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 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.
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. African countries have enormous economic potential, with lucrative investment and partnership options. Are you looking for the greatest African countries to invest in in order to promote economic progress and earn a profit? The above 5 countries highlighted above have the largest Gross Domestic Product according to World Bank data. GDP can help investors make investment decisions because a weak economy frequently indicates lesser earnings and stock values.
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Some astute stock market observers are pointing out that due to inflation, a massive P/E compression is now underway. WM/Refinitiv 2PM CET FX Benchmark - independent, objective, unbiased sources for FX data. Register here for 32 currencies against the EUR, available with a 30-minute delay. The electronification of the fixed income market has delivered many benefits along with a host of significant challenges. 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.
The GDP deflator is the better index if the subject is a capital investment or government expenditure. It is virtually impossible to predict the GBP/USD rate months in advance, but understanding atypical price patterns and trends will equip you with a better idea of what to expect from this currency pairing. We recommend finding the most up to date mid-market rate before arranging an international https://www.exchangerates.org.uk/Dollars-to-Pounds-currency-conversion-page.html money transfer of GBP to USD. We know you want to pay the lowest rate possible when exchanging and sending USD to GBP which is why wire transfers through your personal bank aren't recommended. The entire process can be very time consuming, not to mention the expensive fees. This is why CurrencyTransfer.com is vital for http://donovannzqz231.trexgame.net/hong-kong-dollar anyone that needs that needs to transfer USD to GBP.
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"