TCAP is an ERC20 token that tokenizes the Total Market Capitalization of all cryptocurrencies in real-time. It’s a synthetic asset that tracks the total market capitalization through an oracle.
Like any other Defi protocol, it has a well thought out tokenomics to make it work. Its whitepaper does a good job of describing the mechanism but doesn’t detail the formulae’s mathematical derivation. In this article, I will try to explain the mathematical thought that went behind its design. But before I dive deep into the maths, I want to explain some key concepts that drive its mechanism.
Tcap protocol mechanism
The flowchart above best describes the workings of the TCAP protocol. Below is a description of the protocol mechanism. I have tried to explain the mechanism by introducing some fundamental concepts of the protocol.
Let's try to understand how the system works with an example.
The ETH Vault has a minimum vault ratio of 150%, a liquidation penalty of 20%, and a burn fee of 1%. Assume that the price of ETH is $2000 USD and the price of TCAP is $130 USD. If we want to mint 20 TCAP then the amount of ETH required would be:
So in order to mint 20 TCAP, you’d first need to deposit 2.025 ETH.
Now let's assume that the price of TCAP increases by 15% and the price of ETH remains the same.
The new vault ratio, in this case, would be:
Since the vault ratio is less than 130 %, the vault is now susceptible to liquidation. The amount of TCAP required to liquidate the vault is:
The liquidation reward will be:
The burn fee will be:
The profit after liquidating the vault will be:
We worked through the theory behind TCAP’s workings and walked through an example for more clarity.
I hope this article helped you understand the tokenomics of TCAP.
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