Treasury Minting and Repurchase Algorithms

Treasury Minting and Repurchase Algorithms

• Minting Algorithm: epochMint=(TWAP−IV)×supply×ICV×Discount\text{epochMint} = (\text{TWAP} - \text{IV}) \times \text{supply} \times \text{ICV} \times \text{Discount}

• Repurchase and Burn Algorithm: epochBurn=(TWAP−IV)×supply×DCV×Discount\text{epochBurn} = (\text{TWAP} - \text{IV}) \times \text{supply} \times \text{DCV} \times \text{Discount}

Where:

• TWAP: Time-Weighted Average Price of the forward options;

• IV: $ABI Support Price;

• Supply: Treasury's risk-free value;

• ICV: Inflation Coefficient Value;

• DCV: Deflation Coefficient Value.

Risk-Free Value Assets These are stable assets used by the treasury to provide a price floor for $ABI. When the price of $ABI falls below 0.1 USDT, the treasury will automatically repurchase and burn $ABI.

Risk-Free Value Asset Calculation Formula

Risk-Free Value Asset=Pˉweek×ΔVweek3×50%\text{Risk-Free Value Asset} = \bar{P}_{\text{week}} \times \sqrt[3]{\Delta V_{\text{week}}} \times 50\%

Where:

• Pˉweek\bar{P}_{\text{week}}: Weekly average trading price;

• ΔVweek\Delta V_{\text{week}}: The difference between weekly buy and sell volumes, with a minimum value of 0.

The treasury guarantee system is undoubtedly the core turbo engine powering the development of the Arbisoo platform. It not only solidifies the market value of the platform token $ABI but also drives the token’s appreciation through continuous capital investments and a revenue repurchase mechanism. It functions like a finely tuned engine, driving the platform's sustained growth and providing users and investors with higher trust and stronger return expectations. This core system ensures that Arbisoo remains at the forefront in a competitive market and lays a solid foundation for its long-term growth.