Tag Archive for: FX swap

To swap, or not to swap that is the question

30-9-2019 | Marco Lassche |

Cash management in different currencies:
The FX swap, a way to optimize your interest result

Years ago, when I made my first baby steps in the world of Treasury at Bank Mendes Gans, my old teachers Jan Loohuis and Aart-Jan Lensvelt, taught me some good lessons. One of them, that I always used in the companies that I have worked for, is this one.

What if you have temporary an overall negative position in one currency (e.g. -/- EUR 10 mio) and an overall positive position in another currency (e.g. +/+ USD 11 mio)?

Basically you have two easy ways to manage this liquidity position and optimize your interest result. Both ways lead to Rome:

  • Keep the balances in your bank account
  • You swap the balances in different currencies temporary by means of a FX-swap

Option 1: Keep the balances in your bank account
This option does not need much clarification.

  • For your debit balance you pay interest (basic interest +/+ margin)
  • For your credit balance you receive credit interest (basic interest -/- margin

Option 2: The FX swap
In a FX swap you do a trade in your FX trade portal, in which you exchange the bank balances at a spot date (at the spot rate) and you reverse it at a future date (at the forward-rate). You do the trade at the same time, so no FX risk is involved.

Forward FX-rates are being calculated directly from the spot FX-rate and are adjusted for the difference in interest rates between the two currencies.

FX swap visualised

Option 1 or option 2?
When the interest rate difference between the two currencies is more attractive in option 1, you keep your bank balances. When the interest rate difference between two currencies is more attractive in option 2, you swap.

Example
I would like to clarify it by an example in which we have a EUR balance of -/- EUR 10 mio and a
USD balance of +/+ USD 11 mio. We will swap the currencies for 1 month (30 days).

Interest results after 30 days

Option 1) Interest result by keeping balances in your bank account

Total interest proceeds in USD: EUR 2,708 * 1.1000 = USD 2,979 + USD 18,563 = USD 21,542.
Interest rate difference between USD and EUR: 2,35% (2.025% -/- 0.325%).

Option 2) Interest result by swapping balances

Interest result FX swap

At the start date we buy EUR 10 mio, and sell USD 11 mio at the spot rate 1.1000.
At the end date, after 30 days, we reverse the trade as we agreed with the bank:
We sell EUR 10 mio, and buy USD 11,025,770 at the agreed forward rate 1.102577

Our total interest rate difference proceeds is USD 11,025,770 – USD 11,000,000 = USD 25,770.

Conclusion:
In this example the FX swap is USD4,200 more attractive than keeping the account balances like it is. Of course, this is not always the case, but a FX swap can be a good alternative in many cases.

* How to calculate the interest rate difference between two currencies in a FX swap
As previously said, the difference in spot and forward rates, can be explained by the interest rate difference between two currencies, We calculate the interest rate differences as follows:

Forward Rate on annual basis / Spot Rate

As interest percentages are always based on 1 year we multiply the 30 days forward points by 12 to get to 1 year forward points (EUR and USD, calculate 360 days in a year, GBP e.g. 365 days).
The forward points for 30 days: 25.77, which means for one year 12 * 25.77 = 309.24
Forward rate on annual basis: 1.130924

Spot rate: 1.1000

1.130924/1.1000 = + 2,81%

Please feel free to contact me if you need any further information.

 

 

 

Marco Lassche 

Founder and Owner of at Bedrijfskostenexpert
Treasurer and Project Manager at Van Caem Klerks Group
treasuryXL Ambassador

 

 

Best read articles of all time – FX Swaps vs Libor and EURIBOR: Arbitrage opportunities?

| 10-05-2018 | Rob Söentken |

fxswaps

As we are getting closer to the end of the month, end of Q2 and end of H1 of 2016, it is interesting to see financial markets are maneuvering to get the right liquidity on board for the balance sheet. Or get rid of the unwanted liquidity. For firms with liquidity in various currencies the best means for liquidity management is FX swaps.

What is an FX swap?

In a very simple definition the FX swap is like an exchange of deposits. The big advantage is that the counterparty risk is reduced due to the exchange of notional. Operationally an FX swap is booked as two FX transactions: one to convert and another to revert. The conversion rate is against the prevailing exchange rate. The reversion rate is against the conversion rate plus or minus some ‘swap points’, which reflect the interest rate differential between the respective currencies. During the tenor the exchange rate could change, which creates counterparty risk on the mark-to-market value of the reversion. Mark-to-market risk for tenors up to 1 year is still a small when compared to full notional risk.

How would an FX swap work in theory?

In diagram 1 the Libor and Euribor fixings for USD and EUR are listed for the respective tenors. Now if we would consider exchanging a USD deposit versus a EUR deposit for 1 year the cash flows would be as follows:
For the conversion date we take value spot (ie 2 days, in this case that is per June 30th) and we agree to exchange EUR 1 Mio vs USD 1.1048 Mio (because EUR 1 Mio at current spot of 1.1048 is USD 1.1048 Mio)

For the reversion date we take the value date for 1 year from today’s spot date. We calculate the following amounts including interest:

EUR 1 Mio x (1 + -0.05% x 365 / 360) =                     EUR 999,493.06

USD 1.1048 Mio x (1 + 1.20% x 365 / 360) =         USD 1,118,241.73

Dividing the USD amount by the EUR amount gives the exchange rate for the reversion on the forward date, in this case that is 1.1188089. This is called the ‘forward rate’ The difference to the spot exchange rate is 0.0140089. For simplicity reasons this is multiplied by 10,000 to 140.089. This reflects the interest differential.

When executing an FX swap the EUR amounts are kept constant for both the spot and forward dates. But the USD amounts are calculated using the spot and forward exchange rates as calculated above. Therefor the interest differential is reflected in the USD amount being different between spot and forward date.

How does it work in reality?

As I mentioned at the beginning of this article, the current situation is special because we are getting close to a date special and important for balance sheet reporting. Supply and demand may push the market in a direction.

When looking at the actual FX swap rates and taking the EUR Euribor fixings as given, we can deduce the implied USD funding rates (see diagram 2). First observation is that the FX swaps appear to reflect either a substantial demand for USD from June 30th to July 1st, or a EUR supply. It is interesting to see that the 1 week fixing for EUR was not affected, while the 1 week FX swap was affected maybe 20 bppa. One reason could be the timing of the rates. Euribor is taken at one moment during the day, while FX swaps are affected by events during the day. Because wdiagram2e are looking at a single day FX swap, the annualized rate could swing a lot.

Another observation is that the interest rate differential between EUR and USD is actually bigger than implied by the fixings. For one month tenor the difference is 0.59% p.a.. It would seem possible that supply – demand forces can push FX swaps away from the deposit markets. Likely the counterparty limit constraints on pure deposits keep them from being arbitrages vs FX swaps, like they used to be many years ago.

How can a treasurer benefit from FX swaps?

Each individual and organization should determine for itself what he/she or it needs. And I do not want abstract from discussions around documentation requirements, collateral financing and administration, and the operational extra work. It seems obvious that there are opportunities to investigate.

One key area would be to look at the bid-offer spreads on cash liquidity in various currencies as provided by house-banks and compare those rates with and without using FX swaps. Also I could imagine non-house banks could be more competitive in providing FX swaps, while the counterparty risk is substantially smaller than when pure lending is concerned.

Rob Soentken

Rob Söentken

Ex-derivatives trader

 

FX Swaps vs Libor and EURIBOR: Arbitrage opportunities?

| 05-07-2016 | Rob Söentken |

fxswaps

 

As we are getting closer to the end of the month, end of Q2 and end of H1 of 2016, it is interesting to see financial markets are maneuvering to get the right liquidity on board for the balance sheet. Or get rid of the unwanted liquidity. For firms with liquidity in various currencies the best means for liquidity management is FX swaps.

 

What is an FX swap?

In a very simple definition the FX swap is like an exchange of deposits. The big advantage is that the counterparty risk is reduced due to the exchange of notional. Operationally an FX swap is booked as two FX transactions: one to convert and another to revert. The conversion rate is against the prevailing exchange rate. The reversion rate is against the conversion rate plus or minus some ‘swap points’, which reflect the interest rate differential between the respective currencies. During the tenor the exchange rate could change, which creates counterparty risk on the mark-to-market value of the reversion. Mark-to-market risk for tenors up to 1 year is still a small when compared to full notional risk.

How would an FX swap work in theory?

In diagram 1 the Libor and Euribor fixings for USD and EUR are listed for the respective tenors. Now if we would consider exchanging a USD deposit versus a EUR deposit for 1 year the cash flows would be as follows:
For the conversion date we take value spot (ie 2 days, in this case that is per June 30th) and we agree to exchange EUR 1 Mio vs USD 1.1048 Mio (because EUR 1 Mio at current spot of 1.1048 is USD 1.1048 Mio)

For the reversion date we take the value date for 1 year from today’s spot date. We calculate the following amounts including interest:

EUR 1 Mio x (1 + -0.05% x 365 / 360) =                     EUR 999,493.06

USD 1.1048 Mio x (1 + 1.20% x 365 / 360) =         USD 1,118,241.73

Dividing the USD amount by the EUR amount gives the exchange rate for the reversion on the forward date, in this case that is 1.1188089. This is called the ‘forward rate’ The difference to the spot exchange rate is 0.0140089. For simplicity reasons this is multiplied by 10,000 to 140.089. This reflects the interest differential.

When executing an FX swap the EUR amounts are kept constant for both the spot and forward dates. But the USD amounts are calculated using the spot and forward exchange rates as calculated above. Therefor the interest differential is reflected in the USD amount being different between spot and forward date.

How does it work in reality?

As I mentioned at the beginning of this article, the current situation is special because we are getting close to a date special and important for balance sheet reporting. Supply and demand may push the market in a direction.

When looking at the actual FX swap rates and taking the EUR Euribor fixings as given, we can deduce the implied USD funding rates (see diagram 2). First observation is that the FX swaps appear to reflect either a substantial demand for USD from June 30th to July 1st, or a EUR supply. It is interesting to see that the 1 week fixing for EUR was not affected, while the 1 week FX swap was affected maybe 20 bppa. One reason could be the timing of the rates. Euribor is taken at one moment during the day, while FX swaps are affected by events during the day. Because wdiagram2e are looking at a single day FX swap, the annualized rate could swing a lot.

Another observation is that the interest rate differential between EUR and USD is actually bigger than implied by the fixings. For one month tenor the difference is 0.59% p.a.. It would seem possible that supply – demand forces can push FX swaps away from the deposit markets. Likely the counterparty limit constraints on pure deposits keep them from being arbitrages vs FX swaps, like they used to be many years ago.

How can a treasurer benefit from FX swaps?

Each individual and organization should determine for itself what he/she or it needs. And I do not want abstract from discussions around documentation requirements, collateral financing and administration, and the operational extra work. It seems obvious that there are opportunities to investigate.

One key area would be to look at the bid-offer spreads on cash liquidity in various currencies as provided by house-banks and compare those rates with and without using FX swaps. Also I could imagine non-house banks could be more competitive in providing FX swaps, while the counterparty risk is substantially smaller than when pure lending is concerned.

Rob Soentken

 

Rob Söentken

Ex-derivatives trader