Some protocols usually provide returns in the form of other tokens, where users need to manually claim, sell the tokens and compound them to their initial deposit. The APY shown will then be the yield that depositors can expect to receive if they manually compound on a daily or weekly basis. APY, short for annual percentage yield, measures the rate of return when users deposit their funds into different lending and yield farming protocols. APY includes the effects of compounding interest, which can transform low daily or hourly returns into massive amounts over time. Since APY reflects the return on investment over a year, http://waylonyujm214.raidersfanteamshop.com/9-best-crypto-staking-platforms-in-2022 you should only expect to receive the advertised rates if your funds are deposited over that time horizon. Returns may also vary at any moment due to a multitude of factors such as token price and additional token incentives.
BrokerCheck
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"