WM/Refinitiv 2PM CET FX Benchmark - https://priceconverter.org/ independent, objective, unbiased sources for FX data. Register here for 32 currencies against the EUR, available with a 30-minute delay. We spoke to Vuk Magdelinic, CEO of Overbond, and Alexandre Hardouin, Head of Rates at Refinitiv, about how Overbond Pricing Data can help traders make smarter trading decisions. All rates are archived daily and are available direct from us and other vendors. Access free rates or request details on subscription options. It is not investment advice or a solution to buy or sell securities.
These efforts, however, were deemed insufficient to regain market confidence in Libor. Therefore, the FCA announced in 2017 that the bank panel would no longer use Libor, and the official termination date – set for the end of 2021 – was announced in early 2021 by the FCA and IBA. However, rather than using the actual interest rate, Libor is calculated by estimating the daily interest rate. It is managed by the British Bankers’ Association , based on the reliability of rates reported by several of the world’s major banks.
James Chen, CMT is an expert trader, investment adviser, and global market strategist. He has authored books on technical analysis and foreign exchange trading published by John Wiley and Sons and served as a guest expert on CNBC, BloombergTV, Forbes, and Reuters among other financial media. Find out more about the USD SGD Exchange Rate, including a graph of historical pricing. We use mid-market exchange rates for all currency conversions. At its latest monetary policy meeting on 15 April, the Monetary Authority of Singapore decided to maintain its stance on the “modest and gradual appreciation” of the Singapore dollar nominal effective exchange rate (S$NEER). Nevertheless, the MAS added that it, “stands ready to curb excessive volatility in the trade-weighted Singapore dollar”.
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"