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Realised price: the market's cost

Lesson 4 of 10, intermediate, about 2 minutes.

Market cap values every coin at today's price, including coins that haven't moved in a decade. Realised cap values each coin at the price when it last moved, so it adds up what the market has actually paid.

A worked example

An example chain with four coins (made-up numbers)
CoinsPrice when last movedRealised value
1$20,000$20,000
2$30,000$60,000
1$60,000$60,000
4$140,000

Realised cap is $140,000 and realised price is that divided by the coins: $35,000. If the market price is $50,000, the average coin sits on a paper gain of about 43%.

How to read it

Treat realised price as the market's average cost. When price trades well above it, most holders are in profit and some will sell. When price falls below it, the average holder is under water, which has only happened in deep bear markets, and those stretches have historically been good times to be paying attention rather than selling.

It isn't a perfect cost basis. A coin that moves between someone's own wallets gets a new "cost" with no sale at all, and lost coins hold their old price for ever. Entity-adjusted versions remove some of the first problem, at the cost of depending on clustering.

Try it on live data

Check yourself

Answer all 3 to finish the lesson.

1. How does realised cap value a coin?
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At the price when it last moved. Each coin is valued at its last-move price, so the total reflects what the market has paid.

2. Using the table: 2 more coins last moved at $50,000. What is the new realised price?
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$40,000. Realised cap becomes $240,000 over 6 coins, which is $40,000.

3. Why isn't realised price a perfect cost basis?
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Moving coins between your own wallets resets the "cost". A self-transfer looks like a new purchase at that day's price, which is why entity-adjusted versions exist.