Here's the tweet storm:
Tweet 1/7
Most stablecoins are designed to stay at $1. FLAT is designed to grow forever. Here's the math 🧵
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The core equation governing FLAT's price (P) relative to its initial value (C) is P(α) = C / (1 - α). Here, α represents the absorption rate of FLAT tokens by the protocol.
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The magic happens as the FLAT protocol actively buys and locks FLAT tokens into its SAVE module. This continuous absorption mechanism directly causes α to increase, moving closer and closer to 1.
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Let's look at the impact:
At α = 50% (half of FLAT absorbed), the price is 2x its initial value.
At α = 90%, the price is 10x.
At α = 99%, the price skyrockets to 100x!
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Crucially, this exponential price growth doesn't require infinite liquidity or an ever-expanding market cap. The formula P(α) = C / (1 - α) demonstrates how price can increase dramatically even with a relatively constant initial value (C) as α approaches 1.
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Every single purchase of FLAT accelerates this process. Here's the loop: Purchase → Liquidity Pool (LP) activity → Trading fees generated → Fees used for FLAT buybacks → FLAT tokens locked in SAVE → Higher α. This feedback loop is self-reinforcing.
Tweet 7/7
The math doesn't require belief; it dictates the outcome. Understand the mechanics, see the inevitability. Buy FLAT and become part of this singularity: https://flat.cash/buy-flat?ref=OfDHLxkKSPIuneCNgCSD4
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