Absent a definitive ruling, taxpayers may need to wait for further guidance on the proper timing and inclusion of reward tokens in taxable income. Citing well-established principles of income realization, the plaintiffs argued there should be no income event for tax purposes when tokens are first created through staking. Finding the right ways that crypto staking can benefit you will largely depend on the crypto you stake and the exchange that you stake with. Although it’s not right for everyone, many have found financial success using this strategy. It’s no secret that the energy consumption to mine specific tokens has been seen as problematic. In 2012, crypto staking was introduced as a way to counter not only this issue but also the unfairness that came with mining.
The promise of a higher income has caused staking pools to become a popular option for cryptocurrency staking. The proof of stake model which supports staking is better than its proof of work model because it consumes less energy and handles a higher number of transactions. To earn crypto staking rewards on your staking, the more you stake, the higher your chances of being chosen for a reward. Staking on AscendEX Earn provides users with a passive income stream by generating yield on their idle assets. By locking up tokens in an AscendEX staking project, users are helping maintain blockchain network operations.
- Fundamentally, staking cryptocurrencies is just a process that involves a commitment of crypto assets for supporting a blockchain network alongside confirming transactions.
- It is one of the most secure platforms in the crypto space, with security audits, formal verification, and market risk assessment done frequently by credible industry bodies.
- For example, despite receiving a less favorable interest rate, you can always withdraw your staked coins.
- For those who choose to stake on their own, the cost of setting up and running a staking node is far less than what you would need to spend on a Bitcoin mining rig.
- Similar to stocks and other high-yield commodities, cryptocurrencies can be used to generate passive income.
- It's important to note that Bitstamp's account verification process is very strict.
There is no official information available yet, but per the data of AltcoinTrading.NET the new affordable model Ledger Nano S Plus is the most popular choice these days. It is cheaper than Nano X but holds 100 coins easily thanks to its bigger memory. To add each block to the chain, miners must compete to solve a difficult puzzle using their computers processing power. A fullnode can become a masternode if it invests a large number of coins.
Passive income is earnings from investments that you’re not directly involved in. Similar to stocks and other high-yield commodities, cryptocurrencies can be used to generate passive income. One of the fastest ways of earning passive income with your crypto funds is by staking them. This section will explore the best cryptocurrencies for staking to generate passive revenue. DeFi staking is a form of staking targeted towards DeFi protocols. https://cryptoplora.com/ This allows crypto users to invest in DeFi-facing services and earn rewards easily.
Start staking and earning
Terra facilitates the creation of a stablecoin backed by cryptocurrency, referred to as TerraUSD . To invest in this highly recommended coin, you can exchange a single UST for one dollar’s equivalent of LUNA. If you want to use some of the top staking coins, it’s important to understand that these coins will remain locked for a short period of time. This means that nothing else can be done with these assets in the interim. Locked Staking is the process of holding funds in a cryptocurrency wallet to support the operations of a blockchain network.
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"