π = π — Pi fungibility proof

A native Pi payment carries no observable per-unit mining origin on the Pi Mainnet ledger.

View the Project on GitHub aybvip/pi-fungibility

FAQ — “Same coin = same price?”

The claim

“You say π = π (same coin), but the price on the exchange isn’t the same value. So it’s not the same thing.”

The answer: this conflates three very different things

# Concept Question Property of Always equal?
1 Fungibility Can a unit be exchanged for a unit of the same kind? the asset ✅ Yes for π
2 Market price What does the market pay at a given place/time? the market ❌ No
3 Realizable value What do you actually get after liquidity, fees, and restrictions? execution ❌ No

The common mistake: “same coin” means (1) — not (2) and not (3).


The evidence: the same asset trades at different prices

Pi itself across venues (Sept 2026)

Bitcoin — the “Kimchi Premium”

The US dollar

👉 Same asset = different prices. A price difference is not evidence of a different asset.


Why prices differ for the same π


Important: the “value” of π in your wallet


The only real reason for a difference in “actual value”

If the venue gives you an IOU (an internal balance) instead of native on-chain π:

What you hold Value
native π on-chain (your wallet) the asset’s own value
an IOU on an exchange (its internal balance) the asset’s value − counterparty risk (the venue may fail/restrict)

👉 This is not a difference in the coin — it’s a difference in what you actually hold (IOU vs native). This is the only real distinction, and we flagged it earlier.


A general rule

“One price everywhere” is an illusion — it requires perfect market efficiency (no fees, no restrictions), which doesn’t hold even for Bitcoin or the US dollar. Fungibility = asset identity. Price = market state.


Conclusion


Sources