All functions of the portal (checking indicative prices / confirming trades) will be available when you log-in to your Binance account. Please note that standard exchange withdrawal limits apply. If you are using an account without KYC verification, the 2 BTC withdrawal limit per 24 hours will apply.
For example, if you were converting 800 British pounds into U.S. dollars on March 16, 2022, you would multiply £800 x 1.31$/£ to get $1048 USD. To convert from dollars to pounds, you would simply divide by the exchange rate rather than multiply. Use the currency transfer calculator below to compare exchange rates and fees for sending USD to United Kingdom.
If you opt out, though, you may still receive generic advertising. In addition, financial advisors/Client Managers may continue to use information collected online to provide product and service information in accordance with account agreements. I order documents pertaining to my genealogy research from the General Records Office in England. It is good to know approximately how much money a document will cost me.
The 10-year US Treasury bond yield stays in positive territory in the early American http://reidskbp229.tearosediner.net/us-dollar-to-singapore-dollar-rate-today-usd session, forcing XAU/USD to stay under bearish pressure. Get the latest crypto news, updates, and reports by subscribing to our free newsletter. This US Inflation Calculator measures the buying power https://wise.com/gb/currency-converter/inr-to-hkd-rate of the dollar over time. To use it, just enter any two dates from 1913 to 2022, an amount, and then click 'Calculate'. The tournament is being held for the first time since 2019, and the total prize money for 2022 is $251,750, which is an increase of 7.02% from two years ago.
Range Of Change
A forex broker is just like a stock brokerage, except they focus on foreign exchange products. Wise uses the mid-market rate and transparent fees to help you send money in 45+ currencies. Dunbridge Financial offers competitive exchange rates and zero fees on transfers to more than 120 countries.
For any questions regarding our solutions and services, our customer service representatives are here to help. 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. 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.
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"