How To Accept Bitcoin Payments At Your Business

Its service is open to over 80 countries globally, including Europe and USA plus a selection of Asian and South American states. You will need your public address, along with password-like codes called public and private keys, to send, receive, and access your bitcoin. With bitcoin, people can send each other money directly over the internet without involving a third party like a bank or credit card company. The price of bitcoin is determined by the supply and demand, much like the price of shares of stocks or other currencies. Bitcoin miners compete with one another to solve cryptographic puzzles to verify any transactions involving bitcoin. Consequently, transactions take 10 to 60 minutes on average, and this can vary depending on how much you want to pay in fees and how sure you want to be that the transaction is fully confirmed.

  • This currency is most similar to bitcoin but has moved more quickly to develop new innovations, including faster payments and processes to allow more transactions.
  • The best way to get started is to buy a small amount of Bitcoin.
  • IG accepts no responsibility for any use that may be made of these comments and for any consequences that result.
  • Specifically, there is a different standard, with a different set of words, used by the Electrum wallet and predating BIP0039.
  • There are some websites that you can use to pay for flights using your Bitcoin, including Travala, AlternativeAirlines, and AirBaltic.

You will not be able to pay with your credit card at a Bitcoin ATM. 50 of Bitcoin without any verification, but much higher limits are available for verified users. CoinCorner also has a supporting mobile app that allows you to send and receive Bitcoins from your account using your mobile phone. Even though the site states that it doesn’t charge any explicit fees, its exchange rates are pretty high due to credit card processing. In order to use your credit card, you’ll need to verify your phone number and ID verification, including a selfie.

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 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.

The company’s interest in crypto technology doesn’t end there. Utilising blockchain, Microsoft has also launched ION, a two-layered authentication platform on the Bitcoin network in late March. Instead of payments, the technology btcthread.com creates digital IDs to authenticate online identities. No matter which wallet type you use, you'll need to link a payment method to it for purchases. That can be a bank account, or a payment service like PayPal or Apple Pay.

The chips pictured have become obsolete due to increasing difficulty. Early bitcoin miners used GPUs for mining, as they were better suited to the proof-of-work algorithm than CPUs. Only supported assets will be shown in the FTX Exchange app in Exodus. A letter from 26 technologists refers to crypto as risky, flawed and unproven. Cryptocurrencies are not widely accepted yet, so the chances of you running into a Bitcoin ATM out in the wild are rather slim, especially if you don’t live in a big city like London or NYC. The easiest way to find Bitcoin ATM locations near you is to use live maps like Coin ATM Radar, Bitcoin ATM Map, and others.

Its articles, interactive tools and other content are provided to you for free, as self-help tools and for informational purposes only. NerdWallet does not and cannot guarantee the accuracy or applicability of any information in regard to your individual circumstances. Examples are hypothetical, and we encourage you to seek personalized advice from qualified professionals regarding specific investment issues. Our estimates are based on past market performance, and past performance is not a guarantee of future performance. It’s one reason many favor them for conducting their cryptocurrency business. Log in to your account on the kiosk and indicate the amount of cash you want to send, and the address of the Bitcoin wallet you are sending it to .

Company

If it’s not news that the value of Bitcoin has reached a record high of $60,000 (€50,500) for the first time, it’s news that Tesla founder Elon Musk is investing billions in it. Whichever exchange you choose will require proof of identification—usually a driver’s license or state-issued ID if you’re in the US—when signing up. Being asked to submit proof of address and scans of additional documents like a passport is also a possibility. Look into each company and see what measures they take to keep people’s money safe. Know the answers to all of these questions before you proceed.

The issue of public key or address reuse is no longer an issue. Anyone might easily follow your whole payment history if you use the same public key every time you receive Bitcoin. Treating keys as one-time-use tokens increases a user’s privacy significantly. A user can always restore their wallet as long as they know their recovery seed, which is often a 12- or 24-word list initialized with their wallet.

Most people find that using an exchange based in their country is more economical due to banks’ lower fees. It is usually free to transfer money from a bank account to a cryptocurrency exchange located in the same country. If you send money to an exchange based in another country, you will be liable for additional http://zionroov016.bearsfanteamshop.com/what-the-luna-crash-means-for-the-crypto-market fees such as foreign transaction fees and currency conversion fees.

Physical Bitcoin Vs Banks

These services enable businesses to have the most modern and most efficient payment processing and currency management tools available. With these blockchain services, a business now has the ability to also protect its financial resources and allocate them in order to ensure consistent growth. Therefore, Chetu is a valuable resource for https://www.coinbase.com/partner/bitcoin any business that is looking to reach its long term goals of both expansion and long term profitability. Businesses are able to grow with Blockchain technology by creating their own cryptocurrency. When creating a cryptocurrency, a business needs to be on the internet, process payments online and receive revenues from digital sources.

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"