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Construction of zLP & $ZERO Power

ZeroLend's zLP power, closely mirroring Radiant Capital's model, is a pivotal metric in determining a user's influence within the protocol and their corresponding emissions rewards. Here's a streamlined explanation of how it works:

zLP Power Calculation (P_zLP)

  • zLP Power (P_zLP): This metric reflects a user's share of the total zLP pool, adjusted by a locking multiplier to reward longer commitments.

PzLP=zLPtp×LzLP=zLPTotal zLP×LzLPP_{zLP} = zLP_{tp} \times L_{zLP} = \frac{zLP}{\textrm{Total zLP}} \times L_{zLP}

  • PzLP P_{zLP} is the user's total percentage of zLP relative to the entire pool.

  • LzLPL_{zLP} is the locking multiplier, enhancing power with longer lock periods.

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The longer the user locks zLP, the greater the power they have and, ultimately, the greater the emissions the user receives.

Single-Staked $ZERO Power (P_Z)

  • $ZERO Power (P_Z): Similar to zLP power, this calculates a user's stake in the total $ZERO pool, also influenced by the duration of the stake.

PZ=$ZEROtp×LZ=$ZEROTotal ZERO×LZP_{Z} = \$\textrm{ZERO}_{tp} \times L_{Z} = \frac{\$\textrm{ZERO}}{\textrm{Total ZERO}} \times L_{Z}

The following are the weighting coefficients:

Time Lock

L_d-Value

L_z - Value

1-Months

2

0.5

3-Months

6

1.5

6-Months

12

3

12-Months

24

6

24-months

n/a

12

48-months

n/a

24

Combining Powers for Total Protocol Power

By integrating both zLP and $ZERO powers, the total Protocol Power is derived, factoring in both contributions and their respective locking multipliers.

P=PzLP+PZ=zLPtp×LzLP+$ZEROtp×LZ=zLPTotal zLP×LzLP+$ZEROTotal ZERO×LZ P = P_{zLP} + P_{Z} = zLP_{tp} \times L_{zLP} + \$\textrm{ZERO}_{tp} \times L_{Z} \\ \hspace{2em}\\= \frac{zLP}{\textrm{Total zLP}} \times L_{zLP} + \frac{\$\textrm{ZERO}}{\textrm{Total ZERO}} \times L_{Z}\hspace{0.8em}

Final Equation for Protocol Power

Protocol Power=(P)×f(Tp)=(zLPTotal zLP×LzLP+$ZEROTotal ZERO×LZ)×f(4×$ZERO2×2Deposits+1×$ZERO1Deposits)\textrm{Protocol Power} = (P) \times f(T_p) \\ = (\frac{zLP}{\textrm{Total zLP}} \times L_{zLP} + \frac{\$\textrm{ZERO}}{\textrm{Total ZERO}} \times L_{Z}) \times f(4 \times \frac{\$\textrm{ZERO}_2 \times 2}{Deposits} + 1 \times \frac{\$\textrm{ZERO}_1}{Deposits})

This formula underscores the significance of both liquidity provision and single asset staking in enhancing a user's impact on the protocol's governance and reward distribution, thereby incentivizing long-term participation and investment.

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