The Best IDO & IGO Launchpad for Crypto Projects

For PoW, miners must invest in processing equipment and incur heavy energy charges to power the machines attempting to solve the computations. Both consensus mechanisms help blockchains synchronize data, validate information, and process transactions. Each method has proven to be successful at maintaining a blockchain, although there are pros and cons to each.

Read the latest news, events, reviews, videos, technical analysis and guides around crypto. But to understand proof of stake we must understand proof of work and its challenges. The staked amount along with the interest will automatically enter your account after the completion of the redemption date. In Cryptocurrency terms, the process of depositing savings in the bank can be referred to as staking a certain amount. Though the principle of working in both cases is a bit different.

Larger staking pools, meanwhile, will earn more consistent payouts. The platform groups together DeFi liquidity providion and cold staking, calling the first “flexible staking” and the latter “fixed staking”. Out of the two, fixed staking is the actual PoS staking where you provide coins to secure the blockchain. The flexible staking is what is otherwise known as DeFi staking - lending into the market for a yield.

Potential capital gains tax discount

If you have any questions about staking or our validator services, please do not hesitate to reach out to us. We are happy to talk with anyone and help navigate community members through this exciting new ecosystem. Brock Pierce backed the entire loan for the house with bitcoin. Thanks to our in-house Smart Routing system, the Nexo Exchange simultaneously connects to 10+ exchanges to identify the best prices and splits orders depending on the price per volume. The system optimizes swapping between fiat and crypto currencies within a fraction of a second and creates a deal better than any manual execution. The transaction http://waylonyujm214.raidersfanteamshop.com/9-best-crypto-staking-platforms-in-2022 is performed without any additional fees on Nexo’s part.

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