LP, Simple Staking & Governance

LP, Simple Staking & Governance rewards will be distributed based on the following formula:

$$R_{D\%} = \frac{C_{x}}{\sum_{1}^{n} C_{1} \ldots C_{n}}$$

Where:

• $R_{D\%}$ is the % allocation of the daily reward for user X.

• ${C_{x}}$ is the contribution of user X for the particular full day.

• ${\sum_{1}^{n} C_{1} \ldots C_{n}}$is the sum of the contributions for all of the users in the system for this particular full day.

A user contribution is defined as follows (based on the items above):

• Number of LP tokens staked weighted by duration M.

• Number of tokens staked in single sided staking weighted by duration M.

• Number of tokens staked in the governance module weighted by duration M.

For items with a multiplier ($M$), we can further define the contribution $C_{x}$ as a function of the multiplier and the tokens staked ($T$) as follows:

$$C_{x} = T \times M$$

Then finally, we can define $M$ as a function of the duration for which the tokens as staked (in weeks), as follows:

$$M=1+0.4 \times D^{0.25}$$

Where ($D$) is the duration of the stake in weeks, this gives the following multiplier curve based on duration:

Rewards: Multiplier Curve