What Is Crypto Staking, and How It Differs from Mining

In September, the SEC threatened to sue Coinbase in court over their lending service, Coinbase Lend. Coinbase pulled Lend from the platform but still insists they don't know what they would've been sued for. If you want to mine crypto, you can easily start doing so in just 60 seconds. But of course using just your home computer is not overly effective, so don't expect a huge payout. The following statement might blow your mind, but you can't stake Bitcoin.

If not, then it makes more sense to lend or stake a crypto whose value you believe will increase in the long run. The final differentiating factor between staking and lending is how U.S. regulators perceive them. The Securities and Exchange Commission doesn't seem to view staking as a big threat . Now, not all cryptos can be staked, but more on that in a bit. And for the longest time, crypto fans had to grimace and fold their arms. Holding doesn't produce dividends, and mining has a high bar for entry.

  • While it’s possible to “unstake” your crypto earnings, doing so can take at least seven days for certain platforms.
  • Now the market suddenly starts dumping, and you want to sell your coins to book your profits.
  • As we mentioned earlier, every blockchain has a slightly different way of doing staking, so triple check the documentation before you dive in.
  • For example, you do not need to buy hardware devices or consume enormous amounts of electricity to stake cryptocurrencies online.

Other options include Shiba Inu and Solana, which offer APYs of 8.78% and 10.12% , respectively. Binance often pays higher yields for shorter lock-up periods. Additionally, DeFi Swap charges a 10% transaction fee every time someone sells their DEFC on the site. Investing in DeFi Coin is meant to encourage a long-term mindset. With a free account, you can buy QUAD on the Quadency Platform and your tokens will automatically begin earning a 64% APY (APR/APY may vary in the future).

It’s worth noting that any coins you delegate to a staking pool are still in your possession. You can always withdraw your staked assets, https://cryptoplora.com/ but there’s usually a waiting time specific to each blockchain to do so. The proof-of-stake model has been beneficial for both cryptocurrencies and crypto investors.

Best Crypto Staking Platform

The staking and unstaking facilities come with no time commitments attached. The best platform to stake $PMON is Polychain Monsters staking dashboard. Besides offering a nearly 30% staking yield, Curve is one of the most well-known DEX exchanges that skilfully manages the AMM model to manage liquidity. It was also quick to complement its services with a DAO and an in-house token named Curve. CRV is an efficient and multi-utility token with a decisive role in the protocol’s governance and incentivizing users for their liquidity commitment and ownership tenure.

Without a definitive ruling on the case, it could remain largely unsettled how tokens created through staking activities are taxed. A lawsuit over the taxation of cryptocurrency staking rewards is still alive in spite of an uncashed IRS refund check sitting a drawer, according to the plaintiffs’ recent court filing. Before a user can begin staking, they must first be assigned a task. This system, known as Proof of Stake , offers users a high probability of receiving tasks to earn rewards based on how much crypto is staked in their wallet. Unless you’re considering becoming a validator, finding a decent option for staking might be challenging.

So this process and concept are both novel in the field and no one really knows how it is going to fare. Polkadot and The graph are other renowned blockchains using the proof of stake model. Now the proof of stake model is when only one miner is chosen at a time to verify a transaction. This happens because unlike the proof of work model, here the miner has to stake an amount of crypto as collateral. If the miner successfully solves the problem their collateral is safe and they shall receive additional rewards as well. But if they fail to Crack the code then as a sort of penalty they lose their collateral too.

Alternative Ways To Earn Staking Rewards

Stake rewards are automatically re-delegated as active stake. Tokens can also be transferred into a pre-existing stake account at any time, by using your wallet’s Transfer or Send feature and providing the address of your stake account. Unfortunately, token holders cannot directly get involved with staking on these projects through stakefish. However, be on the lookout, https://cryptoplora.com/ as some of these projects will support staking in the near future. With the economy firmly entrenched in a bear market, at least for the time being, many people are re-evaluating their assets and investments to make the right financial moves. Although the cryptocurrency market is evolving, it still remains something of the Wild West of the investing world.

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"