Cryptocurrency Prices In India Today 28th April

As soon as this statistic is updated, you will immediately be notified via e-mail. As a Premium user you get access to the detailed source references and background information about this statistic. To use individual functions (e.g., mark statistics as favourites, set statistic https://ethereum.org/en/ alerts) please log in with your personal account. The 1% tax deducted at source has been the biggest pain point in the new tax rules for India's crypto industry. It’s important for financial advisors to do due diligence on investing in crypto funds, and on the funds themselves.

This volatility attracts investors who hope to buy when the price is low and sell at its peak, turning a profit. As such, few firms accept payment in cryptocurrencies. The financial regulator tended to key in on the risks crypto present for financial stability, said the co-director of consumer and retail policy. Several of the world's biggest crypto exchanges have flocked to the emirates in the last few months. Currencies have existed for several millennia; they arose primarily as a replacement for the ineffective barter trade. The functions that a currency took on were essential to the development of an efficient economy with division of labor.

CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. CoinDesk journalists are not allowed to purchase stock outright in DCG. Cryptocurrencies are essentially just digital money, digital tools of exchange that use cryptography and the aforementioned blockchain technology to facilitate secure and anonymous transactions. allcoinss There had been several iterations of cryptocurrency over the years, but Bitcoin truly thrust cryptocurrencies forward in the late 2000s. There are thousands of cryptocurrencies floating out on the market now, but Bitcoin is far and away the most popular. Find out how much your bitcoins are worth, or compare prices, and check market cap.

  • It is estimated that the cumulative market cap of cryptocurrencies went down dramatically between from May 2021 and June 2021, as digital coins became less likely of an investment tool.
  • Follow the latest developments on major virtual currencies, including Bitcoin, Ethereum, and more.
  • Thus, there are worldwide more than 160 official currencies that can be traded on the currency market at constantly changing exchange rates.
  • Bitcoin's market cap made up the majority of the overall market capitalization.
  • As for blockchain technology itself, it has numerous applications, from banking to the Internet of Things.

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.

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In total, there are about 160 different currencies available on the currency calculator. The currency calculator of Markets Insider is the ideal tool for you. Super powerful computers called Application Specific Integrated Circuit, or ASIC, were developed https://allcoinss.com specifically to mine Bitcoins. But because so many miners have joined in the last few years, it remains difficult to mine loads. The solution is mining pools, groups of miners who band together and are paid relative to their share of the work.

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 allcoinss.com number moves toward the ceiling of 21 million, many expect the profits miners once made 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.

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"