Everybody comes to crypto investing with their own agenda, whether swift and deliberately or slowly over time. And for younger consumers, crypto may even seem inevitable for our social media-driven future. Bitcoin Core includes a transaction verification engine and connects to the bitcoin network as a full node. Moreover, a cryptocurrency wallet, which can be used to transfer funds, is included by default. The wallet allows for the sending and receiving of bitcoins.
Choosing a digital wallet is one of the most important decisions you make if you want to invest in Bitcoin or any other cryptocurrency. Decide which wallet type will work best for the way you want to use your crypto, and your own personal security https://boringbitcoinreport.com/ needs. Whether you plan to invest in Bitcoin or use it for making purchases, you’ll need a place to store your crypto. One factor to be aware of with investment brokers is that they don’t allow you to transfer crypto from one platform to another.
Plan fiduciaries — usually employers — are held to particularly high standards of prudence when it comes to choosing what investment options are available for their employees. Some investments, such as collectibles and certain precious metals, are prohibited. While DOL stopped short of throwing crypto on a no-fly list, it has “serious concerns about the prudence” of digital asset investments. That means the employer could be liable if an employee’s 401 Bitcoin holdings go bust.
Cryptocurrencies have been developed to function as peer-to-peer monetary exchanges. That means one party sends money, and another receives it. This is one of the most important facts to keep in mind with Bitcoin or any other cryptocurrency. Though it sounds like a ridiculously low value, it makes sense when you consider that a single Bitcoin, valued well into the tens of thousands of dollars, is too high for everyday transactions. I’m guessing the Satoshis are https://boringbitcoinreport.com/ designed for smaller transactions.
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Chris helps young people prosper - both mentally and financially. In addition to regulatory nooses tightening, Bitcoin seems especially vulnerable to bad press. With such a speculative asset it’s hard to pinpoint exactly what’s causing the crypto https://www.statista.com/topics/2308/bitcoin/#topicHeader__wrapper crash of 2022. But what’s unfolding in El Salvador certainly isn’t helping investor perception. Most investors would define a “good” investment as one that follows an asymmetric risk profile where the potential rewards outweigh the risk.
- Other smaller cryptocurrencies are designed for this total privacy, though experts recommend avoiding these lesser known cryptos as an investment.
- As a result, this blockchain became the longest chain and could be accepted by all participants, regardless of their bitcoin software version.
- The resulting surge causes Bitcoin prices to increase rapidly.
- There is stiff competition for these rewards, so many users try to submit blocks, but only one can be selected for each new block of transactions.
- For example, those who traded Bitcoin at the 2018 bottom to the 2019 top, then back to the 2020 bottom, would have made a large sum of money.
The information provided here is for general informational purposes only and should not be considered an individualized recommendation or personalized investment advice. The investment strategies mentioned here may not be suitable for everyone. Each investor needs to review an investment strategy for his or her own particular situation before making any investment decision. Because the value of Bitcoin is currently not tied to the value of a basket of goods or services, its value as an inflation hedge is a matter of speculation and is unpredictable. Throughout much of 2021, Bitcoin experienced both sharp rallies and sharp price declines even though inflation data consistently ticked higher.
Btc Definition: What Is Bitcoin?
ScriptPubKey is used to "lock" transactions based on a set of future conditions. ScriptSig is used to meet these conditions or "unlock" a transaction. Bitcoin Core is free and open-source software that serves as a bitcoin node and provides a bitcoin wallet which fully verifies payments. It is considered to be bitcoin's reference implementation.
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"