Set Up Automatic Currency Conversion in Excel & Google Sheets

Investopedia does not include all offers available in the marketplace. Currency converters are use useful to tourists, multi-national businesses, and forex traders. Unit Converter Pro is a handy utility for students, teachers, ... Provides many high-specialized units and categories, too. Unit Converter Pro offers fully customizable databases.

Is healthcare free in Greece for foreigners?

Public healthcare in https://chanceowjq841.substack.com/p/currency-converter-windows-7?sd=pf Greece

Generally, expat residents and their families have access to free or low-cost public healthcare if they contribute to the Social Insurance Institute (IKA). IKA is a public insurance company that oversees Greece's social security.

Our competitive customer rates are often many times better than the banks’, and with low or no fees, OFX makes it easy to send money internationally. Our team of dedicated dealing and customer service agents are available 24/7 to answer any queries you might have and to guide you through the transfer process. Apps like WorldRemit and Xoom allow you to send money to people internationally, as does PayPal. PayPal charges 4% to convert payments on top of the exchange rate. Xoom charges $5 per transaction, and transactions via WorldRemit start at $2.99. If you have a bank account in another country, you can also use an app like Wise to transfer money to yourself for a fee of a few dollars per transaction.

Unnecessary Windows Programs and Apps You Should Uninstall

Currency Converterlets you convert currency on Windows for free. You just have to select the currencies and enter value to calculate the exchange amount. If you want to work with calculating exchange rates of various currencies, you can save most preferred conversion options to load them whenever you want. In this example, EUR is the base currency and USD is the quote currency, and what it means is that one euro is worth $1.366 USD. In other words, $1.366 is the purchase price in U.S. dollars of one euro.

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"