626 Pi network Images, Stock Photos & Vectors

Until the Pi Network get to phase 3 and get launch before anyone know what 1pi actually worth. Rate of energy and huge money before you can be able to mine 1 Bitcoin on computer or on the mining machine. But to mine Pi Network coin, you will only need a smartphone to do mine. The Pi Network and Bee Network are projects looking to solve one of the significant issues faced by Bitcoin , which is the ease of accessibility. As Bitcoin grew in popularity, the price of a single coin skyrocketed from under $0.10 per coin in July 2010 to about $45,000 per coin in September 2021. Those who got in early now control a majority of the network.

The Pi Network was launched in 2019, and the Bee Network, a clone of the Pi Network was launched in 2020. Since the Bee Network is a copycat of the Pi Network, the two are very similar in terms of token value, app functionality, referral scheme, mining equipment, procedure, halving schedule, and mining rate. However, the mining rate may change depending on the growth of users on the two platforms.

At Kalkine, he writes on stock markets, companies, equities, and IPOs, etc.... The app is also built on "highly nascent and unproven technology", Ms Streeter added. "Users hang on to it in hope that it will one day be worth something. This makes the process available to anybody, in theory, Myron Jobson, personal finance campaigner of Interactive Investor, told The Sun. BELOW we round up five risks of investing in cryptocurrencies.

Chia is a cryptocurrency that utilizes storage and time to validate a block. As it doesn't rely on heavy processing, it is perfect for the Pi. Digital currency and its objective are to supplant hard money and decentralized cash. They dispatched discretionary video promotions at dispatch to adapt to the dynamic client base.

Mining crypto was never easy with Android apps because if you close the app the mining stops right away. But that’s not the case with https://cryptoplora.com/ as it lets you mine even when you close the app. Now that’s something interesting which other apps don’t offer. After 3 days of generating, you may increase your profits by constructing your safety ring, which adds to the platform's security infrastructure.

Pi Network Rating

The project has recently launched a closed mainnet, meaning only people within the Pi ecosystem can currently use Pi for trading, buying, and selling for now. In order to buy or trade Pi coins, one needs to pass the KYC verification first, the selection for which is random. The https://www.coinmama.com/crypto-calculator team is planning to have a mass KYC verification soon and expects its users to be done with it by the end of March 2022. It is worth noting that the Pi Network application has received a lot of analysis and criticism from IT professionals.

The app started running ads in May 2020 to provide a source of financing for the project. It's even impossible to carry out a full-fledged fundamental analysis. In Pi's case, there's no way we can predict how many users will hold the coins when the Pi network goes live. Looking back on the past year, Pi Network has achieved other significant milestones. The network also released key apps http://gregoryrwdv355.bearsfanteamshop.com/how-to-use-the-currency-calculator and features for its blockchain and ecosystem. To participate in the Pi Testnet, users can download the Pi desktop software Pi Node from their website node.minepi.comand participate through an existing Pi mobile app account.

<img src="data:image/jpeg;base64,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"