We at Fitch Solutions expect that the Nigerian naira will be held stable at NGN416/USD over the duration of 2022. Given elevated oil prices, we think that the central bank will have sufficient FX reserves to defend the http://brooksiujl447.yousher.com/hkdinr currency. For benchmarks that we administer, users of benchmarks enter into licensing agreements with Refinitiv in order to access timely data or use of the benchmark for financial products. Licensing and corresponding fees vary according to intended use of the data, delivery mechanism, as well as the time of delivery . Over 1,000 financial institutions rely on the WM/Refinitiv rates for greater clarity in evaluating global markets.
Very good page for checking exchange rates, helps me in all my needs. This page is updated daily to reflect the most recent exchange rates. Pound Sterling is the currency in Channel Islands , Isle of Man, and United Kingdom . Pound Sterling is also known as the British Pound, the United Kingdom Pound, UKP, STG, the English Pound, British Pound Sterling, BPS, and Sterlings. The United States Dollar is also known as the American Dollar, and the US Dollar. The exchange rate for Pound Sterling was last updated on May 11, 2022 from The International Monetary Fund.
Global Autos Investment Round
CEIC de-annualizes quarterly Nominal GDP. The Bureau of Economic Analysis provides annualized Nominal GDP in USD. The data reached an all-time high of 5,436.8 USD bn in Dec 2019 and a record low of 60.8 USD bn in Mar 1947. Nominal GDP in US is updated quarterly, available from Mar 1947 to Dec 2020, with an average number of 962.8 USD bn.
I now realize that if it weren't for you I wouldn't have been able able to get my car repaired, which would have led to me forever live on the streets of the forsaken Isle of Man. I loved your Computer Screen, telling us how to convert our $$ to there's. I have been looking for a page like this for ever, the rate is new each https://www.exchangerates.org.uk/Dollars-to-Pounds-currency-conversion-page.html day, so site is a USEFUL TOOL TO HAVE. Otherwise I will not be guilty again of purchasing international. The key moving averages on the chart are lying well above the price, indicating strong bearish momentum. There is no hope for the buyers unless we see a pause in the trend and consolidation followed by a breakout.
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"