Allocations meet the definition of a financial liability?

Yes. SDR allocations represent the obligation assumed when SDR holdings are distributed to members. IMF members must stand ready to provide currency holdings up to the amount of their SDR allocation. This represents a contractual obligation to deliver cash. Accordingly, SDR allocations are regarded as a financial liability.

B.2 Definition of a Derivative: Examples of Derivatives and Underlyings

What are examples of common derivative contracts and the identified underlying?

PBE IPSAS 41 defines a derivative as follows:

A derivative is a financial instrument or other contract within the scope of this Standard with all three of the following characteristics.

  1. Its value changes in response to the change in a specified interest rate, financial instrument price, commodity price, foreign exchange rate, index of prices or rates, credit rating or credit index, or other variable, provided in the case of a non-financial variable that the variable is not specific to a party to the contract (sometimes called the ‘underlying’).

  2. It requires no initial net investment or an initial net investment that is smaller than would be required for other types of contracts that would be expected to have a similar response to changes in market factors.

  3. It is settled at a future date.

Type of contract

Main pricing-settlement variable (underlying variable)

Interest rate swap

Interest rates

Currency swap (foreign exchange swap)

Currency rates

Commodity swap

Commodity prices

Equity swap

Equity prices (equity instrument of another entity)

Credit swap

Credit rating, credit index or credit price

Total return swap

Total fair value of the reference asset and interest rates

Purchased or written treasury bond option (call or put)

Interest rates

Purchased or written currency option (call or put)

Currency rates

Purchased or written commodity option (call or put)

Commodity prices

Purchased or written stock option (call or put)

Equity prices (equity instrument of another entity)

Interest rate futures linked to government debt (treasury futures)

Interest rates

Currency futures

Currency rates

Commodity futures

Commodity prices

Interest rate forward linked to government debt

(treasury forward)

Interest rates

Currency forward

Currency rates

Commodity forward

Commodity prices

Equity forward

Equity prices (equity instrument of another entity)

The above list provides examples of contracts that normally qualify as derivatives under PBE IPSAS 41. The list is not exhaustive. Any contract that has an underlying may be a derivative. Moreover, even if an instrument meets the definition of a derivative contract, special provisions may apply, for example, if it is a weather derivative (see paragraph AG1 of PBE IPSAS 41), a contract to buy or sell a non-financial item such as commodity (see paragraphs 6–8 and AG8 of PBE IPSAS 41) or a contract settled in an entity’s own shares (see paragraphs 25–29 of PBE IPSAS 28 Financial Instruments: Presentation). Therefore, an entity must evaluate the contract to determine whether the other characteristics of a derivative are present and whether special provisions apply.

B.3 Definition of a Derivative: Settlement at a Future Date, Interest Rate Swap with Net or Gross Settlement

For the purpose of determining whether an interest rate swap is a derivative financial instrument under PBE IPSAS 41, does it make a difference whether the parties pay the interest payments to each other (gross settlement) or settle on a net basis?

No. The definition of a derivative does not depend on gross or net settlement.

To illustrate: Entity ABC enters into an interest rate swap with a counterparty (XYZ) that requires ABC to pay a fixed rate of 8 per cent and receive a variable amount based on three-month LIBOR, reset on a quarterly basis. The fixed and variable amounts are determined based on a CU100 million notional amount. ABC and XYZ do not exchange the notional amount. ABC pays or receives a net cash amount each quarter based on the difference between 8 per cent and three-month LIBOR. Alternatively, settlement may be on a gross basis.

The contract meets the definition of a derivative regardless of whether there is net or gross settlement because its value changes in response to changes in an underlying variable (LIBOR), there is no initial net investment, and settlements occur at future dates.

B.4 Definition of a Derivative: Prepaid Interest Rate Swap (Fixed Rate Payment Obligation Prepaid at Inception or Subsequently)

If a party prepays its obligation under a pay-fixed, receive-variable interest rate swap at inception, is the swap a derivative financial instrument?

Yes. To illustrate: Entity S enters into a CU100 million notional amount five-year pay-fixed, receive-variable interest rate swap with Counterparty C. The interest rate of the variable part of the swap is reset on a quarterly basis to three-month LIBOR. The interest rate of the fixed part of the swap is 10 per cent per year. Entity S prepays its fixed obligation under the swap of CU50 million (CU100 million × 10% × 5 years) at inception, discounted using market interest rates, while retaining the right to receive interest payments on the CU100 million reset quarterly based on three-month LIBOR over the life of the swap.

The initial net investment in the interest rate swap is significantly less than the notional amount on which the variable payments under the variable leg will be calculated. The contract requires an initial net investment that is smaller than would be required for other types of contracts that would be expected to have a similar response to changes in market factors, such as a variable rate bond. Therefore, the contract fulfils the ‘no initial net investment or an initial net investment that is smaller than would be required for other types of contracts that would be expected to have a similar response to changes in market factors’ provision of PBE IPSAS 41. Even though Entity S has no future performance obligation, the ultimate settlement of the contract is at a future date and the value of the contract changes in response to changes in the LIBOR index. Accordingly, the contract is regarded as a derivative contract.

Would the answer change if the fixed rate payment obligation is prepaid subsequent to initial recognition?

If the fixed leg is prepaid during the term, that would be regarded as a termination of the old swap and an origination of a new instrument that is evaluated under PBE IPSAS 41.

B.5 Definition of a Derivative: Prepaid Pay-Variable, Receive-Fixed Interest Rate Swap

If a party prepays its obligation under a pay-variable, receive-fixed interest rate swap at inception of the contract or subsequently, is the swap a derivative financial instrument?

No. A prepaid pay-variable, receive-fixed interest rate swap is not a derivative if it is prepaid at inception and it is no longer a derivative if it is prepaid after inception because it provides a return on the prepaid (invested) amount comparable to the return on a debt instrument with fixed cash flows. The prepaid amount fails the ‘no initial net investment or an initial net investment that is smaller than would be required for other types of contracts that would be expected to have a similar response to changes in market factors’ criterion of a derivative.

To illustrate: Entity S enters into a CU100 million notional amount five-year pay-variable, receive-fixed interest rate swap with Counterparty C. The variable leg of the swap is reset on a quarterly basis to three-month LIBOR. The fixed interest payments under the swap are calculated as 10 per cent times the swap’s notional amount, i.e., CU10 million per year. Entity S prepays its obligation under the variable leg of the swap at inception at current market rates, while retaining the right to receive fixed interest payments of 10 per cent on CU100 million per year.

The cash inflows under the contract are equivalent to those of a financial instrument with a fixed annuity stream since Entity S knows it will receive CU10 million per year over the life of the swap. Therefore, all else being equal, the initial investment in the contract should equal that of other financial instruments that consist of fixed annuities. Thus, the initial net investment in the pay-variable, receive-fixed interest rate swap is equal to the investment required in a non-derivative contract that has a similar response to changes in market conditions. For this reason, the instrument fails the ‘no initial net investment or an initial net investment that is smaller than would be required for other types of contracts that would be expected to have a similar response to changes in market factors’ criterion of PBE IPSAS 41. Therefore, the contract is not accounted for as a derivative under PBE IPSAS 41. By discharging the obligation to pay variable interest rate payments, Entity S in effect provides a loan to Counterparty C.

B.6 Definition of a Derivative: Offsetting Loans

Entity A makes a five-year fixed rate loan to Entity B, while B at the same time makes a five-year variable rate loan for the same amount to A. There are no transfers of contractual par amount at inception of the two loans, since A and B have a netting agreement. Is this a derivative under PBE IPSAS 41?

Yes. This meets the definition of a derivative (that is to say, there is an underlying variable, no initial net investment or an initial net investment that is smaller than would be required for other types of contracts that would be expected to have a similar response to changes in market factors, and future settlement). The contractual effect of the loans is the equivalent of an interest rate swap arrangement with no initial net investment. Non- derivative transactions are aggregated and treated as a derivative when the transactions result, in substance, in a derivative. Indicators of this would include:

  • They are entered into at the same time and in contemplation of one another;

  • They have the same counterparty;

  • They relate to the same risk; and

  • There is no apparent economic need or substantive business purpose for structuring the transactions separately that could not also have been accomplished in a single transaction.

The same answer would apply if Entity A and Entity B did not have a netting agreement, because the definition of a derivative instrument in PBE IPSAS 41 does not require net settlement.

B.7 Definition of a Derivative: Option Not Expected to be Exercised

The definition of a derivative in PBE IPSAS 41 requires that the instrument ‘is settled at a future date’. Is this criterion met even if an option is expected not to be exercised, for example, because it is out of the money?

Yes. An option is settled upon exercise or at its maturity. Expiry at maturity is a form of settlement even though there is no additional exchange of consideration.

B.8 Definition of a Derivative: Foreign Currency Contract Based on Sales Volume

A South African entity, Entity XYZ, whose functional currency is the South African rand, sells electricity to Mozambique denominated in US dollars. XYZ enters into a contract with an investment bank to convert US dollars to rand at a fixed exchange rate. The contract requires XYZ to remit US dollars based on its sales volume in Mozambique in exchange for rand at a fixed exchange rate of 6.00. Is that contract a derivative?

Yes. The contract has two underlying variables (the foreign exchange rate and the volume of sales), no initial net investment or an initial net investment that is smaller than would be required for other types of contracts that would be expected to have a similar response to changes in market factors, and a payment provision. PBE IPSAS 41 does not exclude from its scope derivatives that are based on sales volume.

B.9 Definition of a Derivative: Prepaid Forward

An entity enters into a forward contract to purchase shares of stock in one year at the forward price. It prepays at inception based on the current price of the shares. Is the forward contract a derivative?

No. The forward contract fails the ‘no initial net investment or an initial net investment that is smaller than would be required for other types of contracts that would be expected to have a similar response to changes in market factors’ test for a derivative.

To illustrate: Entity XYZ enters into a forward contract to purchase 1 million T ordinary shares in one year. The current market price of T is CU50 per share; the one-year forward price of T is CU55 per share. XYZ is required to prepay the forward contract at inception with a CU50 million payment. The initial investment in the forward contract of CU50 million is less than the notional amount applied to the underlying, 1 million shares at the forward price of CU55 per share, i.e., CU55 million. However, the initial net investment approximates the investment that would be required for other types of contracts that would be expected to have a similar response to changes in market factors because T’s shares could be purchased at inception for the same price of CU50. Accordingly, the prepaid forward contract does not meet the initial net investment criterion of a derivative instrument.

While this instrument does not meet the definition of a derivative in its entirety, it meets the classification criteria of a financial asset to be measured at fair value through surplus or deficit. As the contractual terms of the forward contract do not include a requirement for Entity XYZ to receive cash flows that are solely payments of principal and interest, the instrument fails the conditions to be measured at amortised cost.

B.10 Definition of a Derivative: Initial Net Investment

Many derivative instruments, such as futures contracts and exchange traded written options, require margin accounts. Is the margin account part of the initial net investment?

No. The margin account is not part of the initial net investment in a derivative instrument. Margin accounts are a form of collateral for the counterparty or clearing house and may take the form of cash, securities or other specified assets, typically liquid assets. Margin accounts are separate assets that are accounted for separately.

B.11 Definition of Held for Trading: Portfolio with a Recent Actual Pattern of Short-Term Profit-Taking

The definition of a financial asset or financial liability held for trading states that ‘a financial asset or financial liability is classified as held for trading if it is … part of a portfolio of identified financial instruments that are managed together and for which there is evidence of a recent actual pattern of short- term profit-taking’. What is a ‘portfolio’ for the purposes of applying this definition?

Although the term ‘portfolio’ is not explicitly defined in PBE IPSAS 41, the context in which it is used suggests that a portfolio is a group of financial assets or financial liabilities that are managed as part of that group (paragraph 9 of PBE IPSAS 41). If there is evidence of a recent actual pattern of short-term profit-taking on financial instruments included in such a portfolio, those financial instruments qualify as held for trading even though an individual financial instrument may in fact be held for a longer period of time.

B.12 Definition of Gross Carrying Amount: Perpetual Debt Instruments with Fixed or Market-Based Variable Rate

Sometimes entities purchase or issue debt instruments that are required to be measured at amortised cost and in respect of which the issuer has no obligation to repay the gross carrying amount. The interest rate may be fixed or variable. Would the difference between the initial amount paid or received and zero (‘the maturity amount’) be amortised immediately on initial recognition for the purpose of determining amortised cost if the rate of interest is fixed or specified as a market-based variable rate?

No. Since there are no repayment of the gross carrying amount, there is no amortisation of the difference between the initial amount and the maturity amount if the rate of interest is fixed or specified as a market-based variable rate. Because interest payments are fixed or market-based and will be paid in perpetuity, the amortised cost (the present value of the stream of future cash payments discounted at the effective interest rate) equals the gross carrying amount in each period.

B.13 Definition of Gross Carrying Amount: Perpetual Debt Instruments with Decreasing Interest Rate

If the stated rate of interest on a perpetual debt instrument decreases over time, would the gross carrying amount equal the contractual par amount in each period?

No. From an economic perspective, some or all of the contractual interest payments are repayments of the gross carrying amount. For example, the interest rate may be stated as 16 per cent for the first 10 years and as zero per cent in subsequent periods. In that case, the initial amount is amortised to zero over the first 10 years using the effective interest method, since a portion of the contractual interest payments represents repayments of the gross carrying amount. The gross carrying amount is zero after Year 10 because the present value of the stream of future cash payments in subsequent periods is zero (there are no further contractual cash payments in subsequent periods).

B.14 Example of Calculating the Gross Carrying Amount: Financial Asset

How is the gross carrying amount calculated for financial assets measured at amortised cost in accordance with PBE IPSAS 41?

The gross carrying amount is calculated using the effective interest method. The effective interest rate inherent in a financial instrument is the rate that exactly discounts the estimated cash flows associated with the financial instrument through the expected life of the instrument or, where appropriate, a shorter period to the gross carrying amount at initial recognition. The computation includes all fees and points paid or received that are an integral part of the effective interest rate, directly attributable transaction costs and all other premiums or discounts.

The following example illustrates how the gross carrying amount is calculated using the effective interest method. Entity A purchases a debt instrument with five years remaining to maturity for its fair value of CU1,000 (including transaction costs). The instrument has a contractual par amount of CU1,250 and carries fixed interest of 4.7 per cent that is paid annually (CU1,250 × 4.7% = CU59 per year). The contract also specifies that the borrower has an option to prepay the instrument at par and that no penalty will be charged for prepayment. At inception, the entity expects the borrower not to prepay (and, therefore, the entity determines that the fair value of the prepayment feature is insignificant when the financial asset is initially recognised).

It can be shown that in order to allocate interest receipts and the initial discount over the term of the debt instrument at a constant rate on the carrying amount, they must be accrued at the rate of 10 per cent annually. The table below provides information about the gross carrying amount, interest revenue and cash flows of the debt instrument in each reporting period.

Year

(a)

(b = a × 10%)

(c)

(d = a + b – c)

 

Gross carrying

amount at the beginning of the year

Interest revenue

Cash flows

Gross carrying amount at the end of

the year

20X0

1,000

100

59

1,041

20X1

1,041

104

59

1,086

20X2

1,086

109

59

1,136

20X3

1,136

113

59

1,190

20X4

1,190

119

1,250 + 59

On the first day of 20X2 the entity revises its estimate of cash flows. It now expects that 50 per cent of the contractual par amount will be prepaid at the end of 20X2 and the remaining 50 per cent at the end of 20X4. In accordance with paragraph AG161 of PBE IPSAS 41, the gross carrying amount of the debt instrument in 20X2 is adjusted. The gross carrying amount is recalculated by discounting the amount the entity expects to receive in 20X2 and subsequent years using the original effective interest rate (10 per cent). This results in the new gross carrying amount in 20X2 of CU1,138. The adjustment of CU52 (CU1,138 – CU1,086) is recorded in surplus or deficit in 20X2. The table below provides information about the gross carrying amount, interest revenue and cash flows as they would be adjusted taking into account the change in estimate.

Year

(a)

(b = a × 10%)

(c)

(d = a + b – c)

 

Gross carrying amount at the

beginning of the year

Interest revenue

Cash flows

Gross carrying amount at the end of

the year

20X0

1,000

100

59

1,041

20X1

1,041

104

59

1,086

20X2

1,086 + 52

114

625 + 59

568

20X3

568

57

 

595

20X4

595

60

625 + 30

B.15 Example of Calculating the Gross Carrying Amount: Debt Instruments with Stepped Interest Payments

Sometimes entities purchase or issue debt instruments with a predetermined rate of interest that increases or decreases progressively (‘stepped interest’) over the term of the debt instrument. If a debt instrument with stepped interest is issued at CU1,250 and has a maturity amount of CU1,250, would the gross carrying amount equal CU1,250 in each reporting period over the term of the debt instrument?

No. Although there is no difference between the initial amount and maturity amount, an entity uses the effective interest method to allocate interest payments over the term of the debt instrument to achieve a constant rate on the carrying amount.

The following example illustrates how the gross carrying amount is calculated using the effective interest method for an instrument with a predetermined rate of interest that increases or decreases over the term of the debt instrument (‘stepped interest’).

On January 1, 20X0, Entity A issues a debt instrument for a price of CU1,250. The contractual par amount is CU1,250 and the debt instrument is repayable on December 31, 20X4. The rate of interest is specified in the debt agreement as a percentage of the contractual par amount as follows: 6.0 per cent in 20X0 (CU75), 8.0 per cent in 20X1 (CU100), 10.0 per cent in 20X2 (CU125), 12.0 per cent in 20X3 (CU150), and 16.4 per cent in 20X4 (CU205). In this case, the interest rate that exactly discounts the stream of future cash payments through maturity is 10 per cent. Therefore, cash interest payments are reallocated over the term of the debt instrument for the purposes of determining the gross carrying amount in each period. In each period, the gross carrying amount at the beginning of the period is multiplied by the effective interest rate of 10 per cent and added to the gross carrying amount. Any cash payments in the period are deducted from the resulting number. Accordingly, the gross carrying amount in each period is as follows:

Year

(a)

(b = a × 10%)

(c)

(d = a + b – c)

 

Gross carrying amount at the beginning of the year

Interest revenue

Cash flows

Gross carrying amount at the end of the year

20X0

1,250

125

75

1,300

20X1

1,300

130

100

1,330

20X2

1,330

133

125

1,338

20X3

1,338

134

150

1,322

20X4

1,322

133

1,250 + 205

B.16 Regular Way Contracts: No Established Market

Can a contract to purchase a financial asset be a regular way contract if there is no established market for trading such a contract?

Yes. PBE IPSAS 41 refers to terms that require delivery of the asset within the time frame established generally by regulation or convention in the marketplace concerned. Marketplace is not limited to a formal stock exchange or organised over-the-counter market. Instead, it means the environment in which the financial asset is customarily exchanged. An acceptable time frame would be the period reasonably and customarily required for the parties to complete the transaction and prepare and execute closing documents.

For example, a market for private issue financial instruments can be a marketplace.

B.17 Regular Way Contracts: Forward Contract

Entity ABC enters into a forward contract to purchase 1 million of M’s ordinary shares in two months for CU10 per share. The contract is not an exchange-traded contract. The contract requires ABC to take physical delivery of the shares and pay the counterparty CU10 million in cash. M’s shares trade in an active public market at an average of 100,000 shares a day. Regular way delivery is three days. Is the forward contract regarded as a regular way contract?

No. The contract must be accounted for as a derivative because it is not settled in the way established by regulation or convention in the marketplace concerned.

B.18 Regular Way Contracts: Which Customary Settlement Provisions Apply?

If an entity’s financial instruments trade in more than one active market, and the settlement provisions differ in the various active markets, which provisions apply in assessing whether a contract to purchase those financial instruments is a regular way contract?

The provisions that apply are those in the market in which the purchase actually takes place.

To illustrate: Entity XYZ purchases 1 million shares of Entity ABC on a US stock exchange, for example, through a broker. The settlement date of the contract is six business days later. Trades for equity shares on US exchanges customarily settle in three business days. Because the trade settles in six business days, it does not meet the exemption as a regular way trade.

However, if XYZ did the same transaction on a foreign exchange that has a customary settlement period of six business days, the contract would meet the exemption for a regular way trade.

B.19 Regular Way Contracts: Share Purchase by Call Option

Entity A purchases a call option in a public market permitting it to purchase 100 shares of Entity XYZ at any time over the next three months at a price of CU100 per share. If Entity A exercises its option, it has 14 days to settle the transaction according to regulation or convention in the options market. XYZ shares are traded in an active public market that requires three-day settlement. Is the purchase of shares by exercising the option a regular way purchase of shares?

Yes. The settlement of an option is governed by regulation or convention in the marketplace for options and, therefore, upon exercise of the option it is no longer accounted for as a derivative because settlement by delivery of the shares within 14 days is a regular way transaction.

B.20 Recognition and Derecognition of Financial Liabilities Using Trade Date or Settlement Date Accounting

PBE IPSAS 41 has special rules about recognition and derecognition of financial assets using trade date or settlement date accounting. Do these rules apply to transactions in financial instruments that are classified as financial liabilities, such as transactions in deposit liabilities and trading liabilities?

No. PBE IPSAS 41 does not contain any specific requirements about trade date accounting and settlement date accounting in the case of transactions in financial instruments that are classified as financial liabilities. Therefore, the general recognition and derecognition requirements in paragraphs 10 and 35 of PBE IPSAS 41 apply. Paragraph 10 of PBE IPSAS 41 states that financial liabilities are recognised on the date the entity ‘becomes a party to the contractual provisions of the instrument’. Such contracts generally are not recognised unless one of the parties has performed or the contract is a derivative contract not exempted from the scope of PBE IPSAS 41. Paragraph 35 of PBE IPSAS 41 specifies that financial liabilities are derecognised only when they are extinguished, i.e., when the obligation specified in the contract is discharged or cancelled or expires.

C.1 Embedded Derivatives: Separation of Host Debt Instrument

If an embedded non-option derivative is required to be separated from a host debt instrument, how are the terms of the host debt instrument and the embedded derivative identified? For example, would the host debt instrument be a fixed rate instrument, a variable rate instrument or a zero coupon instrument?

The terms of the host debt instrument reflect the stated or implied substantive terms of the hybrid contract. In the absence of implied or stated terms, the entity makes its own judgement of the terms. However, an entity may not identify a component that is not specified or may not establish terms of the host debt instrument in a manner that would result in the separation of an embedded derivative that is not already clearly present in the hybrid contract, that is to say, it cannot create a cash flow that does not exist. For example, if a five-year debt instrument has fixed interest payments of CU40,000 annually and a contractual payment at maturity of CU1,000,000 multiplied by the change in an equity price index, it would be inappropriate to identify a floating rate host contract and an embedded equity swap that has an offsetting floating rate leg in lieu of identifying a fixed rate host. In that example, the host contract is a fixed rate debt instrument that pays CU40,000 annually because there are no floating interest rate cash flows in the hybrid contract.

In addition, the terms of an embedded non-option derivative, such as a forward or swap, must be determined so as to result in the embedded derivative having a fair value of zero at the inception of the hybrid contract. If it were permitted to separate embedded non-option derivatives on other terms, a single hybrid contract could be decomposed into an infinite variety of combinations of host debt instruments and embedded derivatives, for example, by separating embedded derivatives with terms that create leverage, asymmetry or some other risk exposure not already present in the hybrid contract. Therefore, it is inappropriate to separate an embedded non- option derivative on terms that result in a fair value other than zero at the inception of the hybrid contract. The determination of the terms of the embedded derivative is based on the conditions existing when the financial instrument was issued.

C.2 Embedded Derivatives: Separation of Embedded Option

The response to Question C.1 states that the terms of an embedded non-option derivative should be determined so as to result in the embedded derivative having a fair value of zero at the initial recognition of the hybrid contract. When an embedded option-based derivative is separated, must the terms of the embedded option be determined so as to result in the embedded derivative having either a fair value of zero or an intrinsic value of zero (that is to say, be at the money) at the inception of the hybrid contract?

No. The economic behaviour of a hybrid contract with an option-based embedded derivative depends critically on the strike price (or strike rate) specified for the option feature in the hybrid contract, as discussed below. Therefore, the separation of an option-based embedded derivative (including any embedded put, call, cap, floor, caption, floortion or swaption feature in a hybrid contract) should be based on the stated terms of the option feature documented in the hybrid contract. As a result, the embedded derivative would not necessarily have a fair value or intrinsic value equal to zero at the initial recognition of the hybrid contract.

If an entity were required to identify the terms of an embedded option-based derivative so as to achieve a fair value of the embedded derivative of zero, the strike price (or strike rate) generally would have to be determined

so as to result in the option being infinitely out of the money. This would imply a zero probability of the option feature being exercised. However, since the probability of the option feature in a hybrid contract being exercised generally is not zero, it would be inconsistent with the likely economic behaviour of the hybrid contract to assume an initial fair value of zero. Similarly, if an entity were required to identify the terms of an embedded option-based derivative so as to achieve an intrinsic value of zero for the embedded derivative, the strike price (or strike rate) would have to be assumed to equal the price (or rate) of the underlying variable at the initial recognition of the hybrid contract. In this case, the fair value of the option would consist only of time value. However, such an assumption would not be consistent with the likely economic behaviour of the hybrid contract, including the probability of the option feature being exercised, unless the agreed strike price was indeed equal to the price (or rate) of the underlying variable at the initial recognition of the hybrid contract.

The economic nature of an option-based embedded derivative is fundamentally different from a forward-based embedded derivative (including forwards and swaps), because the terms of a forward are such that a payment based on the difference between the price of the underlying and the forward price will occur at a specified date, while the terms of an option are such that a payment based on the difference between the price of the underlying and the strike price of the option may or may not occur depending on the relationship between the agreed strike price and the price of the underlying at a specified date or dates in the future. Adjusting the strike price of an option-based embedded derivative, therefore, alters the nature of the hybrid contract. On the other hand, if the terms of a non-option embedded derivative in a host debt instrument were determined so as to result in a fair value of any amount other than zero at the inception of the hybrid contract, that amount would essentially represent a borrowing or lending. Accordingly, as discussed in the answer to Question C.1, it is not appropriate to separate a non-option embedded derivative in a host debt instrument on terms that result in a fair value other than zero at the initial recognition of the hybrid contract.

C.3 Embedded Derivatives: Equity Kicker

In some instances, investment entities providing subordinated loans agree that if and when the borrower lists its shares on a stock exchange, the venture capital entity is entitled to receive shares of the borrowing entity free of charge or at a very low price (an ‘equity kicker’) in addition to the contractual payments. As a result of the equity kicker feature, the interest on the subordinated loan is lower than it would otherwise be. Assuming that the subordinated loan is not measured at fair value with changes in fair value recognised in surplus or deficit (paragraph 49(c) of PBE IPSAS 41), does the equity kicker feature meet the definition of an embedded derivative even though it is contingent upon the future listing of the borrower?

Yes. The economic characteristics and risks of an equity return are not closely related to the economic characteristics and risks of a host debt instrument (paragraph 49(a) of PBE IPSAS 41). The equity kicker meets the definition of a derivative because it has a value that changes in response to the change in the price of the shares of the borrower, it requires no initial net investment or an initial net investment that is smaller than would be required for other types of contracts that would be expected to have a similar response to changes in market factors, and it is settled at a future date (paragraph 49(b) and paragraph 9 of PBE IPSAS 41). The equity kicker feature meets the definition of a derivative even though the right to receive shares is contingent upon the future listing of the borrower. Paragraph AG7 of PBE IPSAS 41 states that a derivative could require a payment as a result of some future event that is unrelated to a notional amount. An equity kicker feature is similar to such a derivative except that it does not give a right to a fixed payment, but an option right, if the future event occurs.

C.4 Embedded Derivatives: Synthetic Instruments

Entity A issues a five-year floating rate debt instrument. At the same time, it enters into a five-year pay- fixed, receive-variable interest rate swap with Entity B. Entity A regards the combination of the debt instrument and swap as a synthetic fixed rate instrument. Entity A contends that separate accounting for the swap is inappropriate since paragraph AG106(a) of PBE IPSAS 41 requires an embedded derivative to be classified together with its host instrument if the derivative is linked to an interest rate that can change the amount of contractual interest that would otherwise be paid or received on the host debt contract. Is the entity’s analysis correct?

No. Embedded derivative instruments are terms and conditions that are included in non-derivative host contracts. It is generally inappropriate to treat two or more separate financial instruments as a single combined instrument (‘synthetic instrument’ accounting) for the purpose of applying PBE IPSAS 41. Each of the financial instruments has its own terms and conditions and each may be transferred or settled separately. Therefore, the debt instrument and the swap are classified separately. The transactions described here differ from the transactions discussed in Question B.6, which had no substance apart from the resulting interest rate swap.

C.5 Embedded Derivatives: Purchases and Sales Contracts in Foreign Currency Instruments

A supply contract provides for payment in a currency other than (a) the functional currency of either party to the contract, (b) the currency in which the product is routinely denominated in commercial transactions around the world and (c) the currency that is commonly used in contracts to purchase or sell non-financial items in the economic environment in which the transaction takes place. Is there an embedded derivative that should be separated under PBE IPSAS 41?

Yes. To illustrate: a Norwegian entity agrees to sell oil to an entity in France. The oil contract is denominated in Swiss francs, although oil contracts are routinely denominated in US dollars in commercial transactions around the world, and Norwegian krone are commonly used in contracts to purchase or sell non-financial items in Norway. Neither entity carries out any significant activities in Swiss francs. In this case, the Norwegian entity regards the supply contract as a host contract with an embedded foreign currency forward to purchase Swiss francs. The French entity regards the supply contact as a host contract with an embedded foreign currency forward to sell Swiss francs. Each entity includes fair value changes on the currency forward in surplus or deficit unless the reporting entity designates it as a cash flow hedging instrument, if appropriate.

C.6 Embedded Foreign Currency Derivatives: Unrelated Foreign Currency Provision

Entity A, which measures items in its financial statements on the basis of the euro (its functional currency), enters into a contract with Entity B, which has the Norwegian krone as its functional currency, to purchase oil in six months for 1,000 US dollars. The host oil contract is not within the scope of PBE IPSAS 41 because it was entered into and continues to be for the purpose of delivery of a non-financial item in accordance with the entity’s expected purchase, sale or usage requirements (paragraphs 5 and AG8 of PBE IPSAS 41) and the entity has not irrevocably designated it as measured at fair value through surplus or deficit in accordance with paragraph 6 of PBE IPSAS 41. The oil contract includes a leveraged foreign exchange provision that states that the parties, in addition to the provision of, and payment for, oil will exchange an amount equal to the fluctuation in the exchange rate of the US dollar and Norwegian krone applied to a notional amount of 100,000 US dollars. Under paragraph 49 of PBE IPSAS 41, is that embedded derivative (the leveraged foreign exchange provision) regarded as closely related to the host oil contract?

No, that leveraged foreign exchange provision is separated from the host oil contract because it is not closely related to the host oil contract (paragraph AG106(d) of PBE IPSAS 41).

The payment provision under the host oil contract of 1,000 US dollars can be viewed as a foreign currency derivative because the US dollar is neither Entity A’s nor Entity B’s functional currency. This foreign currency derivative would not be separated because it follows from paragraph AG106(d) of PBE IPSAS 41 that a crude oil contract that requires payment in US dollars is not regarded as a host contract with a foreign currency derivative.

The leveraged foreign exchange provision that states that the parties will exchange an amount equal to the fluctuation in the exchange rate of the US dollar and Norwegian krone applied to a notional amount of 100,000 US dollars is in addition to the required payment for the oil transaction. It is unrelated to the host oil contract and therefore separated from the host oil contract and accounted for as an embedded derivative under paragraph 49 of PBE IPSAS 41.

C.7 Embedded Foreign Currency Derivatives: Currency of International Commerce

Paragraph AG106(d) of PBE IPSAS 41 refers to the currency in which the price of the related goods or services is routinely denominated in commercial transactions around the world. Could it be a currency that is used for a certain product or service in commercial transactions within the local area of one of the substantial parties to the contract?

No. The currency in which the price of the related goods or services is routinely denominated in commercial transactions around the world is only a currency that is used for similar transactions all around the world, not just in one local area. For example, if cross-border transactions in natural gas in North America are routinely denominated in US dollars and such transactions are routinely denominated in euro in Europe, neither the US dollar nor the euro is a currency in which the goods or services are routinely denominated in commercial transactions around the world.

If the terms of a combined contract permit, but do not require, the holder to settle the combined contract in a manner that causes it not to recover substantially all of its recognised investment and the issuer does not have such a right (for example, a puttable debt instrument), does the contract satisfy the condition in paragraph AG106(a) of PBE IPSAS 41 that the holder would not recover substantially all of its recognised investment?

No. The condition that ‘the holder would not recover substantially all of its recognised investment’ is not satisfied if the terms of the combined contract permit, but do not require, the investor to settle the combined contract in a manner that causes it not to recover substantially all of its recognised investment and the issuer has no such right. Accordingly, an interest-bearing host contract with an embedded interest rate derivative with such terms is regarded as closely related to the host contract. The condition that ‘the holder would not recover substantially all of its recognised investment’ applies to situations in which the holder can be forced to accept settlement at an amount that causes the holder not to recover substantially all of its recognised investment.

D.1 Initial Recognition

D.1.1 Recognition: Cash Collateral

Entity B transfers cash to Entity A as collateral for another transaction with Entity A (for example, a securities borrowing transaction). The cash is not legally segregated from Entity A’s assets. Should Entity A recognise the cash collateral it has received as an asset?

Yes. The ultimate realisation of a financial asset is its conversion into cash and, therefore, no further transformation is required before the economic benefits of the cash transferred by Entity B can be realised by Entity A. Therefore, Entity A recognises the cash as an asset and a payable to Entity B while Entity B derecognises the cash and recognises a receivable from Entity A.

D.2 Regular Way Purchase or Sale of a Financial Asset

D.2.1 Trade Date vs Settlement Date: Amounts to be Recorded for a Purchase

How are the trade date and settlement date accounting principles in PBE IPSAS 41 applied to a purchase of a financial asset?

The following example illustrates the application of the trade date and settlement date accounting principles in PBE IPSAS 41 for a purchase of a financial asset. On December 29, 20X1, an entity commits itself to purchase a financial asset for CU1,000, which is its fair value on commitment (trade) date. Transaction costs are immaterial. On December 31, 20X1 (financial year-end) and on January 4, 20X2 (settlement date) the fair value of the asset is CU1,002 and CU1,003, respectively. The amounts to be recorded for the asset will depend on how it is classified and whether trade date or settlement date accounting is used, as shown in the two tables below.

Settlement date accounting

Balances

Financial assets measured at amortised cost

Financial assets measured at fair value through other comprehensive revenue and expense

Financial assets measured at fair value through surplus or deficit

December 29, 20X1

     

Financial asset

Financial liability

December 31, 20X1

     

Receivable

2 2

Financial asset

Financial liability

Other comprehensive revenue and expense (fair value adjustment)

(2)

Accumulated surplus or deficit (through surplus or deficit)

(2)

January 4, 20X2

     

Receivable

Financial asset

1,000

1,003

1,003

Financial liability

Other comprehensive revenue and expense (fair value adjustment)

 (3)

Accumulated surplus or deficit (through surplus or deficit)

(3)

Trade date accounting

Balances

Financial assets measured at amortised cost

Financial assets measured at fair value

through other comprehensive revenue and expense

Financial assets measured at fair value through surplus or deficit

December 29, 20X1 Financial asset Financial liability

1,000

(1,000)

1,000

(1,000)

1,000

(1,000)

December 31, 20X1

     

Receivable

Financial asset

1,000

1,002

1,002

Financial liability

(1,000)

(1,000)

(1,000)

Other comprehensive revenue and expense (fair value adjustment)

(2)

Accumulated surplus or deficit (through surplus or deficit)

(2) 

January 4, 20X2

     

Receivable

Financial asset

1,000

1,003

1,003

Financial liability

Other comprehensive revenue and expense (fair value adjustment)

(3)

Accumulated surplus or deficit (through

     

surplus or deficit)

(3)

 

D.2.2 Trade Date vs Settlement Date: Amounts to be Recorded for a Sale

How are the trade date and settlement date accounting principles in PBE IPSAS 41 applied to a sale of a financial asset?

The following example illustrates the application of the trade date and settlement date accounting principles in PBE IPSAS 41 for a sale of a financial asset. On December 29, 20X2 (trade date) an entity enters into a contract to sell a financial asset for its current fair value of CU1,010. The asset was acquired one year earlier for CU1,000 and its gross carrying amount is CU1,000. On December 31, 20X2 (financial year-end), the fair value of the asset is CU1,012. On January 4, 20X3 (settlement date), the fair value is CU1,013. The amounts to be recorded will depend on how the asset is classified and whether trade date or settlement date accounting is used as shown in the two tables below (any loss allowance or interest revenue on the financial asset is disregarded for the purpose of this example).

A change in the fair value of a financial asset that is sold on a regular way basis is not recorded in the financial statements between trade date and settlement date even if the entity applies settlement date accounting because the seller’s right to changes in the fair value ceases on the trade date.

Settlement date accounting

Balances

Financial assets measured at amortised cost

Financial assets measured at fair value through other comprehensive revenue and expense

Financial assets measured at fair value through surplus or deficit

December 29, 20X2

     

Receivable

Financial asset

1,000

1,010

1,010

Other comprehensive revenue and expense (fair value adjustment)

10

Accumulated surplus or deficit (through surplus or deficit)

10

December 31, 20X2

     

Receivable

Financial asset

1,000

1,010

1,010

Other comprehensive revenue and expense (fair value

adjustment)

10

Accumulated surplus or deficit (through surplus or deficit)

10

January 4, 20X3

     

Other comprehensive revenue and expense (fair value

adjustment)

Accumulated surplus or deficit (through surplus or

deficit)

10 10 10

Trade date accounting

Balances

Financial assets measured at amortised cost

Financial assets measured at fair value through other comprehensive revenue and expense

Financial assets measured at fair value through surplus or deficit

December 29, 20X2

     

Receivable

1,010

1,010

1,010

Financial asset

Other comprehensive revenue and expense (fair value

adjustment)

Accumulated surplus or deficit (through surplus or deficit)

 10 10 10 

December 31, 20X2

     

Receivable

1,010

1,010

1,010

Financial asset

Other comprehensive revenue and expense (fair value adjustment)

Accumulated surplus or deficit (through surplus or deficit)

 10 10 10

January 4, 20X3

     

Other comprehensive revenue and expense (fair value

adjustment)

Accumulated surplus or deficit (through surplus or deficit)

 10 10 10

D.2.3 Settlement Date Accounting: Exchange of Non-cash Financial Assets

If an entity recognises sales of financial assets using settlement date accounting, would a change in the fair value of a financial asset to be received in exchange for the non-cash financial asset that is sold be recognised in accordance with paragraph 105 of PBE IPSAS 41?

It depends. Any change in the fair value of the financial asset to be received would be accounted for under paragraph 105 of PBE IPSAS 41 if the entity applies settlement date accounting for that category of financial assets. However, if the entity classifies the financial asset to be received in a category for which it applies trade date accounting, the asset to be received is recognised on the trade date as described in paragraph AG19 of PBE IPSAS 41. In that case, the entity recognises a liability of an amount equal to the carrying amount of the financial asset to be delivered on settlement date.

To illustrate: on December 29, 20X2 (trade date) Entity A enters into a contract to sell Note Receivable A, which is measured at amortised cost, in exchange for Bond B, which meets the definition of held for trading and is measured at fair value. Both assets have a fair value of CU1,010 on December 29, while the amortised cost of Note Receivable A is CU1,000. Entity A uses settlement date accounting for financial assets measured at amortised cost and trade date accounting for assets that meet the definition of held for trading. On December 31, 20X2 (financial year-end), the fair value of Note Receivable A is CU1,012 and the fair value of Bond B is CU1,009. On January 4, 20X3, the fair value of Note Receivable A is CU1,013 and the fair value of Bond B is CU1,007. The following entries are made:

December 29, 20X2

 

Dr

Bond B

CU1,010

 

 

Cr

Payable

 

CU1,010

December 31, 20X2

 

Dr

Trading loss

CU1

 
 

Cr

Bond B

 

CU1

January 4, 20X3

 

Dr

Payable

CU1,010

 

Dr

Trading loss

CU2

 
 

Cr

Note Receivable A

 

CU1,000
 

Cr

Bond B

 

CU2
 

Cr

Realisation gain

 

CU10

E.1 Initial Measurement of Financial Assets and Financial Liabilities

E.1.1 Initial Measurement: Transaction Costs

Transaction costs should be included in the initial measurement of financial assets and financial liabilities other than those at fair value through surplus or deficit. How should this requirement be applied in practice?

For financial assets not measured at fair value through surplus or deficit, transaction costs are added to the fair value at initial recognition. For financial liabilities, transaction costs are deducted from the fair value at initial recognition.

For financial instruments that are measured at amortised cost, transaction costs are subsequently included in the calculation of amortised cost using the effective interest method and, in effect, amortised through surplus or deficit over the life of the instrument.

For financial instruments that are measured at fair value through other comprehensive revenue and expense in accordance with either paragraphs 41 and 111 or paragraphs 43 and 106 of PBE IPSAS 41, transaction costs are recognised in other comprehensive revenue and expense as part of a change in fair value at the next remeasurement. If the financial asset is measured in accordance with paragraphs 441 and 111 of PBE IPSAS 41, those transaction costs are amortised to surplus or deficit using the effective interest method and, in effect, amortised through surplus or deficit over the life of the instrument.

Transaction costs expected to be incurred on transfer or disposal of a financial instrument are not included in the measurement of the financial instrument.

E.2 Gains and Losses

E.2.1 PBE IPSAS 41 and PBE IPSAS 4—Financial Assets Measured at Fair Value Through Other Comprehensive Revenue and Expense: Separation of Currency Component

A financial asset measured at fair value through other comprehensive revenue and expense in accordance with paragraph 41 of PBE IPSAS 41 is treated as a monetary item. Therefore, the entity recognises changes in the carrying amount relating to changes in foreign exchange rates in surplus or deficit in accordance with paragraphs 27(a) and 32 of PBE IPSAS 4 The Effects of Changes in Foreign Exchange Rates and other changes in the carrying amount in other comprehensive revenue and expense in accordance with PBE IPSAS 41. How is the cumulative gain or loss that is recognised in other comprehensive revenue and expense determined?

It is the difference between the amortised cost of the financial asset59 and the fair value of the financial asset in the functional currency of the reporting entity. For the purpose of applying paragraph 32 of PBE IPSAS 4 the asset is treated as an asset measured at amortised cost in the foreign currency.

To illustrate: on December 31, 20X1 Entity A acquires a bond denominated in a foreign currency (FC) for its fair value of FC1,000. The bond has five years remaining to maturity and a contractual par amount of FC1,250, carries fixed interest of 4.7 per cent that is paid annually (FC1,250 × 4.7% = FC59 per year), and has an effective interest rate of 10 per cent. Entity A classifies the bond as subsequently measured at fair value through other comprehensive revenue and expense in accordance with paragraph 41 of PBE IPSAS 41, and thus recognises gains and losses in other comprehensive revenue and expense. The entity’s functional currency is its local currency (LC). The exchange rate is FC1 to LC1.5 and the carrying amount of the bond is LC1,500 (= FC1,000 × 1.5).

Dr

Bond

LC1,500

 
 

Cr

Cash

LC1,500

On December 31, 20X2, the foreign currency has appreciated and the exchange rate is FC1 to LC2. The fair value of the bond is FC1,060 and thus the carrying amount is LC2,120 (= FC1,060 × 2). The amortised cost is FC1,041 (= LC2,082). In this case, the cumulative gain or loss to be recognised in other comprehensive revenue and expense and accumulated in net assets/equity is the difference between the fair value and the amortised cost on December 31, 20X2, i.e., LC38 (= LC2,120 – LC2,082).

Interest received on the bond on December 31, 20X2 is FC59 (= LC118). Interest revenue determined in accordance with the effective interest method is FC100 (= FC1,000 × 10 per cent). The average exchange rate during the year is FC1 to LC1.75. For the purpose of this question, it is assumed that the use of the average exchange rate provides a reliable approximation of the spot rates applicable to the accrual of interest revenue during the year (see paragraph 25 of PBE IPSAS 4). Thus, reported interest revenue is LC175 (= FC100 × 1.75) including accretion of the initial discount of LC72 (= [FC100 – FC59] × 1.75). Accordingly, the exchange difference on the bond that is recognised in surplus or deficit is LC510 (= LC2,082 – LC1,500 – LC72). Also, there is an exchange gain on the interest receivable for the year of LC15 (= FC59 × [2.00 – 1.75]).

Dr

Bond

LC620

 

Dr

Cash

LC118

 
 

Cr

Interest revenue

LC175

 

Cr

Exchange gain

LC525

 

Cr

Fair value change in other comprehensive revenue and expense

LC38

On December 31, 20X3, the foreign currency has appreciated further and the exchange rate is FC1 to LC2.50. The fair value of the bond is FC1,070 and thus the carrying amount is LC2,675 (= FC1,070 × 2.50). The amortised cost is FC1,086 (= LC2,715). The cumulative gain or loss to be accumulated in other comprehensive revenue and expense is the difference between the fair value and the amortised cost on December 31, 20X3, i.e., negative LC40 (= LC2,675 – LC2,715). Thus, the amount recognised in other comprehensive revenue and expense equals the change in the difference during 20X3 of LC78 (= LC40 + LC38).

Interest received on the bond on December 31, 20X3 is FC59 (= LC148). Interest revenue determined in accordance with the effective interest method is FC104 (= FC1,041 × 10%). The average exchange rate during the year is FC1 to LC2.25. For the purpose of this question, it is assumed that the use of the average exchange rate provides a reliable approximation of the spot rates applicable to the accrual of interest revenue during the year (see paragraph 25 of PBE IPSAS 4). Thus, recognised interest revenue is LC234 (= FC104 × 2.25) including accretion of the initial discount of LC101 (= [FC104 – FC59] × 2.25). Accordingly, the exchange difference on the bond that is recognised in surplus or deficit is LC532 (= LC2,715 – LC2,082 – LC101). Also, there is an exchange gain on the interest receivable for the year of LC15 (= FC59 × [2.50 – 2.25]).

Dr

Bond

 

LC555

Dr

Cash

 

LC148

Dr

Fair value change in other comprehensive revenue and expense

 
 

LC78

 

Cr

Interest revenue

LC234

 

Cr

Exchange gain

LC547

E.2.2 PBE IPSAS 41 and PBE IPSAS 4—Exchange Differences Arising on Translation of Foreign Entities: Other Comprehensive Revenue and Expense or Surplus or Deficit?

Paragraphs 37 and 57 of PBE IPSAS 4 state that all exchange differences resulting from translating the financial statements of a foreign operation should be recognised in other comprehensive revenue and expense until disposal of the net investment. This would include exchange differences arising from financial instruments carried at fair value, which would include both financial assets measured at fair value through surplus or deficit and financial assets that are measured at fair value through other comprehensive revenue and expense in accordance with PBE IPSAS 41.

PBE IPSAS 41 requires that changes in fair value of financial assets measured at fair value through surplus or deficit should be recognised in surplus or deficit and changes in fair value of financial assets measured at fair value through other comprehensive revenue and expense should be recognised in other comprehensive revenue and expense.

If the foreign operation is a controlled entity whose financial statements are consolidated with those of its controlling entity, in the consolidated financial statements how are PBE IPSAS 41 and paragraph 44 of PBE IPSAS 4 applied?

PBE IPSAS 41 applies in the accounting for financial instruments in the financial statements of a foreign operation and PBE IPSAS 4 applies in translating the financial statements of a foreign operation for incorporation in the financial statements of the reporting entity.

To illustrate: Entity A is domiciled in Country X and its functional currency and presentation currency are the local currency of Country X (LCX). Entity A has a foreign controlled entity (Entity B) in Country Y whose functional currency is the local currency of Country Y (LCY). Entity B is the owner of a debt instrument, which meets the definition of held for trading and is therefore measured at fair value through surplus or deficit in accordance with PBE IPSAS 41.

In Entity B’s financial statements for year 20X0, the fair value and carrying amount of the debt instrument is LCY100 in the local currency of Country Y. In Entity A’s consolidated financial statements, the asset is translated into the local currency of Country X at the spot exchange rate applicable at the end of the reporting period (2.00). Thus, the carrying amount is LCX200 (= LCY100 × 2.00) in the consolidated financial statements.

At the end of year 20X1, the fair value of the debt instrument has increased to LCY110 in the local currency of Country Y. Entity B recognises the trading asset at LCY110 in its statement of financial position and recognises a fair value gain of LCY10 in its surplus or deficit. During the year, the spot exchange rate has increased from 2.00 to 3.00 resulting in an increase in the fair value of the instrument from LCX200 to LCX330 (= LCY110 × 3.00) in the currency of Country X. Therefore, Entity A recognises the trading asset at LCX330 in its consolidated financial statements.

Entity A translates the statement of comprehensive revenue and expense of Entity B ‘at the exchange rates at the dates of the transactions’ (paragraph 44(b) of PBE IPSAS 4). Since the fair value gain has accrued through the year, Entity A uses the average rate as a practical approximation ([3.00 + 2.00] / 2 = 2.50, in accordance with paragraph 25 of PBE IPSAS 4). Therefore, while the fair value of the trading asset has increased by LCX130 (= LCX330 – LCX200), Entity A recognises only LCX25 (= LCY10 × 2.5) of this increase in consolidated surplus or deficit to comply with paragraph 44(b) of PBE IPSAS 41. The resulting exchange difference, i.e., the remaining increase in the fair value of the debt instrument (LCX130 – LCX25 = LCX105), is accumulated in other comprehensive revenue and expense until the disposal of the net investment in the foreign operation in accordance with paragraph 57 of PBE IPSAS 4.

E.2.3 PBE IPSAS 41 and PBE IPSAS 4—Interaction Between PBE IPSAS 41 and PBE IPSAS 4

PBE IPSAS 41 includes requirements about the measurement of financial assets and financial liabilities and the recognition of gains and losses on remeasurement in surplus or deficit. PBE IPSAS 4 includes rules about the reporting of foreign currency items and the recognition of exchange differences in surplus or deficit. In what order are PBE IPSAS 4 and PBE IPSAS 41 applied?

Statement of Financial Position

Generally, the measurement of a financial asset or financial liability at fair value or amortised cost is first determined in the foreign currency in which the item is denominated in accordance with PBE IPSAS 41. Then, the foreign currency amount is translated into the functional currency using the closing rate or a historical rate in accordance with PBE IPSAS 4 (paragraph AG224 of PBE IPSAS 41). For example, if a monetary financial asset (such as a debt instrument) is measured at amortised cost in accordance with PBE IPSAS 41, amortised cost is calculated in the currency of denomination of that financial asset. Then, the foreign currency amount is recognised using the closing rate in the entity’s financial statements (paragraph 27 of PBE IPSAS 4). That applies regardless of whether a monetary item is measured at amortised cost or fair value in the foreign currency (paragraph 28 of PBE IPSAS 4). A non-monetary financial asset (such as an investment in an equity instrument) that is measured at fair value in the foreign currency is translated using the closing rate (paragraph 27(c) of PBE IPSAS 4).

As an exception, if the financial asset or financial liability is designated as a hedged item in a fair value hedge of the exposure to changes in foreign currency rates under PBE IPSAS 41 (or PBE IPSAS 29 Financial Instruments: Recognition and Measurement if an entity chooses as its accounting policy to continue to apply the hedge accounting requirements in PBE IPSAS 29), the hedged item is remeasured for changes in foreign currency rates even if it would otherwise have been recognised using a historical rate under PBE IPSAS 4 (paragraph 137 of PBE IPSAS 41 or paragraph 99 of PBE IPSAS 29), i.e., the foreign currency amount is recognised using the closing rate. This exception applies to non-monetary items that are carried in terms of historical cost in the foreign currency and are hedged against exposure to foreign currency rates (paragraph 27(b) of PBE IPSAS 4).

Surplus or Deficit

The recognition of a change in the carrying amount of a financial asset or financial liability in surplus or deficit depends on a number of factors, including whether it is an exchange difference or other change in carrying amount, whether it arises on a monetary item (for example, most debt instruments) or non-monetary item (such as most equity investments), whether the associated asset or liability is designated as a cash flow hedge of an exposure to changes in foreign currency rates, and whether it results from translating the financial statements of a foreign operation. The issue of recognising changes in the carrying amount of a financial asset or financial liability held by a foreign operation is addressed in a separate question (see Question E.2.2).

Any exchange difference arising on recognising a monetary item at a rate different from that at which it was initially recognised during the period, or recognised in previous financial statements, is recognised in surplus or deficit in accordance with PBE IPSAS 4 (paragraph AG224 of PBE IPSAS 41, paragraphs 32 and 37 of PBE IPSAS 41), unless the monetary item is designated as a cash flow hedge of a highly probable forecast transaction in foreign currency, in which case the requirements for recognition of gains and losses on cash flow hedges apply (paragraph 140 of PBE IPSAS 41 or paragraph 106 of PBE IPSAS 29). Differences arising from recognising a monetary item at a foreign currency amount different from that at which it was previously recognised are accounted for in a similar manner, since all changes in the carrying amount relating to foreign currency movements should be treated consistently. All other changes in the statement of financial position measurement of a monetary item are recognised in surplus or deficit in accordance with PBE IPSAS 41. For example, although an entity recognises gains and losses on financial assets measured at fair value through other comprehensive revenue and expense in other comprehensive revenue and expense (paragraphs 111 and AG225 of PBE IPSAS 41), the entity nevertheless recognises the changes in the carrying amount relating to changes in foreign exchange rates in surplus or deficit (paragraph 27(a) of PBE IPSAS 4).

Any changes in the carrying amount of a non-monetary item are recognised in surplus or deficit or in other comprehensive revenue and expense in accordance with PBE IPSAS 41. For example, for an investment in an

equity instrument that is presented in accordance with paragraph 106 of PBE IPSAS 41, the entire change in the carrying amount, including the effect of changes in foreign currency rates, is presented in other comprehensive revenue and expense (paragraph AG226 of PBE IPSAS 41). If the non-monetary item is designated as a cash flow hedge of an unrecognised firm commitment or a highly probable forecast transaction in foreign currency, the requirements for recognition of gains and losses on cash flow hedges apply (paragraph 140 of PBE IPSAS 41 or paragraph 106 of PBE IPSAS 29).

When some portion of the change in carrying amount is recognised in other comprehensive revenue and expense and some portion is recognised in surplus or deficit, for example, if the amortised cost of a foreign currency bond measured at fair value through other comprehensive revenue and expense has increased in foreign currency (resulting in a gain in surplus or deficit) but its fair value has decreased in foreign currency (resulting in a loss recognised in other comprehensive revenue and expense), an entity cannot offset those two components for the purposes of determining gains or losses that should be recognised in surplus or deficit or in other comprehensive revenue and expense.

E.2.4—Valuation of Unquoted Equity Instruments

What valuation technique is most appropriate to apply when determining the fair value of these unquoted equity instruments?

Entities have a wide range of valuation techniques available when determining the fair value of an unquoted equity instrument. PBE IPSAS 41 does not prescribe the use of a specific valuation technique, but instead encourages the use of professional judgement and the consideration of all the facts and circumstances surrounding the section of an appropriate measurement technique. Figure 1 illustrates various valuations techniques that may be applicable based on the transactions facts and circumstances. This is not an exhaustive list.

Figure 1 – Valuation approaches and valuation techniques

Valuation approach

Valuation techniques

Market approach

  • Transaction price paid for an identical or similar instrument of an investee (see illustrative example 23)

  • Comparable company valuation multiples

Other approaches

  • Discounted cash flow method (see illustrative example 24)

  • Dividend discount model

  • Constant growth model (see illustrative example 25)

  • Capitalisation model

  • Adjusted net asset method (see illustrative example 26)

The economic characteristics of unquoted equity instruments and the information that is reasonably available to an entity are two of the factors that should be considered when selecting the most appropriate valuation technique. For example, an entity is likely to place more emphasis on the comparable company valuation multiples technique when there are sufficiently comparable company peers or when the background or details of the observed transactions are known. Similarly, an entity is likely to place more emphasis on the discounted cash flow method when, for example:

  1. The cash flows of an entity present unique characteristics such as periods of unequal rates of growth (for example, a period of high growth that stabilises later to more steady levels of growth).

  2. Alternatively, when measuring the fair value of unquoted equity instruments, an entity might conclude that, on the basis of the specific facts and circumstances (for example, the nature of the investment, the history and stage of the development of the investment, the nature of the investment’s assets and liabilities, its capital structure etc.).

  3. It is appropriate to apply the adjusted net asset method. Consequently, given specific facts and circumstances, one valuation technique might be more appropriate than another.

Some of the factors that an entity will need to consider when selecting the most appropriate valuation technique(s) include (this list is not exhaustive):

1. The information that is reasonably available to an entity;

2. The market conditions;

3. The investment horizon and investment type (for example, the market sentiment when measuring the fair value of a short-term financial investment might be better captured by some valuation techniques than by others);

4. The life cycle of the investment (i.e., what may trigger value in different stages of an entity’s life cycle might be better captured by some valuation techniques than by others);

5. The nature of an investment’s business (for example, the volatile or cyclical nature of an investee’s business might be better captured by some valuation techniques than others); and

6. The industry in which an entity operates.

The fair value measurement technique must reflect current market conditions. An entity might ensure that the valuation techniques reflect current market conditions by calibrating them at the measurement date. At initial recognition, if the transaction price represented fair value and an investor will use a valuation technique to measure fair value in subsequent periods that uses unobservable inputs, the entity must calibrate the valuation technique so that it equals the transaction price (if the transaction contains a non-exchange component, recalibrate to the fair value of the equity instrument). The use of calibration when measuring the fair value of the unquoted equity instruments at the measurement date is a good exercise for an entity to ensure that the valuation technique reflects current market conditions and to determine whether an adjustment to the valuation technique is necessary (for example, there might be a characteristic of the instrument that is not captured by the valuation technique or a new fact that has arisen at the measurement date that was not present at initial recognition).

In some circumstances, an entity may have to apply more than one valuation technique when determining fair value.

Examples of various types of techniques for measurement of the fair value of unquoted equity instruments are provided in Illustrative Examples 23–26.

E.2.5—Cost as a Proxy for Fair Value of Equity Instruments

Can the cost of the equity instrument be used by default for subsequent measurement?

No. Investments in equity instruments must be measured at fair value. However, as noted in paragraph AG140 cost may be an appropriate estimate of fair value because there is insufficient recent information available to measure fair value or because there is a wide range of possible fair value measurements and cost represents the best estimate of fair value within that range.

59The objective of this example is to illustrate the separation of the currency component for a financial asset that is measured at fair value through other comprehensive revenue and expense in accordance with paragraph 41 of PBE IPSAS 41. Consequently, for simplicity, this example does not reflect the effect of the impairment requirements in paragraphs 73–93 of PBE IPSAS 41.

F.1 PBE IPSAS 41 and PBE IPSAS 2—Hedge Accounting: Cash Flow Statements

How should cash flows arising from hedging instruments be classified in cash flow statements?

Cash flows arising from hedging instruments are classified as operating, investing or financing activities, on the basis of the classification of the cash flows arising from the hedged item. While the terminology in PBE IPSAS 2 Cash Flow Statements has not been updated to reflect PBE IPSAS 41, the classification of cash flows arising from hedging instruments in the cash flow statement should be consistent with the classification of these instruments as hedging instruments under PBE IPSAS 41.

G.1 Sequencing of ‘Solely Payments of Principal and Interest’ Evaluation for a Concessionary Loan

If an entity issues a concessionary loan (financial asset) when does it assess classification for subsequent measurement purposes?

An entity firstly assesses whether the substance of the concessionary loan is in fact a loan, a grant, a contribution from owners or a combination thereof, by applying the principles in PBE IPSAS 28 and paragraphs 42–58 of PBE IPSAS 23 Revenue from Non-Exchange Transactions. If an entity has determined that the transaction, or part of the transaction, is a loan, it assesses whether the transaction price represents the fair value of the loan on initial recognition. An entity determines the fair value of the loan by using the principles in paragraphs AG144–AG155. After initial recognition at fair value, an entity subsequently assesses the classification of concessionary loans in accordance with paragraphs 39–44 and measures concessionary loans in accordance with paragraphs 61–65.

G.2 Concessionary Loans and ‘Solely Payments of Principal and Interest’ Evaluation

Can a concessionary loan satisfy the SPPI condition?

Yes. When the payments of the loan, based on its fair value determined at initial recognition, reflect solely payments of principal and interest.

However, if a financial asset contains a contractual term that could change the timing or amount of contractual cash flows (for example, a contingent repayment feature specific to the borrower), the entity must determine whether the contractual cash flows that could arise over the life of the instrument due to that contractual term are solely payments of principal and interest on the principal amount outstanding. If the terms of the financial asset give rise to any other cash flows or limit the cash flows in a manner inconsistent with payments representing principal and interest, the financial asset does not meet the condition in paragraphs 40(b) and 41(b). To make this determination, the entity must assess the contractual cash flows that could arise both before, and after, the change in contractual cash flows. The entity may also need to assess the nature of any contingent event (i.e., the trigger) that would change the timing or amount of the contractual cash flows (see paragraphs AG72–AG75).

A common feature of a concessionary loan is an interest concession. A concessionary loan with a contractual interest rate of nil does not preclude the instrument from satisfying the SPPI condition.

G.3 Valuation of Non-Exchange Component

Can the non-exchange component of an equity transaction equal the transaction cost?

No. To the extent an entity receives an equity instrument, such as common shares, in exchange for consideration, the equity instrument will have some value on initial recognition and must be measured at fair value.

At initial recognition, the entity must evaluate the substance of the arrangement and assess whether a portion of the consideration provided is a non-exchange component such as a grant or subsidy.

G.4 Equity Instruments Arising from Non-Exchange Transactions

How might an equity instrument included in a non-exchange transaction be evidenced?

In assessing whether an equity instrument is included as part of a transaction that also includes a non-exchange component, an entity applies the definition of an equity instrument and the requirements in PBE IPSAS 28.

Indicators that may evidence the existence of an equity instrument may include:

 

 

  1. A formal designation of the transfer (or a class of such transfers) of equity instruments forming part of the investment’s contributed net assets/equity, either before the investment occurs or at the time of the investment;

  2. A formal agreement, in relation to the equity instrument, establishing or increasing an existing financial interest in the net assets/equity of the investment that can be sold, transferred, or redeemed; or

  3. The receipt of equity instruments that can be sold, transferred, or redeemed.

G.5 Factors to consider in evaluating concessionary and originated credit-impaired loans

What factors should be considered when evaluating whether a loan is a concessionary loan or an originated credit-impaired loan?

Both concessionary loans and originated credit-impaired loans have lower estimated future cash flows than similar loans that do not have a concessionary or credit-impaired component.

The issuer of a debt instrument evaluates the substance of the financial instrument to determine whether the instrument is classified as a concessionary loan or an originated credit-impaired loan.

Features that indicate that the financial instrument is a concessionary loan include:

  • The lender has an objective to incorporate a non-exchange component in the loan transaction. As such, the lender intends to give up a portion of the cash flows that would otherwise be available had the transaction been negotiated at market terms;

  • The financial instrument is extended below-market terms, by way of an interest and/or a principal concession; and

  • The characteristics of the loan agreement, i.e., the contractual terms that are negotiated off market, result in a decrease in the estimated future cash flows of the instrument when compared to a similar loan that does not have a concessionary or credit-impaired component.

Originated credit-impaired financial assets (see paragraphs 85–86) are generally extended at market terms at origination but have lower estimated cash flows in comparison to similar instruments, because the borrowing entity is not expected to be able to satisfy the contractual terms of the arrangement. The lender expects a portion of the contractual cash flows to be uncollectible, as opposed to intending to give up a portion of the cash flows which would otherwise be available at market terms. As such, originated credit-impaired loans present an opportunity for the lender to collect cash flows in excess of the estimated future cash flows, while with concessionary loans, the estimated future cash flows approximate the contractual cash flows, meaning no additional cash flows are available.

G.6 Concessionary loans that are originated credit-impaired

Can a concessionary loan be originated credit-impaired?

Yes. In some circumstances a concessionary loan may be granted that is also originated credit-impaired. A concessionary loan may be credit-impaired at origination because one or more events have had a detrimental impact on the estimated future cash flows of the financial asset.

For example, in order to support the operation of the national airline’s domestic routes, the department of finance advances loans to the airline on an annual basis. The annual interest payments are based on a contract rate of 6 per cent. Assuming the market rate at the time the loan is advanced is 10 per cent, this represents a concession.

Historically, even with the concessionary terms, the department of finance has collected only 85 per cent of the loan’s contractual cash flows. The department of finance expects this trend to continue with the current loan issue.

This example represents a concessionary originated credit-impaired loan as the loan has concessionary terms, but even with those terms, significant credit losses are expected to occur.

In evaluating whether the expected credit losses on the concessionary loan support the loan being originated credit- impaired or just represent normal credit losses, the entity considers whether one or more events has occurred that have had a detrimental impact on the estimated future cash flows of the loan.

H.1 Requirement to Use the Effective Interest Method

When transaction costs and any premium or discount on issuance are insignificant, measuring the amortised cost of an instrument using the effective interest rate produces similar results as using the straight-line method.

In circumstances where measuring the gross amount of an instrument using the effective interest method yields immaterial differences as compared to applying the straight-line method, is the effective interest method required to be used?

Measuring the amortised cost of an instrument requires the use of the effective interest method. However, in practice there may be scenarios where applying the straight-line method yields materially the same result.

Paragraph 10 of PBE IPSAS 3 Accounting Policies, Changes in Accounting Estimates and Errors, indicates “PBE Standards set out accounting policies that the NZASB has concluded result in financial statements of public benefit entities containing relevant and faithfully representative information about the transactions, other events, and conditions to which they apply. Those policies need not be applied when the effect of applying them is immaterial. …”

When an alternative technique – in this case the straight-line method – yields materially the same result as measuring amortised cost using the effective interest method, management need not apply the effective interest method as required by PBE IPSAS 41.

The following example illustrates why differences arise when measuring the gross amount of a debt instrument using the effective interest method compared to the straight-line method. National Government A issues a bond with a face value of CU100,000. The bond yield of 10 per cent is paid annually until maturity in 5 years. The bond was issued at a discount of 3 per cent and National Government A had to pay CU2,000 in transaction costs.

Under both measurement methodologies, National Government A received CU95,000 on issuance of the instrument (CU95,000 = CU100,000 – CU2,000 – CU100,000 x 3 per cent).

Straight-Line Method

Measuring the gross amount of the instrument using the straight-line method requires amortising the discount and transaction costs evenly until maturity.

Year

(a)

(b = 100,000 × 10 percent)

(c)

(d) 

(e = a + b + c – d)

 

Gross carrying amount at the beginning of the year

Interest expense

Amortisation of transaction costs and discount

Cash flows

Gross carrying amount at the end of the year

 1

95,000

10,000

1,000

10,000

96,000

 2

96,000

10,000

1,000

10,000

97,000

 3

97,000

10,000

1,000

10,000

98,000

 4

98,000

10,000

1,000

10,000

99,000

 5

99,000

10,000

1,000

110,000

Effective Interest Method

Measuring the gross amount of the instrument using the effective interest method requires calculating the rate that exactly discounts the estimate future cash payments through the expected life of the instrument to the gross carrying amount of the instrument. Discounting the estimated cash flows of the bond yields an effective interest rate of 11.37 per cent.

Year

(a)

(b = a × 11.37 percent)

(c)

(d = a + b – c)

 

Gross carrying amount at the beginning of the year

Interest expense

Cash flows

Gross carrying amount at the end of the year

1

95,000

10,797

10,000

95,797

2

95,797

10,888

10,000

96,685

3

96,685

10,989

10,000

97,673

4

97,673

11,101

10,000

98,774

5

98,774

11,226

110,000

When evaluating whether measuring the gross amount of the bond using the straight-line method yields an immaterial difference compared to applying the effective interest method, the gross amount is compared at each measurement date as detailed in the table below.

Year

Straight-Line Method

Effective Interest Method

 

 

Gross carrying amount at the beginning of the year

Gross carrying amount at the beginning of the year

Difference

1

95,000

95,000

-

2

96,000

95,797

203

3

97,000

96,685

315

4

98,000

97,673

327

5

99,000

98,774

226

The measurement difference between the two methods is a result of the transaction costs and the discount on issuance of the bond. As the costs approach zero, the difference between measuring the bond using the straight- line method or the effective interest method will become smaller. As the costs increase, the difference will grow in size.

Furthermore, contemplating the effect on annual interest expense may yield further considerations when assessing whether applying the straight-line method or effective interest method is material.

I.1 Sovereign Debt Restructurings

Are sovereign debt restructurings covered by PBE IPSAS 41?

Yes. Sovereign debt restructurings involve the modification, and/or derecognition, of financial liabilities, which are addressed in PBE IPSAS 41. The requirements and guidance relevant to sovereign debt restructurings include:

  1. Paragraphs 57 and 64 establish the requirements for the initial, and subsequent, measurement of financial liabilities;

  2. Paragraphs 35–38 establish the derecognition requirements for financial liabilities;

  3. Paragraph AG46 provides application guidance for assessing the extent of modifications to financial liabilities; and

  4. Paragraphs AG118–AG127 provide application guidance for loans granted at concessionary terms.

PBE IPSAS 41 Financial Instruments is drawn from IPSAS 41 Financial Instruments.

The significant differences between PBE IPSAS 41 and IPSAS 41 are:

  1. PBE IPSAS 41 includes an additional transition provision for entities transitioning from PBE IPSAS 29 Financial Instruments: Recognition and Measurement in respect financial guarantee contracts through non exchange transaction where fair value could not be reliably determined at initial recognition.

  2. PBE IPSAS 41 includes additional transition provisions for entities transitioning from PBE IFRS 9 Financial Instruments (paragraphs 157.1 to 157.10 of PBE IPSAS 41; paragraphs 49H.1 and 49H.2, and paragraph 53.7 of PBE IPSAS 30 Financial Instruments: Disclosures; and paragraph 51.6 of PBE IPSAS 36 Investments in Associates and Joint Ventures).

  3. PBE IPSAS 41, Appendix D Amendments to Other Standards, includes more extensive amendments to PBE IPSAS 9 Revenue from Exchange Transactions and a number of other PBE Standards. These amendments were required to align with the more recent requirements on interest and dividend revenue in PBE IPSAS 41.

  4. PBE Standards require the presentation of a statement of comprehensive revenue and expense. IPSASs require the presentation of a statement of financial performance.

  5. PBE IPSAS 41 includes amendments equivalent to those issued by the International Accounting Standards Board to support the provision of useful financial information by entities during the period of uncertainty arising from the phasing out of interest-rate benchmarks, such as interbank offered rates.