He insisted that investors should put some of their liquid net worth in the cryptocurrency.… read more. Athena Bitcoin was originally focused on building Bitcoin ATMs, which let users exchange fiat currency for cryptocurrency or vice versa, in the U.S. In 2019, Gravengaard, who knew Bitcoin Beach founder Peterson through a mutual friend, offered to provide one for the project. He visited El Salvador in February https://lenincoin.com/ 2020 to help install the machine, which was El Zonte’s first ATM of any description. Over the following months, he fielded calls from people in El Salvador who told him that they were driving to El Zonte from San Salvador, 50 kilometers away, to use the ATM. Seeing potential for a nationwide https://www.onfeetnation.com/profiles/blogs/stablecoins-and-the-crypto-market-crash application, President Bukele announced his Bitcoin Law at a cryptocurrency conference in Miami in June 2021.
The last bitcoin is expected to be mined somewhere around 2140. All 21 million bitcoins will have been mined at that time, and miners will depend solely on fees to maintain the network. The miners compete to see which one will solve the hash first—the one that does receives the bitcoin reward, a new block is created, and the process repeats for the next group of transactions.
- His uncles had a garbage-hauling business and had let him set up his operation at their facility.
- Ukraine is officially using Bitcoin to collect donations to fund the resistance against the Russian invasion.
- The controversial crypto entrepreneur explains how an algorithmic stablecoin can still succeed while denying rumors he was behind the de-pegging of Terra’s failed UST.
- An example of a hot wallet is the wallet application on your mobile device.
- Terra was also fueled by an incentive program that gave its holders high yields on their Terra.
- Our lead story this week is Twitter signing on as the first company to use Stripe's new cryptocurrency payments feature.
So miners are usingold power plantsas a cheap source of electricity for their operations. As each stage happens, the developers intend to perform thorough tests to make sure that the system is both secure and stable. This will also allow users time to adjust to the specifics of the new blockchain implementation. Groce was wiry, with wisps of gray in his hair, and he split his time between working on his dad’s farm, repairing laptops at a local computer store, and mining bitcoin. Groce’s father didn’t understand Kevin’s enthusiasm for the new currency and expected him to take over the farm.
Kapron believes crypto does little to further China's growth agenda and may even undermine it by keeping a form of value outside of the government’s control. "Any challenge to that economic stability and development, or the financial system that supports it, is similarly challenging for the political system," Kapron told VOA in an email. Weber noted in an interview with VOA that China not only bails out stakeholders after financial bubbles burst, but the government actively tries to prevent bubbles from bursting in the first place. As a result, authorities are also very sensitive towards rapid speculative expansions and price hikes such as the one that occurred in the Bitcoin sector in recent months. Representations of Bitcoin cryptocurrency are seen in front of an image of Chinese flags in this illustration picture taken June 2, 2021. FBI Arrests NY Crypto Platform CEO for Alleged FraudPonzi schemes continue to infest the cryptocurrency sector, adding to the industry's growing challenges.
The Audio Long Read the Casino Beckons: My Journey Inside The Cryptosphere
At a time when Bukele faced harsh scrutiny for a power grab in which his party had removed several justices from the Supreme Court the month prior, it also changed the focus of international coverage of his presidency. As more and more people tried to dump their TerraUSD, the balancing mechanism stopped functioning — TerraUSD crashed, and so did Luna. Luna has become almost worthless, tanking to less than 1 cent on Friday as well.
A win for environmentalists could also bolster Ripple and its founder, Larsen, according to cryptocurrency experts. The effort, which Brune is facilitating, will also explore legal and regulatory efforts. Bukele originally said the Bitcoin bonds would be available by early 2022. On March 11, Zelaya, the finance minister, said they might be issued in mid-March. At the time of publication, they had not yet been made available.
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"