Republic Of Ireland To Prohibit Political Cryptocurrency Donations

The data in the diagnosis and treatment process is encrypted and stored in a blockchain using the shared key. The proposal meets the integrity, availability and privacy requirements of medical data. It uses the sibling intractable function families to establish a knockout post a shared key, and uses the Hyperledger Fabric to store encrypted data. Additionally, it is the first time to introduce SIFF to a blockchain application. Yorio said examples like these prove users are willing to pay for experiences in the metaverse.

  • Previously, he was a Senior Analyst in Private Wealth at Wilmington Trust.
  • It used SHA-256, a cryptographic hash function, in its proof-of-work scheme.
  • In 1983, the American cryptographer David Chaum conceived an anonymous cryptographic electronic money called ecash.
  • Because the blockchain allows financial transactions to occur anonymously, the technology has empowered the growth of questionable, sometimes illegal, behavior.
  • A Bitcoinis a digital token that can be sent electronically from one user to another, anywhere in the world.
  • January 26, 2021 will be 72 years since the longest constitution in the world was written.

The new law would reportedly allow traders and businesses to make crypto payments and also make way for tax payments in crypto through authorized entities. The new crypto law would reportedly allow citizens to pay their taxes in crypto and allow the use of crypto as a form of payment for businesses. We are a German securities trading bank and an investment firm according to Italian law. We offer full transparency on the execution and value of your crypto assets. Tap into the world of blockchain and invest in cryptos like Bitcoin, Ethereum and XRP – easy and with the security of a German bank.

This hiring kit from TechRepublic Premium includes a job description, sample interview questions and a basic want ad that you can customize for your business to find, interview, ... Bitcoin evangelists argue that because blockchain-based currencies are based on code, not governments, the code is more reliable and fair than traditional monetary systems. EY and Guardtime, as well as other insurance industry leaders, present Insurwave, the world's first blockchain-enabled platform. This platform integrates and secures the streams of disparate data sources involved in insuring shipments around the world.

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Manatt represented Melon, Inc., a leading metaverse development studio, in the creation of NFL Tycoon, a new Roblox experience developed in partnership with the National Football ... In Jordan’s Azraq camp, 10,000 refugees are now able to pay for their food by means of entitlements recorded on a blockchain-based computing platform. bitcoinczech.com This was developed by WFP as part of a pilot known as ‘Building Blocks’. A self-declared “crypto paradise” is coming to a remote island nation in the South Pacific featuring designs from Hong Kong-based firmJames Law Cybertecture for what is billed by developers to be the world’s first blockchain-based democracy.

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"I think this space is going to be moved forward by people who take a sober view of the long-term opportunities out here. I think you hear a lot of caution in my voice, but I'm also super bullish on this space," he said. "It's a fantastic primitive—it's just that the devil's in the details." He considers Axie and such games to be work rather than play and believes game makers should be honest about what their tokenized https://www.coinbase.com/learn/crypto-basics/what-is-bitcoin play models represent. Lastly, GreenPark Sports' GreenPark is a sports and esports metaverse game that counts partners such as the NBA, LaLiga, Major League Soccer , and the League of Legends Championship Series . A $4 million private token sale earlier this week, with all three NG+ members co-leading the round. That the idea with NG+ is to create a Y Combinator-like program to funnel Web3 gaming startups through.

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Registering with this unit requires that all exchanges are certified by the Information Security Management System and that they ensure all customers have real name bank accounts. It also requires that the CEO and board members of the exchanges have not been convicted of any crimes and that the exchange holds sufficient levels of deposit insurance to cover losses arising from hacks. Additionally, on June 27, 2021, the financial watchdog demanded that Binance, the world's largest cryptocurrency exchange, cease all regulated activities in the UK.

The whole experiment is likely to face immediate challenges as the price of Bitcoin declines, after a spectacular rise tempted investors around the world to bet on cryptocurrencies. Kim pointed to Axie Infinity’s in-game digital currency, SLP, which has crashed from nearly $0.40 in April 2021 to around $0.02 more recently. Alameda Research, Galaxy Digital and Republic Crypto have teamed up to launch an investment consortium that will focus on bringing traditional gaming studios and developers to Web3. A rush of companies, major brands and investors are pouring into the new land craze, hoping to get in on the ground floor of the next digital Manhattan or Monaco.

Andrew Kiguel, CEO of Toronto-based Tokens.com, recently raised a $16 million fund to invest in metaverse real estate, almost all of which has been allocated to buying land and hiring staff. The company recently spent $2.4 million for land in Decentraland's fashion district, where the company plans to host fashion events and bitcoinczechia.com retail shops. Blockchain is a way of organizing data through a distributed ledger, that is, a body of information that is shared among many people and places.

Dark pools are exchanges or private financial platforms for trading securities based on placements and execution on hidden order books. The whole process is to be made smoother by introducing the REN token which provides economic incentive to engage in a sort of trading which arguably makes up to 30% of trading volumes in the US and European equities markets. CPROP builds blockchain data applications that focus on identifying new opportunities, reducing risk and pinpointing issues in the real estate industry. CPROP’s technology is applied to multiple real estate areas, including brokerage transactions, investment management, property development, finance and insurance. Republic is a financial technology firm that allows everyone to invest in private markets. Republic operates several distinct business lines including a retail investment platform, a private capital division, and a blockchain advisory practice.

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"