Pi Network Review

It is a veritable exertion by a group of Stanford graduates to give regular individuals more prominent admittance to digital money. Pi’s center group is driven by two Stanford PhDs and one Stanford MBA, every one of whom is aided by Stanford’s blockchain local area. In any case, we accomplish guarantee to work our hardest to make our common dreams a reality, while keeping up the best expectations of honesty. You can get familiar with us on the “Center Team” page in the primary menu of the application.

  • However, unlike the MLM scheme, the Pi network users can only earn coins from the direct networks of their connections.
  • Basically, decentralization means there is no central point within the network that acts as as a gateway to determine which transactions are processed before they are pushed through.
  • FXCM Markets Limited ("FXCM Markets") is incorporated in Bermuda as an operating subsidiary within the FXCM group of companies (collectively, the "FXCM Group" or "FXCM").
  • The heavy lifting of running the consensus algorithm based on this trust graph aggregated from mobile miners is still done by computer nodes.

"Everyday Go" is the fast way to learn tools, techniques and patterns from real tools used in production based upon my experience of building and running OpenFaaS at scale. If an application already runs in a container, then it shouldn't take too much work to port it over to K3s. One of the tricky parts is in the ecosystem, and making sure that everything that needs to https://lukasinnx728.shutterfly.com/84 run is available for an Arm CPU.

This is possible because private keys and public keys are linked with a mathematical relationship. Fred uses his Private Key that only he knows, plus the hash value of the digital message which is calculated by the computer to create the Digital Signature. Blockchain Technology distributes the record of transactions to the entire network. An overview showing the statistics of https://cryptoplora.com/ Coin, such as the base and quote currency, the rank, and trading volume.

PI Digital Currency

So just like Bitcoin had no value in the beginning, the Pi crypto has none right now too, but it could have significant value in near future. While the Pi Network is still in its early days, it’s undeniable that it’s growing at a good speed, and it’s a project to keep an eye out for. After all, with virtually zero flashy promotions, the Pi Network managed to develop a community of about 3.5 million users within a year of its launch – which is a very impressive feat indeed. And since the Pi Network app is free and quite easy to use, all things considered, it really doesn’t cost you anything to hop on the train and mine the Pi crypto. When Bitcoin was first launched, its code was publicly available showcasing how exactly the blockchain is doing the work.

If you are into the technical side of digital currency, here is how the token supply is set up for Pi. Remember you need to use a referral code to get access at this point. By the time you or I could get on board, the value increases tremendously and to a point where to get cryptocurrency, we had to exchange our money.

Of course, if a celebrity or a huge corporation notices Pi, its price may skyrocket, maybe exceeding $1. At the current projected circulating supply of 40M, its market cap would be nearly equal to that of XRP. The broader crypto frenzy can also boost the Pi cryptocurrency. For example, https://www.coinmama.com/crypto-calculator if the buzz arises in the early spring of 2023, its team can market successfully on Pi Day. The crypto business may recover from the present bear market in 2023. The Pi currency is expected to follow any market booms; therefore, its price may rise to new all-time highs in 2023.

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After all, we expect that this project is going to garner more attention as years go by, so it is only natural that its price will rise. If all goes according to plan, then the cryptocurrency will likely remain roughly at the same price level for a while, just as many altcoins do. Under this scenario, Pi will only rise when the market is booming or when it gets pumped by the community or the devs. Our price prediction for 2024 is that the Pi crypto will continue to rise.

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"