The latter can’t be monetized as much as fresh info on active users. It also helps create a sense of hype, which is also, a red flag. They claim to have a team of Stanford Ph.D. graduates with extensive valuable knowledge behind the project. They also boast about their app which can be downloaded on both GooglePlay and AppStore, https://cryptoplora.com/ with 10+million users to date. Pi is a new cryptocurrency for and by everyday people that you can “mine” from your phone. You can use a network mapper for scanning the devices with a specific subnet.
You don't need to keep the app open, just click the button once every 24 hours, and the app will mine the IP cryptocurrency on its own, without your help. Mining does not drain the battery faster, and in no way affects the performance of your smartphone. If you do not want to download the APK file, you can install Pi Network PC by connecting your Google account with the emulator and downloading the app from the play store directly. Android Emulator is a software application that enables you to run Android apps and games on a PC by emulating Android OS. There are many free Android emulators available on the internet. However, emulators consume many system resources to emulate an OS and run apps on it. So it is advised that you check the minimum and required system requirements of an Android emulator before you download and install it on your PC.
According to the Pi whitepaper, one of the reasons for creating the cryptocurrency is to balance scarcity and access to money. Thus, allowing individuals to get rewarded by mining on their phones, which is a significant way to achieve this. If you're curious to https://cryptoticker.io/en/pi-network-full-review/ know how to purchase Pi Coin for your assets, you're out of luck. Customers who have generated the Pi cryptocurrency will only be allowed to transfer or trade their coins after the third stage of development when Pi transitions to a truly blockchain network.
The integration of the SCP and FBA solves the issue of centralization faced by the Byzantine Fault Tolerance algorithm. Validators can only accept incoming transactions after a particular proportion of the nodes in the quorum decides to accept the specified transactions. In this case, I’m referring to protocols like DHCP, DNS, NTP, TACACS, RADIUS, TFTP, FTP, etc, etc. When engineers don’t just skip them completely, often they will take advantage of the minimal capabilities available on network devices themselves within the lab.
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"). FXCM Markets is not required to hold any financial services license or authorization in Bermuda to offer its products and services. Although similar in objective, trading and investing are unique disciplines. Duration, frequency and mechanics are key differences separating the approaches. Determining the best forex platform is largely subjective.
Technology Stocks
Some of the key differences between Pi Network and other blockchains are the fact that rewards are paid out daily. They are not paid out per block, and they are also spread across the entire network so as long as you interact with the network, you will receive a payout at the end of the day. Kubernetes is one of those techs where there is a lot that is implementation specific, particularly in the network stack. So unless your organization builds it’s K8s clusters out of Raspberry Pis, you’ll probably need to explore some of the topics outside of Raspberryland. If you’re trying to explore and really dive into Kubernetes, there are few cheaper hardware based ways to get started.
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"