Cryptocurrency Prices, Charts And Market Capitalizations

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  • Digicash required user software in order to withdraw notes from a bank and designate specific encrypted keys before it can be sent to a recipient.
  • If you’re a buyer who loves to have their hands in a bunch of pies, eToro is a great place to start.
  • The technology at the heart of bitcoin and other virtual currencies, blockchain is an open, distributed ledger that can record transactions between two parties efficiently and in a verifiable and permanent way.
  • Purchasing cryptocurrencies for fiat money and trading various cryptocurrencies between each other, for example when you want to exchange your Bitcoin for Ethereum.

In the world of cryptocurrency, a node is a computer that connects to a cryptocurrency network. The node supports the cryptocurrency's network through either; relaying transactions, validation or hosting a copy of the blockchain. In terms of relaying transactions each network computer has a copy of the blockchain of the cryptocurrency it supports. When a transaction is made the node creating the transaction broadcasts details of the transaction using encryption to other nodes throughout the node network so that the transaction is known. In 1983, the American cryptographer David Chaum conceived an anonymous cryptographic electronic money called ecash.

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Cryptocurrency markets can be volatile, with sudden price changes and market turbulence occurring without notice. Do not trade cryptocurrencies without sufficient research, and qualified financial advice if necessary. You should not trade cryptocurrency on the basis of another person's opinion, including influencers and celebrities, unless they are trained to give financial advice. Created by Ethereum co-founder Charles Hoskinson, ADA is the native currency of the Cardano blockchain - recently enabled with smart contracts. Buy Cardano on Firstrade Crypto trading platform and trade one of the top 10 cryptocurrencies by market capitalization. Then you need the professional services of CYBER WIZARD (C Y B E R H A C K S E R V I C E S @ C O N S U L T A N T dot com).

While Bitcoin’s price has generally been following upward trend, in early 2018, Bitcoin’s price fell sharply, dipping below $8,000 as news of tougher regulation from China and South Korea surfaced. Bitcoin's price also fell following announcements of SEC crackdown on crypto exchanges and after Binance was reportedly hacked. With CFD trading of cryptocurrency, you can prevent potential losses when also owning the underlying digital currency, depending on the market conditions. Traders can make a profit from a short position, if they expect the value of the crypto to fall. Trading cryptocurrency with Skilling couldn’t be simpler, as you do not need direct access to the crypto exchange or to set up your own digital wallet. Crypto trading is available 24 hours a day, 7 days a week and all over the world, as the cryptocurrency market has a decentralised structure.

While early Bitcoin users were able to mine the cryptocurrency using regular computers, the task has gotten more difficult as the network has grown. Now, most miners https://www.paperscrypto.com/ use special computers whose sole job is to run the complex calculations involved in mining all day every day. And even one of these computers isn't going to guarantee you success. Many miners use entire warehouses full of mining equipment in their quest to collect rewards. Those wild shifts in value may also cut against the basic ideas behind the projects that cryptocurrencies were created to support.

Today's Cryptocurrency Prices By Market Cap

This is an ongoing process, as new support and resistance levels tend to form when the trend breaks through. Just as traders can spot patterns within hours, days and months, https://robinhood.com/us/en/support/articles/cryptocurrency-investing/#:~:text=You%20don't%20have%20to%20worry%20about%20day%20trading%20limits,SEC%20like%20stocks%20and%20options. they can also find patterns over years of fluctuating price action. There is a fundamental structure to the market that makes it susceptible to certain behaviors.

From experiments, the wavelet coherence results indicated volatility persistence, causality and phase difference between Bitcoin and gold. Qiao et al. used wavelet coherence and relevance networks to investigate http://paperscrypto.com/ synergistic motion between Bitcoin and other cryptocurrencies. The authors then tested the hedging effect of bitcoin on others at different time frequencies by risk reduction and downside risk reduction.

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