Mint Discount

Discount Rate (%) = 10 × ( log(p) / 2 + 1 / (L_total + 1) + S_total / (S_total + 1) + G / (G + 1) ) × k

Symbol Explanation:

  1. p: The current price of the token $ABI, which affects the discount through the logarithm function; the higher the price, the larger the discount.

  2. L_total: The current circulating supply of token A; the smaller the supply, the larger the discount, controlled by 1 / (L_total + 1).

  3. S_total: The staking amount of token A; the higher the staking amount, the larger the discount.

  4. G: The daily price gain of token $ABI; the larger the gain, the larger the discount, controlled by G / (G + 1).

Example Calculation: Assuming:

  • k = 0.1

  • p = 1.5 (Current price of token $ABI)

  • L_total = 100,000 (Circulating supply of $ABI in the secondary market)

  • S_total = 5,000 (Staking amount of $ABI)

  • G = 0.05 ($ABI's daily gain)

Discount Rate (%) = 10 × ( log(1.5) / 2 + 1 / (100,000 + 1) + 5,000 / (5,000 + 1) + 0.05 / (0.05 + 1) ) × 0.1

The discount rate is 1.1354%, which is approximately a 1% discount (close to a 99% of the original price).

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