Getting Started

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.

  • Knowing the location is no problem at all because the funds are safely locked away in the blockchain.
  • The people who currently seem to embrace crypto are overwhelmingly males between 25 and 44-years-old.
  • Accordingly, the information provided should not be relied upon as a substitute for independent research.
  • The first thing that you need to do is set up your bitcoin wallet.
  • You can do this through one of the many cryptocurrency exchange services.

This is a cap set by the computer program that manages the supply of the currency. A cryptocurrency is real money that can be used for payments. If you're into both gaming and crypto, you can now merge the two. There are many ways through which you can buy games using crypto.

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.

According to Bitcoin's current code, there cannot be more than 21 million bitcoin in existence. It is highly unlikely this cap will be changed due to Bitcoin's software code and how the rules are maintained. The move would allow customers btcthread.com to earn and spend rewards in cryptocurrency rather than loyalty points. Here are some of the biggest and more well-known companies using and accepting cryptos. Cryptocurrencies are never far from the headlines these days.

Complete your W-9 tax form in advance in the app to use your crypto as a payment method. Select crypto at checkout on eligible purchases when checking out at millions of online stores worldwide. For lucky miners, the Bitcoin rewards are more than enough to offset the costs involved. But the huge upfront cost is also a way to discourage dishonest players.

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 .

What Is Bitcoin Mining And How Does It Work?

Trading financial derivatives makes it possible to go both long or short, depending on the current market sentiment. Going long means that you expect bitcoin’s price to https://medium.com/@frazigrrik/cryptocurrency-vs-stocks-fd4bda4eabda?source=your_stories_page------------------------------------- rise, and going short means that you expect the price to fall. Buying bitcoin through an exchange is mainly for those who use a buy-and-hold bitcoin strategy. This is because buying through an exchange means that you’re taking direct ownership of bitcoin – with the expectation that its price will rise.

Decentralized means it's not backed, controlled, or owned by any government, central bank, corporation, or other institution. Instead, Bitcoin is managed by computer software that anyone with access to the internet can download and use to monitor and verify transactions. Compare that with a dollar, for example, which is backed by the US government and regulated by the US Federal Reserve.

Instead, there’s a quick verification of funds from the buyer and the request from the seller—giving the green light for a transaction to take place. The settlement of the funds happens later—in some cases days or weeks later. It bears similarities to the current settlement system used by companies like Visa and Mastercard.

Buy Bitcoin With A Credit Card Through Coinmama

Private key backups might also be stored on paper or on external storage media, such as a USB flash drive. On the fourth level, “change,” an HD wallet has two subtrees, one https://www.coinbase.com/partner/bitcoin for creating receiving addresses and one for creating change addresses. Note that whereas the previous levels used hardened derivation, this level uses normal derivation.

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"