The Street Crypto

But the tension between crypto writ large and Bitcoin itself wasn’t the only thing that made Bitcoin 2022 so strange. There was also the intra-Bitcoin conflict between those who want mainstream adoption and those who want to overthrow banks, even governments. Later in the week, I go to LIV nightclub, where personal finance company SoFi is sponsoring a party featuring celebrity host Rick Ross. LIV’s dress code notes that heels are required for women, and I’ve only packed sneakers. The party is filled with traditional https://lenincoin.com/ finance types who take one look at my notebook and make themselves scarce. A few mention that they are Paxos investors before declining to give their names or talk to me in any detail.

The Save the Kids series marked Findeisen’s transition from a snarky YouTube critic to something more akin to an investigative journalist. I honestly & naively thought we all had a chance to win which just isn’t the case. It’s in that spirit lenincoin.com and with that intent that I was involved and put capital into it.” In a subsequent video, Kay said that he was “tricked” into participating in the scheme. You may have read the news that crypto has broken all-time highs recently.

Market Summary

DAOs form for a common purpose, like investing in start-ups, managing a stablecoin or buying NFTs. Members of DAOs are clashing with one another about how to balance the need for skilled and experienced managers against the idealistic vision of communal decision-making. In some cases, crypto investors and regulators say, the ventures amount to Ponzi schemes intended to do little more than bolster the value of the digital tokens they sell.

At DC Forecasts, we proudly present you with the latest cryptocurrency news today from all around the world. We are consistent in providing crypto news daily, so expect to see everything from the world of Bitcoin and other altcoins. Our breaking crypto news will give you the latest updates on the price of BTC, ETH, XRP, ADA, and many other coins.

  • The main function of this feature is to control and monitor the value of various crypto assets.
  • Latest Crypto News, price analysis, and opinion on the financial technology used to enhance financial services, including virtual banks, cryptocurrencies, startups, and regulations.
  • Insiders with large stakes, like the Uniswap investor Andreessen Horowitz, pushed the proposal, said Chris Blec, the founder of DeFi Watch, a crypto news site promoting transparency.
  • Terra is an algorithmic stablecoin, which means its supply is adjusted through complicated buying and selling to keep its peg to $1.
  • But they are also coming under fire from multiple angles, reflecting both the disruptive force of the crypto phenomenon and the struggle to prove its practical use beyond financial speculation.

Do Kwon Wants to Save Terra by Creating a New Chain With 1B of Tokens for LUNA and UST Holders The proposal also scraps stablecoin design - for now. Get the 5-minute newsletter keeping 60K+ crypto innovators in the loop. GST officials believe that cryptos, by definition, are akin to lottery, casinos, betting, gambling, and horse racing, all of which are subject to a 28% GST on the total value. From today, April 1, several rules related to personal taxation is going to change. According to Protocol, the addition could make crypto payments on messaging platforms more mainstream. The New York-based company has closed a $45 million Series B funding round led by Liberty City Ventures.

How Do You Mine Cryptocurrency?

The dangers posed by stablecoins to the traditional market cannot be dismissed due to Tether’s exposure to the U.S. credit system. Signs pointing to Bitcoin’s steady maturity and growth in the crypto space and beyond are undeniable, making a case for the cryptocurrency being the ultimate digital reserve asset. Connecting blockchain with the real economy is this gaming platform’s goal Blockchain games allow users to connect different versions of their virtual selves with real-world assets. RBI officials said cryptocurrencies could undermine the central bank's capacity to regulate flow of money. Plus a 101 comparison of custodial vs. decentralized stablecoins.

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"