Cryptocurrency Trading

Investing in cryptocurrency is risky, to say the least. Dogecoin(pronounced “dohj-coin”) started as a joke back in 2013 and is now the hottest thing to invest in. For example, NFTssparked a cryptocurrency digital art craze where you buy digital art with digital money—NFT stands for non-fungible token . NFTs are supported by Ethereum’s blockchain technology, creating a brand-new way for folks to get into fine art collecting.

CFDs are widespread in Europe, but it is banned in the US. We will be fair with crypto exchanges and give them a run for their money. To be fair, the alternatives are not perfect either.

Some examples of coins that can be staked include NAV Coin, PIVX, Neblio, Decred, and many more. Examples of proof of stake cryptos that have master nodes include DASH and PIVX. Last spring, Roberto Tonelli was planning his dream wedding. He and his fiancée, Ivana Castaniere, lived in New York, but their families were from Europe. They’d decided to get married in Vallo di Nera, a picturesque town in central Italy. Roberto needed to pay vendors there, but when he went to his Coinbase account to withdraw, he discovered one of Coinbase’s dirty little secrets.

Bitcoin is a virtual currency that uses a blockchain technology, or a peer-to-peer network, that thwarts third-party middlemen from taking over and calling the shots. If the word “blockchain” https://www.forbes.com/sites/abrambrown/2022/04/11/bitcoin-miami-crypto-conference/ is too abstract for you, simply imagine a network of computers communicating with each other to validate transactions. Anyone can participate in the Bitcoin blockchain.

Unfortunately, there isn’t any Bitcoin ETF yet, so let’s look into its cousin, ETNs. When trading, the most important fee is the trading fee. If you are doing leverage you basically borrow from https://bitcointimesmedia.com/ the CFD broker. You only pay this if http://codydohw204.fotosdefrases.com/breaking-bitcoin-conference you use leverage, so no leverage, no overnight fee. However, if there is a leverage you will get charged on the notional, in our previous case €100.

Bitcoin Vs Other Investments

The Fool realizes there may be opportunities for investors. We do actively recommend select cryptocurrencies to our community. But we encourage everyone to be well versed prior to investing to understand the potential risks and rewards.

One avenue to facilitate payments is to simply convert in and out of crypto to fiat currency to receive or make payments without actually touching it. In other words, the company is taking a “hands-off” approach that keeps crypto off the books. With this method, you’ll pay for your initial trade via Coinbase Pro and for your fees for sending crypto between exchanges, but you will otherwise pay zero fees. You can follow the directions below for how to sign up and deposit funds in Coinbase.

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"