The challenges in facing the Libor transition for Indonesia will be similar to those in other parts of the world. The challenges will be in reviewing the contractual terms of interest rates and setting a spread adjustment, especially in relation to the limited data for benchmarking. Furthermore, the taxpayer will need to properly amend their financial agreement and plan to document such analysis in their TP documentation to support and document their transition-related TP policies. The necessary amendments to the intra-group financial agreement include the establishment of a contractual term of interest rates, setting a spread adjustment, and adjusting the notice of payment. Considering the difference in loan terms in ARR, which only has overnight terms and does not have credit risk, to determine the interest rate need to calculate the compounding interest rate from the ARR over a certain period.
Results are interpreted as buy, sell or hold signals, each with numeric ratings and summarized with an overall percentage buy or sell rating. After each calculation the program assigns a Buy, Sell, or Hold value with the study, depending on where the price lies in reference to the common interpretation of the study. For example, a price above its moving average is generally considered an upward trend or a buy. CoinGecko provides a fundamental analysis of the crypto market. In addition to tracking price, volume and market capitalisation, CoinGecko tracks community growth, open-source code development, major events and on-chain metrics.
These are the lowest points the exchange rate has been at in the last 30 and 90-day periods. These are the highest points the exchange rate has been at in the last 30 and 90-day periods. We also offer insights into strategic and growth analyses and data necessary to achieve corporate goals and critical revenue decisions. The Pharmaceutical Vials Market Report includes estimates of value and volume . Each top-down and bottom-up approaches area unit wants to estimate and validate the market size of the Pharmaceutical Vials Market and therefore the size of varied different sub-markets of the market as an entire. The report focuses on the Pharmaceutical Vials Market which provides brief information about the market by means of various statistics.
This makes the rounds on forums everywhere because of its good sound and build for the price. While this headset is not feature rich, you still get an integrated in-line mic and remote so you can take phone calls and control music playback. Interestingly, our headset’s “return to previous track” function does not work but all others do. Budget listeners will be able to afford most of these picks for best wired wired earbuds under $50.
This website includes information about cryptocurrencies, contracts for difference and other financial instruments, and about brokers, exchanges and other entities trading in such instruments. Both cryptocurrencies and CFDs are complex instruments and come with a high risk of losing money. You always get the best exchange rate with Wise, whether you send, spend, or convert money in dozens of currencies. The Research Insights –A world leader in analysis, research and consulting that can help you renew your business and change your approach. We make sense of inconveniences, opportunities, circumstances, estimates and information using our experienced skills and verified methodologies.
Driverless Car Market Analysis By Growth Overview, Future Demands & Business Challenges To 2028
Livepriceofgold.com provides you all the information about the current gold price and this is as simple as a click. The spot gold prices are even given during 24 hours in live. Singapore Exchange Rate against USD averaged 1.342 (SGD/USD) in Mar 2021, compared with 1.328 SGD/USD in the previous month. CEIC extends history for monthly average Exchange Rate against USD.
- Click on the dropdown to select USD in the first dropdown as the currency that you want to convert and SGD in the second drop down as the currency you want to convert to.
- Data is calculated to the nearest 1%, and updated automatically every 15 minutes.
- Remove swaps denominated in SGD that reference the Singapore Swap Offer Rate (SOR-VWAP) as a floating rate index from the fixed-to-floating swap class.
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In 2021, the average exchange rate from Singapore dollars to U.S. dollars amounted to approximately 1.34, meaning that one U.S. dollar could buy 1.34 Singapore dollars. Compare the Forex rate of one currency with respect to another. Choose a provider which uses the mid-market USD to SGD exchange rate and charges a low, transparent conversion fee, to make sure you're getting the https://priceconverter.org/ best overall price for your currency conversion. It's worth knowing that the mid-market rate isn't always available from your regular bank or currency exchange service. You may also have to pay currency conversion fees which mean you end up with a lower SGD amount than you're expecting. Shop around and compare providers to make sure you're getting the best option available.
Many countries are facing fast growing inflation, and the prolonged war in eastern Europe is a cause for concern to investors. Oil prices start the week slightly down, causing commodity linked currencies to slide. Contact Us Let SVB experts help your business with the right mix of products, services and strategic advice. The WM/Refinitiv 12 noon EST FX benchmark gives you a reliable, transaction-oriented rate that enables you to evaluate the markets with greater clarity. The 4pm USD/BRL FX benchmark is available daily (24-hr delay) free of charge, and gives you a reliable transaction-oriented rate to evaluate the market.
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The easiest way to check the priceconverter.org exchange rate is to use our live currency exchange table or a reputable online currency converter. Simply enter the amount in USD you want to convert, to see the current mid-market exchange rate, and how much you'd finish up with in SGD if you exchange today. Libor is the reference of the average interest rate for financial instruments that represents an indication of unsecured interbank lending rates, particularly in London. Libor is an old creature and has been used as the global benchmark interest rate for decades. It is based on different currencies (i.e., USD, EUR, GBP, JPY and CHF) and loan terms .
Foreign exchange transactions can be highly risky, and losses may occur in short periods of time if there is an adverse movement of exchange rates. Exchange rates can be highly volatile and are impacted by numerous economic, political and social factors, as well as supply and demand and governmental intervention, control and adjustments. Investments in financial instruments carry significant https://www.travelex.co.uk/currency/currency-pairs/gbp-to-usd risk, including the possible loss of the principal amount invested. Before entering any foreign exchange transaction, you should obtain advice from your own tax, financial, legal, accounting and other advisors, and only make investment decisions on the basis of your own objectives, experience and resources. The ISO 4217 code list is used in banking and business globally.
As a result, this raised concerns about the validity and reliability of using Libor as a global benchmark for financial transactions. Build your trading and investment products using the leading venue in interbank liquidity to create your benchmarks, tracking the performance of globally strategic currencies. The WMR is one of the most widely used suite of FX benchmarks and Refinitiv understands how important these rates are to all users, globally.
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"