With a focus on accessible programming languages, smart contracts aimed at real-world uses, and a strong foothold in what will be the world's largest market, Neo seems to have a great deal of potential. As one of the few blockchains originating in China, it has the potential to appeal to a giant, growing market. According to some reports, Neo has already established some level of support from the Chinese government, and partnerships with giants like the Alibaba Group (the world's most valuable retailer) and Microsoft. https://www.openlearning.com/u/lynsey-r59dt3/blog/SomeMillennialsCallBitcoinBoomerCoinPreferDogecoinAltcoinshowAndWhereToInvestInCryptocurrencycryptocurrencyListPricesTopCryptocurrenciesbestNewCryptoCoinsToEarnTheMostInterestbestCryptocurrencyToInvest2022HowToFindNewCryptoProjectscryptoOpportunityfrequentlyAskedQuestionsOnVirtualCurrencyTransactionshowToFindNewCryptoCoinsrecentlyAddedCoinstheDayOfTheWeekEffectInTheCryptocurrencyMarketwhatIsCryptocurrencyAndHowDoesItWork10BestCryptocurrencyExchangesPlatforms/ 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"
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The first miner to solve the next block broadcasts it to the network and if proven correct is added to the blockchain. That https://allcoinss.com miner is then rewarded with an amount of newly created bitcoin. Every transaction is publicly broadcast to the network and shared from node to node. Every ten minutes or so these transactions are collected together by miners into a group called a block and added permanently to the blockchain. Commitment to Compliance and Consumer Protection The Association plans to create a payment system that is compliant, safe, and consumer-friendly. It will also support efforts by regulators, central banks, and lawmakers to ensure that the Association contributes to the fight against money laundering, terrorism financing, and more. Our experts have been helping you master your money for over four decades. We continually strive to provide consumers with the expert advice and tools needed to succeed throughout life’s financial journey. Our mission is to provide readers with accurate and unbiased information, and we have editorial standards in place to ensure that happens. Our editors and reporters thoroughly fact-check editorial content to ensure the information you’re reading is accurate. We maintain a firewall between our advertisers and our editorial team. Our editorial team does not receive direct compensation from our advertisers.
"Settlement using blockchain to Automate Foreign Exchange in a Regulated environment ". "Phase 2" also known as "Shard chains" will implement state execution in the shard chains with the current Ethereum 1.0 chain expected to become one of the shards of Ethereum 2.0. Shard chains will spread the network's load across 64 new chains. On 27 August 2021, the blockchain experienced a brief fork that was the result of clients running different incompatible software versions. In 2019, Ethereum Foundation employee Virgil Griffith was arrested by the US government for presenting at a blockchain conference in North Korea. Since the initial launch, Ethereum has undergone several planned protocol upgrades, which are important changes affecting https://bitcoinczechia.com/ the underlying functionality and/or incentive structures of the platform. Cointelegraph Newsletter
Ethereum is a decentralized computing platform for creating other decentralized applications such as automated market makers, NFTs, exchanges, currencies and so much more. Bitcoin’s widespread adoption and resistance to change is its main selling point. More importantly, though, the Bitcoin and Ethereum networks are different with respect to their overall aims. Ethereum enables the deployment of smart contracts and decentralized applications to be built and run without any downtime, fraud, control, or interference from a third party. Ethereum comes complete with its own programming language that runs on a blockchain, enabling developers to build and run distributed applications. Axie Infinity price needs to slide lower and retest the 70.5% retracement level at $53.62. This move will set the stage for an expansion to $72.01, coinciding with the weekly resistance barrier. A four-hour candlestick close below $45.93 will invalidate the bullish thesis. These results are similar to the findings of Katsiampa et al. , who find bidirectional volatility transmission between Ethereum and Litecoin. Litecoin
For example, Darek gives advice on how to buy hardware components for the basic mining rig and how to connect them to each other correctly. He also explained lots of complicated terms in simple words, such as shares, mining luck, block types, and cryptocurrency wallets. Once the pool pays you, you can exchange Nano at any time for https://bitcoinczechia.com any cryptocurrency . In the end, you will have even more Ethereum this way than by getting paid in Ethereum directly. A former hedge-fund trader's AI platform predicts bitcoin returns will crush ethereum by 33% over the next 3 months. He explains how users of the service are beating the average stock-market investor by 18%. |
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