What Is Staking Crypto and How Does It Work?

Are there any risks to staking crypto.’ Staking can provide promising returns on crypto-assets while also providing better control over the security and performance of the protocol. However, it can also present some notable setbacks which you should take into account before staking cryptocurrencies. Here is an outline of the top risks you can find with cryptocurrency staking. Staking crypto risks refers to the use of cryptocurrencies using the Proof-of-Stake model only. Investors could choose the amount of cryptocurrency they want to put at stake by using many renowned cryptocurrency exchanges. You still maintain possession over the coins when you stake them in a protocol.

But there is also another way to generate income through crypto, https://cryptoplora.com/ called staking. Staking is the process of loaning your crypto to a wallet owned by the creators of the coin, which helps the coin validate transactions on blockchain. In return for loaning or staking your coins you receive new additional coins as payment. Think of this transaction as loaning money to a bank in a savings account in which you earn interest. Staking has become a popular tool for new coins to use to help launch their supply and reward investors of the coin.

  • Each blockchain does this slightly differently, but it results in the same outcome.
  • This will give you an understanding of what kind of risk/reward ratio to expect from crypto staking in your blockchain.
  • A new entrant climbed into the top 100 cryptocurrencies by market capitalization on Tuesday, after a 75% overnight surge compounded 700% weekly growth for blockchain enterprise project Orbs.

88 lucky winners will enjoy up to 52% APY on their stake, paid in BTC. After having raised a $10M seed round in November 2021, pSTAKE delivers with a great staking app for $ATOM and $XPRT liquid staking. Mainstream Institutional investors are going to realize the real value of ETH and Ethereum Staking this summer, and it's going to be a blast. Initial yields will be 15% - 20% when the ETH stake rate is less than 1% , and will gradually decrease to 7% as the stake rate approaches 5% . There is a limit to how much total stake can change state in a single epoch across the entire Solana network. No more than 25% of the total active stake on the network can be activated or deactivated in a single epoch.

Staking yield is presented as an annualized figure, though this number varies each epoch as the inflation rate and total active stake continually change. Staking yield and the full inflation design is detailed in our official docs here. When you delegate or un-delegate a stake account, the tokens do not change state immediately. Newly delegated tokens are considered “activating” or “warming up”, and are not eligible to earn rewards until they are fully activated. Newly un-delegated tokens are considered “deactivating” or “cooling down” and are not able to be withdrawn until deactivated. Staking is the process by which a SOL token holder assigns some or all of their tokens to a particular validator or validators, which helps increase those validators’ voting weight.

Start staking and earning

In fact, there are just shy of 100 cryptocurrencies available for staking, but not all are built equally. There are dozens of cryptocurrencies that you can stake, which leaves you spoilt for choice. Here’s a table with the estimated average staking reward for the top cryptos. If your coins are making bad decisions or you’re backing a blacklisted validator, you can be hit with the fallout. Staking rewards are mostly calculated as APR percentages, and this is what people look at when they plan to stake. Other networks require you to open up a dedicated core wallet and stake from there.

Crypto is worth staking, especially if you do not plan to trade your crypto in the nearest future. It is a way of making passive income, subject to the dictates of the market. Limited platforms support it — Beyond the CeFi platforms BlockFi and Celsius and the DeFi platform Compound, there aren't many crypto lending platforms — and thus less competition. Most platforms support staking, albeit with a limited selection of coins. EToro, Coinbase, Binance, Kraken, Gemini and others support staking.

Additionally, Trust Wallet does not require any sort of lock-up period so that you can withdraw your BNB tokens at any time. Therefore, blockchains can automatically move unnecessary data off-chain, which will result in a more efficient network by freeing up unused space. Additionally, The Graph can be staked easily on several leading platforms, with some providers offering double-digit APYs.

Earn up to 19 5% on your staked crypto

FTX usually gives annualized staking returns between 10-20%, but the selection of coins to stake is smaller. In contrast to Bitfinex, on Binance you need to https://cryptoplora.com/ actively manage your holdings to get any staking income. That is certainly a drawback for crypto investors who have better things to spend their time on.

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"