Crypto com: The best place to buy Bitcoin, Ethereum, and 250+ altcoins

Paybis is one of the biggest cryptocurrency marketplaces in the UK, and also caters to the Dutch market. It supports 10 cryptocurrencies including Bitcoin, Ethereum, Bitcoin Cash, and more. Coinbase is a leading crypto exchange of the world’s largest exchanges for digital currency, with a user-friendly interface and 50 major cryptocurrencies on offer. As a forward-thinking nation with a healthy appetite for cryptocurrencies, there are a number of ways to buy Bitcoin and crypto in the Netherlands! Let’s look at the legal status of crypto, the best ways to choose an exchange, and a list of the best crypto exchanges in NL.

imagecryptoboarding 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"