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Robert Anthony
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FDV (Fully Diluted Valuation) is the total market value of a cryptocurrency if every single token that will ever exist is in circulation.
Simple Formula
\[ \text{FDV} = \text{Current Token Price} \times \text{Total Maximum Supply} \]
Example
Token price = $0.20
Total supply = 1,000,000,000 (1 billion)
FDV = $0.20 × 1,000,000,000 = $200 million
Key Points
Market Cap uses only the circulating supply (tokens already unlocked and trading).
FDV uses the total/maximum supply (including locked, vested, future emissions, etc.).
Market Cap = Price × Circulating Supply
FDV = Price × Total Supply
Why FDV matters
Shows the potential valuation if the project fully unlocks all tokens.
Helps compare projects fairly (especially early-stage ones with low circulating supply).
High FDV + low circulating supply can mean big future sell pressure when tokens unlock.
TermMax ($TMX) context
Total supply = 1,000,000,000 TMX (fixed)
If pre-market price implies ~$0.17, then FDV ≈ $170 million
Would you like a quick comparison of Market Cap vs FDV or how unlocks affect it?
@TermMax #TermMax
#BinanceSquareTalks #BinanceSquareFamily
Simple Formula
\[ \text{FDV} = \text{Current Token Price} \times \text{Total Maximum Supply} \]
Example
Token price = $0.20
Total supply = 1,000,000,000 (1 billion)
FDV = $0.20 × 1,000,000,000 = $200 million
Key Points
Market Cap uses only the circulating supply (tokens already unlocked and trading).
FDV uses the total/maximum supply (including locked, vested, future emissions, etc.).
Market Cap = Price × Circulating Supply
FDV = Price × Total Supply
Why FDV matters
Shows the potential valuation if the project fully unlocks all tokens.
Helps compare projects fairly (especially early-stage ones with low circulating supply).
High FDV + low circulating supply can mean big future sell pressure when tokens unlock.
TermMax ($TMX) context
Total supply = 1,000,000,000 TMX (fixed)
If pre-market price implies ~$0.17, then FDV ≈ $170 million
Would you like a quick comparison of Market Cap vs FDV or how unlocks affect it?
@TermMax #TermMax
#BinanceSquareTalks #BinanceSquareFamily
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