These percentages show how much the exchange rate has fluctuated over the last 30 and 90-day periods. 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. For any ideas and suggestions related to the functionality of the currency strength meter, do not hesitate to contact us. The benefits of online currency strength meter It is less likely to give wrong values, doesn't require ... Depending on your Forex trading style, you may need to look at https://zenwriting.net/calvinlmyi/from-2010-to-2020-the-gbp-usd-has-ranged-from-a-high-of-approximately-1-70-to other time frames.
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"