What Are The Disadvantages Of Cryptocurrencies?

This process involves that individuals are rewarded by the network for their services. Bitcoin miners are processing transactions and securing the network using specialized hardware and are collecting new bitcoins in exchange. I want to appreciate who helped me and my family acquired Millions of dollars through bitcoin in a short period of time. All he did was to connect my wallet to his mining stream and that way i was able to get an average of 0.7BTC daily.

  • The main thing to remember is that if you have any questions about whether cryptocurrencies are legal or regulated in your area, there is plenty of information to clear things up for you.
  • Turkish Government’s religious authority and the Grand Mufti of Egypt have declared that virtual currency is haram or forbidden.
  • Complete this free online training and the Minnesota Department of Health will provide certification that your venue has learned about these issues.
  • In November, DAOs, or decentralized autonomous organizations, caught the attention of mainstream media after ConstitutionDAO raised over $40 million to buy a rare copy of the U.S.
  • The success or failure of a cryptocurrency project may depend on many different factors, for which no current framework can account for.

In 2009, the first decentralized cryptocurrency, Bitcoin, was created by presumably pseudonymous developer Satoshi Nakamoto. It used SHA-256, a cryptographic hash function, in its proof-of-work scheme. In April 2011, Namecoin was created as an attempt at forming a decentralized DNS, which would make internet censorship very difficult.

The Wallet

Its governance differs from bitcoin, which does not have an entity in charge. Libra will trade on a network of exchanges, which Facebook did not identify. As the price drops, the difficulty is reduced, making it easier to mine the coins. Blockchains do not have any middleman, which means the transaction costs are much lower in a blockchain as compared to the traditional banking system.

The global cryptocurrency market is projected to grow with a CAGR of 56.4% between 2019 and 2025. Cryptocurrency is a relatively new concept, but it spread like wildfire over the past decade to become one of the most popular, profitable, and volatile investments of the 21st century. The very first cryptocurrency called Bitcoin was created in 2009 by an anonymous developer under the title of Satoshi Nakamoto. Due to the nature of crypto and its lacking regulations in most countries, cryptocurrency exchanges aren’t required to register with a unified authority. Currently, Coinbase claims to have around 73 million registered users across 100 countries, and $255 billion assets on the platform, with a quarterly trading volume of around $327 billion.

According to this theory, members of society implicitly agree to cede some of their freedoms to the government in exchange for order, stability, and the protection of their other rights. By creating a decentralized form of https://www.forbes.com/advisor/investing/cryptocurrency/what-is-cryptocurrency/ wealth, cryptocurrencies are governed by code alone. A miner of a rare metal may see rapid appreciation in value if it’s used, for example, in the next iPhone 8; if the metal is not used, however, it becomes worthless.

Referring to Uthamni, money in Sharia law is a medium for exchange. It is forbidden to make a profit by dealing with money and make interest from the papers that represent the money. The only profit that is allowed is generated from the exchange of intrinsic utility that is sold for money or when different currencies are exchanged. There are all kinds of reasons not to invest/trade in crypto, but this is one often overlooked. 1) If you lose the private key of your Crypto Wallet, the chances of getting it back are close to never. There are many Interesting Facts and Figures about Bitcoin and other similar Cryptocurrencies.

How Much Is A Gold Bar Worth And How Do You Buy One?

He often offered ideas and in a few days, he built a trust with me that was required to wipe my negative items clean, have my score up there therefore making me qualified for the purchase of my house. I highly recommend ''B o o s t m Y c r e d I t at F a s t s e R v I c e dot C o m'' for your credit repairs. There was a need to rebuild my credit and refinance my home but then I was skeptical of the possibility of removing chapter bankruptcy sooner than the scheduled time.

With more mining moving to the U.S. and other countries, however, this amount could grow even larger unless more renewable energy is used. Digital assets are extremely volatile — and cryptocurrencies such as Bitcoin and Ethereum can fluctuate wildly with little notice. Generally, crypto investors try to "buy the dip," meaning that they'll purchase more of an altcoin when its price falls. What the future of cryptocurrency will look like depends entirely on who you ask.

Most companies currently using crypto in a “hands-on” fashion use a third-party custodian. Given that tendency, we will examine this path in greater detail. Technology, your abandoned e-wallet will be lingering out there somewhere. The extreme volatility of Cryptos is also one of the reasons why many investors choose to steer away from the Crypto-verse.

C O M. They did an excellent job in securing back the funds which was invested by Iq options. I was not able to withdraw the funds anymore but with, Q U I C K C O I N R E C O V E R Y @ C O N S U L T A N T . C O M, I was treated as a no 1 priority and it ended successfully. The Bitcoin supply is limited by code in the Bitcoin blockchain.

Ethereum, for instance, does not just provide currency functionality. It allows developers to run code on a distributed network, and to create tokens for a variety of decentralized applications. Quick international trade – What used to take days or weeks on end can be transferred in a matter of seconds with crypto. Since these are online transactions that do not need to be passed on from one bank to another, the waiting time for money transfers is reduced, no matter where you are in the world. Cryptocurrency market growth is guaranteed, and at a CAGR of https://zenwriting.net/beunnaylry/but-first-letandrsquo-s-define-what-these-markets-are-and-how-to-distinguish 11.2% for the forecast period, it should reach the estimated numbers. The popularity of crypto is booming, and with the integration of blockchain technology, growth is imminent due to faster and safer transactions.

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"