Master In Blockchain And Crypto

These considerations are brought to life through a fictitious example of a pre-implementation review of a blockchain-based solution. Republic, an investment platform that enables anyone to invest in startups, today announced the expansion of the company's Note reward token program and the first five companies selling equities to raise $1 million. Republic,a retail investment platform affiliated with AngelList, Binance, and East Chain Co., has announced the launch of its own native token, the Note. Accessible even to those without a digital wallet, the Republic Note rewards users, investors, and partners for activities taken on the platform.

  • To date, more than 5,400 currencies have been issued and traded on the XRP Ledger via its integrated decentralized exchange and custom token functionality that makes it easy to create, issue and manage any asset—including stablecoins.
  • However, public and permissionless networks can achieve greater decentralization and distribution.
  • According to Dewar, the anonymity of the blockchain and its incentives for networks to self govern are its greatest strengths.
  • The National Securities Commission , which is the Argentinian securities watchdog, recently launched an innovation hub with the goal of advancing conversations about cryptocurrency and fintech investments.

Has been on this path for a number of years, having encouraged and witnessed the widespread adoption of mobile payments across the country. This is the next step in that journey and we believe that TON is the right partner to facilitate this. This will be an invaluable, practical instrument for the growth https://www.coindesk.com/business/2021/10/13/republic-launches-60m-crypto-seed-fund/ and creation of wealth, both for the government and our people alike." “The advent of the ILO has the potential to provide even greater access to justice in our society, and I’m excited that our firm will be leading the charge along with the innovative minds at Ava Labs and Republic,” Roche said.

Polyient Games Provides Details On Its Upcoming Nft Marketplace And Founders Key Sale

Most exchanges offer pairings for dark pool buy and sell orders to enable trading between cryptos. Republic’s whitepaper claims that it will offer cross-chain atomic swaps, meaning direct trades between multiple cryptos on its dark pool. It makes it possible to share on-line information, agree on and record transactions in a verifiable, secure and permanent way. The technology is already being successfully tested, mostly in financial services, and will become more operational and integrated into increasing number of digital services, such as regulatory reporting, energy and logistics in the coming years.

republic blockchain

Republic will build you a startup portfolio using companies that have more than 100 investors and have reached twice their minimum fundraising goal. This can be one way to get access to startups without doing as much legwork. Seeking to dramatically reduce the https://alexisspfy430.hpage.com/post3.html time and cost of processing fiat to crypto platforms, London’s Fiat Republic is building a compliance-first, crypto-regulated banking and payments API, and has secured $3.5 million in a seed funding round. At the same time, the startup is building a crypto collective in order to get a seat at the table with traditional banks and regulators.

Another potential improvement is to eliminate inefficient mining activities by changing the consensus protocol altogether. Proof-of-stake is a method of securing a cryptocurrency network and achieving distributed consensus through requesting users to show bitcoinczech.com ownership of a certain amount of currency. It is different from proof-of-work systems that run difficult hashing algorithms to validate electronic transactions. The scheme is largely dependent on the coin, and there's currently no standard form of it.

Transaction Fees

They are building the first autonomous rocket factory and launch services for satellite constellations, with 3D printing, autonomous robotics, and AI. Empowers the modern contractor through equipment rentals and tech-enabled jobsite solutions, designed to maximize productivity.

In centralized banking and economic systems such as the US Federal Reserve System, corporate boards or governments control the supply of currency. 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 underlying technical system upon which decentralized cryptocurrencies are based was created by the group or individual known as Satoshi Nakamoto. Republic is a leading investment platform that provides access to startup, real estate, crypto, and gaming investments for both retail and accredited investors.

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"