Why the first cryptocurrency needs a scaling layer, and the possibilities the Lightning Network opens up. The investment giant will be looking to make investments between $50 million and $250 million in blockchain and Web 3. The NSA whistleblower and privacy advocate was one of six participants in the cryptocurrency’s fabled 2016 “trusted setup” ceremony, using a pseudonym. Follow the latest developments on major virtual currencies, including Bitcoin, Ethereum, and more. With the currency calculator, you can quickly and easily convert amounts between any currencies.
You can check the prices for Ethereum, Litecoin, Ripple, Dogecoin across all the top Indian exchanges here. It is estimated that the cumulative market cap of cryptocurrencies went down dramatically between from May 2021 and June 2021, as digital allcoinss.com coins became less likely of an investment tool. This was attributed to China's effort to stem mining and the expansion of cryptocurrencies within the country. Bitcoin's market cap made up the majority of the overall market capitalization.
- With the currency calculator, you can quickly and easily convert amounts between any currencies.
- These were the 5 best-selling digital collections.
- Digital assets lost 3.5% in capitalization over the past 24 hours but gradually recovered during European morning hours on Wednesday.
The result provided by the currency calculator is displayed in a clearly arranged table. Here, the currency calculator shows the opening and closing rate as well as the lowest and highest rates for the respective date. As for blockchain technology itself, it has numerous applications, from banking to the Internet of Things. It is expected that companies will flesh out their blockchain IoT solutions.
Cryptocurrency News
Other cryptocurrencies are also now strong investment options and the Shiba Inu-themed Dogecoin, whose symbol is DOGE, which was initially created as a joke, is now one of the best known tokens. It is now priced at ₹11.14, down from ₹11.35, a change of -1.92% in 24-hours. All data for the values is being sourced from CoinSwitch, a trusted and popular platform to trade cryptocurrency.
Thanks to Satoshi Nakamoto's designs, Bitcoin mining becomes more difficult as more miners join the fray. In 2009, a miner could mine 200 Bitcoin in a matter of days. In 2014, it would take approximately 98 years to mine just one, according to 99Bitcoins. Russia's war with Ukraine will have "severe economic consequences for Europe," the IMF warned, flagging soaring commodity prices in the euro-area. Moonbirds drive 85% surge in weekly NFT sales to $456 million.
In the beginning, different items were used as currency, including metals, pearls, shells or agricultural products. Minting of coins from precious metals was developed about 2500 years ago in ancient Greece; paper money has existed for about 1000 years. Bitcoin users expect 94% of all bitcoins to be released by 2024. As the number moves toward the ceiling of 21 million, many expect the profits miners once made allcoinss.com from the creation of new blocks to become so low that they will become negligible. But as more bitcoins enter circulation, transaction fees could rise and offset this. As for mining Bitcoins, the process requires electrical energy.
Blockchain is a promising tool that will transform parts of the IoT and enable solutions that provide greater insight into assets, operations, and supply chains. It will also transform how health records and connected medical devices store and transmit data. Bitcoin, Litecoin, Ethereum, and other cryptocurrencies don't just fall out of the sky.
Payments Week
This is because crypto prices can vary slightly across providers, so using a single source for this information is very important. It was initially designed to facilitate, authorize, and log the transfer of bitcoins and other cryptocurrencies. Market capitalization is https://allcoinss.com a financial measure typically used for publicly traded firms, computed by multiplying the share price by the number of outstanding shares. However, cryptocurrency analysts calculate it as the price of the virtual currencies times the number of coins in the market.
<img src="data:image/jpeg;base64,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"