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It took me a few minutes to find you, but yours is hands-down the most helpful, easy to use conversion calculator on the internet! 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 day, so site is a USEFUL TOOL TO HAVE. For instance, the four places listed in the following sentence all refer to the same country. We are an authorized financial intermediary and we have been processing operations for thousands of people and businesses since 2018.
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 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://sg.finance.yahoo.com/quote/SGD%3DX/ 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.
The Monthly Rate Dynamic Of 150 Us Dollars To Pounds Sterling
The most timely, transparent, and reliable forward and spot rates covering 150+ currencies. The Ethereum price page is part of Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies. Deposit crypto to our exchange and trade with deep liquidity and low fees. To confirm an OTC trade, you must have the required amount of coins that you are selling in your account. For example, if you want to buy 10 BTC with USDT and the price per BTC is 10,000 USDT, then you must have at least 100,000 USDT in your account to confirm the trade.
The value https://penzu.com/p/5b2c1af4 of the index in 1751 was 5.1, increasing to a peak of 16.3 in 1813 before declining very soon after the end of the Napoleonic Wars to around 10.0 and remaining in the range 8.5–10.0 at the end of the 19th century. The index was 9.8 in 1914 and peaked at 25.3 in 1920, before declining to 15.8 in 1933 and 1934—prices were only about three times as high as they had been 180 years earlier. The Bank of England produces notes named "giant" and "titan". A giant is a one million pound note, and a titan is a one hundred million pound bank note. Giants and titans are used only within the banking system. The process saw the Bank of England creating new money for itself, which it then used to purchase assets such as government bonds, secured commercial paper, or corporate bonds.
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"