How And Where To Pay Using Bitcoin In 3 Easy Steps?

The cryptocurrency is protected by cryptography and mathematics instead of laws and regulations that contain mistakes and deficiencies from humans. Everyone on earth can transfer money 24/7 for extremely low fees. Secondly, a Bitcoin transaction is only valid if it has been confirmed on the network. To complete a large transaction, we recommend that you wait for 6 confirmations to be on the safe side. The number of confirmations is usually displayed in the wallet or exchange. The most common and usually easiest is to buy Bitcoin on a marketplace.

  • Each bitcoin transaction is charged a small fee, which is paid to a bitcoin miner.
  • Finally, bitcoin-cli, a simple program which allows users to send RPC commands to bitcoind, is also included.
  • This makes it unfeasible to completely rely on Bitcoins as a currency.
  • And more crypto-connected money may be on the way to them and their firm, Winklevoss Capital.
  • This compensation may impact how, where and in what order products appear.

Some investors and economists have characterized it as a speculative bubble at various times. The future of Bitcoin ATMs largely depends on the further development of the crypto industry. The first step to performing any crypto transaction is getting a wallet that supports the coin or token you want to buy. It can be a paper wallet, a digital wallet, or a hardware one — its type doesn’t matter as long as it can send and receive digital money and is secure. One of the biggest concerns with any investment is making sure that it’s secure.

Worse, the child private key together with a parent chain code can be used to deduce the parent private key. Extended keys are stored and represented simply as the concatenation of the 256-bit key and 256-bit chain code into a 512-bit sequence. An extended private key is the combination of a private key and chain code and can be used to derive child private keys . An extended public key is a public key and chain code, which can be used http://andresaedf433.yousher.com/why-indian-teenagers-are-keen-on-investing-in-cryptocurrency to create child public keys, as described in Generating a Public Key. They are not compressed; rather, the WIF-compressed format signifies that they should only be used to derive compressed public keys and their corresponding bitcoin addresses. Ironically, a “WIF-compressed” encoded private key is one byte longer because it has the added 01 suffix to distinguish it from an “uncompressed” one.

You should consider whether you understand how this product works, and whether you can afford to take the high risk of losing your money. Buy from 28 fiat currencies into Bitcoin, Ethereum and many more and btcthread.com back to your wallet currency instantly and securely - no additional verification is needed. With over 100 deposit methods – it’s never been easier to buy cryptocurrency using your preferred local method.

As with any frontier, there are unknown dangers, but also strong incentives. Explore the kinds of questions and insights enterprises should consider as they determine whether and how to use digital assets. If you don't wish to use a card, there are many sites that let you find businesses that accept direct payments in Bitcoin in close proximity to you. There are a number of services that let you convert your Bitcoin into gift cards for purchases or even pay others Bitcoin to make purchases for you. Sales or other dispositions of bitcoin are generally taxable events. Taxes on cryptocurrencies are similar in many respects to those of other capital assets like stocks and bonds—with short- and long-term holding period tax rules applying.

With over 100 depositing methods – it’s never been easier to buy cryptocurrency and become a NETELLER VIP. NerdWallet strives to keep its information accurate and up to date. This information may be different than what you see when you visit a financial institution, service provider or specific product’s site. All financial products, shopping products and services are presented without warranty. When evaluating offers, please review the financial institution’s Terms and Conditions. If you find discrepancies with your credit score or information from your credit report, please contact TransUnion® directly.

Vanity Addresses

Out of these, cryptocurrency exchanges are the most convenient option because they offer a breadth of features and more cryptocurrencies for trading. The second and third highest rates of cryptocurrency use in the survey were recorded in Vietnam and the Philippines, respectively. Again, remittance payments play a role in the widespread use of cryptocurrency. According to bitcoin.com, the Philippines' Central Bank has approved several crypto exchanges to operate as "remittance and transfer companies" in the country.

Your coins are stored on the Bitcoin blockchain, and your private key is required to authorize transfers of those coins to another person’s wallet. The cryptography behind bitcoin is based on the SHA-256 algorithm designed by the US National Security Agency. Cracking this is, for all intents and purposes, impossible as there are more possible private keys that would have to be tested than there are atoms in the universe . Every transaction is publicly broadcast to the network and shared from node to node.

The ability to access cryptocurrency in these addresses is only possible if you have that piece of paper with the private key. Many people laminate these paper wallets and store them in safe deposit boxes at their bank or even in a safe in their home. These wallets are meant for high-security and long-term investments because you cannot quickly sell or trade bitcoin stored this way. Cryptocurrencies such as bitcoin and Ethereum were designed as a way to make payments without relying on traditional modes such as currency notes, debit cards, credit cards or checks. The website Pymntsclaims, “Blockchain IS the future of the payments industry,” a reference to the computational technology that undergirds cryptocurrencies.

What Can You Actually Buy With Bitcoin?

Bitcoin has a stipulation, set forth in its source code, that there will only ever be 21 million bitcoins produced. This limited supply is also what gives bitcoins their value. As the demand for bitcoin increases, you can exchange https://www.thetimes.co.uk/money-mentor/article/cryptocurrency-good-investment/ a single bitcoin for more money or services. In this way, bitcoin has become a traded store-of-value commodity, like gold. Here are six companies that can help you accept Bitcoin and other cryptocurrency payments.

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"