Une somme de 30 EURNote that, as illustrated, the order is determined not by the currency but by the native language of the document context. The use of an initial letter "X" for these purposes is facilitated by the ISO 3166 rule that no official country code beginning with X will ever be assigned. Codes for the precious metals gold , silver , palladium , and platinum are formed by prefixing the element's chemical symbol with the letter "X". These "currency units" are denominated as one troy ounce of the specified metal as opposed to "USD 1" or "EUR 1". The tables, history and ongoing discussion are maintained by SIX Interbank Clearing on behalf of ISO and the Swiss Association for Standardization.
The SGD has lost 6.2% of its value since the beginning of the year. The crash of the currency followed the surprise change in China’s foreign exchange policy, as its central bank decided to devalue the tightly controlled yuan, leading to a sharp fall of the Chinese currency. As a consequence, the Singapore dollar, https://priceconverter.org/ which is among a set of currencies that are widely seen as very sensitive to China’s foreign exchange policy, followed the yuan’s path. These are the average exchange rates of these two currencies for the last 30 and 90 days. The report helps both major players and new entrants to analyze the market in-depth.
- For more than 20 years, WM/Refinitiv FX rates have served as fully independent, objective, and unbiased sources for FX data.
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- The Singapore dollar is the twelfth most traded currency in the world, and the third-highest in Asia, behind the Japanese yen and China's renminbi.
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Specified Exchange Date means the first business day of the month that is at least 60 business days after the receipt by the General Partner of the Notice of Exchange. USD LIBOR means the London interbank offered rate for U.S. dollars. Historically, the Singapore Dollar reached an all time high of 2.31 in September of 1985. Singapore Dollar - data, forecasts, historical chart - was last updated on May of 2022.
Send Money To Singapore With Xe
Exchange-Rates.com currency converter uses exchange rates that are updated every 5-10 minutes. Convert 12 US Dollar to Singapore Dollar from United States to Singapore. Exchange rates move around all the time depending on supply and demand on global markets.
Includes 241 key indicators for Singapore, curated by CEIC analysts. History of daily rates USD /SGD since Sunday, 18 April 2021. IG International Limited is part of the IG Group and its ultimate parent company is IG Group Holdings Plc. IG International Limited receives services from other members of the IG Group including IG Markets Limited. The information in this site does not contain investment advice or an investment recommendation, or an offer of or solicitation for transaction in any financial instrument. IG accepts no responsibility for any use that may be made of these comments and for any consequences that result.
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"