Staking

What is STABLZ Staking? STABLZ staking is the act of locking up one's STABLZ tokens in order to generate an incentivized interest rate, paid in STABLZ. The principal is locked up but the rewards may be claimed and withdrawn at any time during or after the lockup. STABLZ staking has a period of 1 month, 3 months, 6 months, or 1 year. The interest rates for STABLZ staking are fixed and pay out higher for longer lockup periods. 1 month = 8% APR 3 months = 12% APR 6 months = 20% APR 12 months = 36.5% APR Example: One may lock up 100 STABLZ for 1 month at an 8% APR incentive, which means upon deposit they receive 100 OS receipt tokens (which must be used to redeem the original stake). Then, they receive a total of 0.66666666 STABLZ over the course of 1 month. This is calculated by taking the initial principal deposit of 100 STABLZ multiplied by the annual percentage rate of 8% (0.08), divided by 12 months then multiplied by the period staked (in this case 1 month). The equation above is as follows: 100 x 0.08 ÷ 12 x 1 = 0.66666666

What is OS staking? OS staking is the act of locking up one's OS tokens in order to generate an incentivized interest rate, paid in USDT. USDT rewards are distributed daily to stakers. the APR of rewards will vary, as it is based on the price of the staked STABLZ (cost to receive OS tokens), amount of staked OS (participants sharing in the rewards for that day), and amount of USDT distributed for the day. The staking dashboard will display vAPR reflecting the previous day's distributions.

Example: 100 OS is locked in a pool of 100,000 OS locked for the day's distributions. This user owns 0.1% of the day's distributions. For this day $1,000 was earned by the protocol to be distributed to OS stakers. Therefore, 100 OS earns $1 for the day, or $365 annualized. The APR is calculated by taking the annualized figure per OS ($3.65 in this example) and dividing by the price per STABLZ, which is the only way to receive OS. For this example, the STABLZ price is set to be $0.20. The equation above is as follows: (365 ÷ 100) ÷ 0.20 = 18.25 (1,825% APR) Consequently if the price was higher, the APR is affected accordingly: (365 ÷ 100) ÷ 0.45 = 8.11 (811% APR)