Paying With Bitcoin

You can seamlessly transfer money from your bank account to the exchange instantaneously. Linking your bank account lets you sell bitcoin and withdraw funds to your bank account, which isn’t possible if you pay for bitcoin with a card. You can make and accept fast payments if you add and verify your bank account.

Still, you can go online and check to see if your preferred vendor accepts bitcoin as a currency. There are ample amounts of lists online that detail all of the big vendors that accept that currency. Alternately, you can go straight to their website if you prefer.

Let’s just hope that banks would allow US citizens to buy BTC in the future. Prices initially dropped sharply after the Sept. 7 adoption but surged in late September to reach about $54,000 per coin this week. So far, 30 bitcoin ATMs to send remittances have been installed in Atlanta, Chicago, Houston and Los Angeles and Bukele says around $2 million is being sent via Chivo daily. Others have also reported irregularities with transactions and attempts of stolen identity. President Nayib Bukele has blamed high demand for the issues Galvez and others have faced.

  • Consider seeking advice from your financial and tax advisor.
  • Therefore, Chetu is a valuable resource for any business that is looking to reach its long term goals of both expansion and long term profitability.
  • The coins the investor owned will also be permanently orphaned.
  • Bitcoin's scalability challenge became apparent towards the end of 2017 when millions of people jumped on the Bitcoin bandwagon and it struggled to cope with the number of transactions.

This conflicts directly with the principle of avoiding address re-use, by using each bitcoin address for only one transaction. Address re-use reduces privacy by associating multiple transactions and addresses with each other. A Type-0 nondeterministic wallet is a poor choice of wallet, especially if you want to avoid address re-use because that means https://www.btcthread.com/ managing many keys, which creates the need for frequent backups. Although the Bitcoin Core client includes a Type-0 wallet, using this wallet is discouraged by developers of Bitcoin Core. Figure 4-8 shows a nondeterministic wallet, containing a loose collection of random keys. Let’s look at how this works in more detail, in the next section.

Implementing Keys And Addresses In Python

Do your research and get the best possible price for bitcoin at the moment. Bitcoin debit cards are debit coins that are loaded with the cryptocurrency, allowing you to spend money anywhere debit cards are accepted -- even if the cryptocurrency isn’t. The perk of these debit cards is that you don’t have to convert Bitcoin into the local currency.

In a deterministic wallet, the seed is sufficient to recover all the derived keys, and therefore a single backup at creation time is sufficient. The seed is also sufficient for a wallet export or import, allowing for easy migration of all the user’s keys between different wallet implementations. Wallets are really keychains containing pairs of private/public keys . Users sign transactions with the keys, thereby proving they own the transaction outputs . The coins are stored on the blockchain in the form of transaction-ouputs .

This takes https://writeablog.net/harinnddlo/yes-if-you-have-an-available-cryptocurrency-balance-you-can-send-crypto-to longer than buying Bitcoin, and different operators require more time than others. It once was possible for anyone to mine bitcoin, but not anymore. Bitcoin code is written to make solving its transaction-related algorithms, or puzzles, more challenging over time. This means that solving these puzzles requires more computing resources. Access to powerful computers and large amounts of electricity is now a must. Originally, bitcoin mining was conducted on the processors, or CPUs, of individual computers, with more cores and greater speed resulting in more profit.

A few percent might not sound like a lot, but if you’re trading in and out of the market, it will quickly eat away at your profits. Webull lets you trade more than 25 cryptos, including Bitcoin. You’ll pay a spread markup of 1 percent on each transaction, however.

Bitcoin Btc Wallet

However, some online reviews claim that exchanges like CEX.io accept Discover Card as well. Xcoins takes the speed of its service very seriously; The exchange actually promises to send your coins within 15 minutes of payment approval, or your next transaction will be free of fees. This makes Xcoin a good choice if you want to get your hands on some bitcoin quickly.

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"