How To Talk To Clients About Bitcoin

In mid-2011, under pressure from the Obama administration, major American banks and payment services imposed afinancial ban on WikiLeaks. People looking to support the organization used Bitcoin to get around the ban, proving Bitcoin’s utility as censorship-resistant money. Some of the more common smart contracts in Bitcoin include things like multisig and time-locked transactions.

  • When a user initiates a first-ever crypto-transaction, a digital wallet generates the private key, which then generates the public key.
  • The chain is also secured with cryptography, and significantly, no one can change the chain after the fact.
  • You may have seen images of gold coins with a “Ƀ” on them.
  • But it’s your responsibility to explain that such spectacular past results are not predictive of future performance.

It was one of the first organizations to monetize blockchain services. At present, they have a number of blockchains, used through their Azure platform. One would think, that by 2018 our person identification process would become flawless but it hasn’t. There are more than 1 billion people in the world without any way of proving their identity.

Due to the nature of Bitcoin, there is constant talk about “banning” it. This hostility towards Bitcoin is because it works outside the jurisdiction of the traditional banking system. But every other year, the price of Bitcoin has steadily increased. The realization dawned on him when he read the news of a Norweigan man who made a fortune by buying BTC at a low price.

For that reason, Bitcoin is designed to evaluate and adjust the difficulty of mining every 2,016 blocks, or roughly every two weeks. Aside from the short-term payoff of newly minted https://damienacik.bloggersdelight.dk/2022/05/18/is-there-a-right-way-to-invest-in-bitcoin-in-2022-yes/ bitcoins, being a coin miner can also give you "voting" power when changes are proposed in the Bitcoin network protocol. In other words, miners have some degree of influence on the decision-making process for matters such asforking.

In the early days of Bitcoin, anybody could simply run a mining program from their PC or laptop. But as the network got larger and more people became interested in mining, the mining algorithm became more difficult. This is because the code for Bitcoin targets finding a new block once every 10 minutes, on average. As mentioned above, the easiest way to acquire Bitcoin is to simply buy it on one of the many Bitcoin exchanges.

Complaint Process

Cryptojacking is the use of a computer’s processing power to mine cryptocurrencies without the consent or knowledge of the owner. It typically happens when a user unknowingly installs https://boringbitcoinreport.com/ software that secretly mines crypto. What makes the Ethereum blockchain different from Bitcoin’s is that it allows developers to create decentralized applications and smart contracts.

Every day, news articles describe exchange meltdowns, price volatility, and government crackdowns. This focus on Bitcoin as a volatile and even renegade currency may be distracting governments and businesses from its potential long-term significance as a disruptive https://www.investopedia.com/articles/investing/082914/basics-buying-and-investing-bitcoin.asp new money technology. These wallets aren’t storing your crypto but rather your keys. Crypto holdings exist on the blockchain and are only accessible via a private key proving your ownership of the currency. That’s why a reliable cryptocurrency wallet is so crucial.

<img src="data:image/jpeg;base64,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"