Cryptocurrency Hacking Statistics

While originally created as a token to pay for discounted trades, Binance Coin can now be used for payments as well as purchasing various goods and services. Non-fungible tokens are digital assets that represent art, collectibles, gaming, etc. The Ethereum blockchain was the first place where NFTs were implemented but now many other blockchains have created their own versions of NFTs. Regulators in several countries have warned against cryptocurrency and some have taken measures to dissuade users.

  • But what happens if there’s a general loss of confidence in crypto?
  • It climbed to an all-time high of around $60,000 in April, and has continued fluctuating since.
  • It was the first tradable cryptocurrency that was brought to market, and it currently makes up 54% of the aggregate $589 billion market cap of all cryptocurrencies.
  • In the case of decentralized cryptocurrency, companies or governments cannot produce new units, and have not so far provided backing for other firms, banks or corporate entities which hold asset value measured in it.

The use of Bitcoin will undoubtedly be subjected to similar regulations that are already in place inside existing financial systems, and Bitcoin is not likely to prevent criminal investigations from being conducted. In general, it is common for important breakthroughs to be perceived as being controversial before their benefits are well understood. The Internet is a good example among many others to illustrate this.

The software segment is further categorized into mining software, exchange software, payment, wallet, and others. Examples of crypto software include BeMine, ECOS, Shamining, CCG Mining, etc. Exchange software uses a trading cryptoboarding.com engine that is a single interface for connecting offers and exchanges with digital currency derivatives. The platform is used to match, sell and buy from users, thereby holding the largest share in the market.

And provides the incentives to pursue greener energy production through hydo/ geothermal energy research. Also compare bitcoin mining energy cost with the security it brings to the whole network in comparison to the energy cost in mining and securing gold/ financial institutions. Other ideas for greening cryptocurrencies involve moving bitcoin operations next to oil fields where they tap waste methane gas that’s usually flared, pipe it to generators and use the power for bitcoin mining.

July and August 2017 saw the price of Bitcoin negatively impacted by controversy about altering the underlying technology to improve transaction times. Once the change was completed, the price of Bitcoin shot up—increasing from $2700 to a record high of $4000 in just over two weeks. Conversely, news reports of hacking often lead to price decreases. Bitcoin is not the only cryptocurrency with limits on issuance. The purpose of the limit is to provide increased transparency in the money supply, in contrast to government-backed currencies.

While experts fret about looming regulation it is unlikely Ripple will be adversely affected. The unique utility of RTXP means that it https://cryptoboarding.com/ may find allies with traditional financial institutions. Unlike the majority of other cryptocurrencies, XRP is not “mined” or made.

The results assume that no cash was added to or assets withdrawn from the Index. The Index does not charge management fees or brokerage expenses, nor does the Index lend securities, and no revenues from securities lending were added to the performance shown. Bitcoin, Ethereum, and other crypto are revolutionizing how we invest, bank, and use money. Mark has over 20 years’ experience in public and private markets across multiple sectors, notably life-sciences and technology. His career includes stints running top-rated teams at UBS, Deutsche, Lombard Odier and Vontobel, during which he was directly involved as an advisor in several hundred fundraisings and corporate transactions. Our portfolio offers a professionally managed, diversified basket of carefully-selected coins.

Solana is as extreme, with the top 0.1% of addresses owning over 90% of all SOL. But level 5 automation for driving is dead, and short of some revolution in artificial intelligence, not likely to be coming back, except as hype, but not as reality. DAOs as such (rather than “the DAO” that petered out in 2016) continue what at best could be described as an anemic existence. For all the talk about leaderless, decentralized, non-hierarchical, transparent organizations, traditional organizations run by a few smart people who call the shots and provide the vision still seem to be the way to go. Businesses in the capital of San Salvador, from Starbucks and McDonald’s to local electronics stores, have begun to accept it in exchange for goods. Rodriguez reiterated that use of the cryptocurrency was optional and expected it to be used alongside the U.S. dollar.

In cryptocurrencies, you can only spend your funds if you’ve got the corresponding private key. When you make a transaction, you’re announcing to the network that you want to move your currency. This is announced in a message (i.e., transaction), which is signed and added to the cryptocurrency’s database . As mentioned, you need your private key to create the digital signature. And since anyone can see the database, they can check that your transaction is valid by checking the signature. It’s common to picture decentralization as a graph in which many interconnected nodes all happily exchange information along communication channels, the nodes all being roughly equal in status.

Critics argue that this is an inefficient use of earth’s resources. This argument is directly related to the 51% majority issue that plagues newer cryptocurrencies but becomesless of a problem over time. On the other hand, crypto is autonomous as its value is not linked to any government policies. This http://gregoryrwdv355.bearsfanteamshop.com/what-is-cryptocurrency-how-it-works-all-details-you-need-to-know-about-crypto means as a crypto owner, you are in total control of your money.

If BTC miners continues to sell BTC in large amounts, it could crush the price of BTC lower. According to the latest data from Fear & Greed Index provided by Alternative.me, the value is 17 right now, suggesting that the general sentiment is extreme fear. Historically, bottoms have tended to form during periods of extreme fear.

$200 Million Was Stolen From Pancakebunny

The most popular blog posts are about gold, food prices, and pay gaps. If you don't have time to read the entire article, you can always bookmark it for later. The majority of agricultural commodities are staple crops and animal products, including live stock. Many agricultural commodities trade on stock and derivatives markets. Free Financial Modeling Guide A Complete Guide to Financial Modeling This resource is designed to be the best free guide to financial modeling! A Bitcoin wallet with an annualized interest rate of up to 21%.

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"