Market cap is the wrong scoreboard. Here's what should replace it.

We build the AVM, so treat this as an interested party’s framework. It works on any bonding-curve token, and you can check the math against any AMM or AVM market yourself.

The first article in this series walked through why pump.fun market caps diverge from realizable value by √P. The second walked through what rise.rich does instead: a structural floor, locked profit, borrow without selling.

Both articles assumed market cap was the right number to argue about.

It isn’t.

Market cap is a single scalar that collapses four distinct properties of a token into one misleading number. It tells you what the thing last traded at, multiplied by the supply of the thing, and treats that product as if it represented value. For a memecoin in 2026, it doesn’t. The reasons it doesn’t are knowable, and they can be measured separately.

This piece is the framework. Four metrics that tell you what market cap is hiding. Pump.fun and rise.rich score very differently across them, which is the point. Right now the industry uses a measurement that flatters every token equally. A measurement that distinguishes between tokens is more useful, especially when the differences are this large.

Why market cap fails

Market cap on a bonding-curve token answers one question: what was the last trade, and how much supply exists.

It does not answer:

• How much of that supply could exit at the displayed price.
• How much of the position is structurally protected from going to zero.
• How brittle the displayed price is to actual selling.
• Who would be left holding bags if the next 1% of supply tried to leave.

These four questions are the actual content of “what is this token worth.” Market cap reports one number that suggests it has answered them. It hasn’t answered any of them.

The fix is to stop pretending one number can do the job. The four questions need four answers.

1. Realizable Liquidity (RL)

The first question is the simplest: how much quote currency could actually exit at the displayed price.

For a constant-product AMM, the answer is bounded. The pool’s quote-currency reserve is √(k·P), where k is the constant-product invariant and P is the current price. That is the side a seller can extract. The other half of the pool’s TVL is held in the base token, which loses value as it gets sold into. As price climbs, this realizable side grows with the square root of price, while market cap grows linearly. The gap between what the screen says and what the pool can clear widens with √P, which is the whole subject of Part 1.

Realizable Liquidity is that quote-side number, stated honestly. For a pump.fun token at any meaningful multiple from launch, RL is a small fraction of MC.

For a rise.rich token, the math is different. There is no external AMM. The protocol mints on every buy and burns on every sell, holding the liquidity backing every token in circulation. The floor portion of the position is fully realizable: any holder can redeem at the floor price against the protocol, with no buyer required and no slippage. The portion above the floor is bounded by the token’s curve parameters, set at launch.

The metric: RL / MC, expressed as a percentage. A pump.fun token at a large multiple from launch clears only a fraction of its market cap. A rise.rich token’s floor portion clears 100% by construction, and the speculative portion above the floor clears at curve-defined rates.

Use this metric to ask: what percentage of this token can leave at the displayed price?

2. Floor-Backed Value (FBV)

The second question is what’s underneath the position.

For pump.fun, the answer is zero. There is no floor. The token can go to zero and routinely does. Most pump.fun winners end up down 90%+ from their high. Some end at zero outright.

For rise.rich, the answer is the floor times the supply. This is the redemption guarantee: any holder can exit at the floor at any time, against the protocol, with no buyer required. The floor only moves up, and every floor raise is permanent.

FBV / MC tells you the percentage of the market cap that is structurally backed. For a pump.fun token, that ratio is zero. Always. By design. For a rise.rich token, the ratio is whatever the floor has captured: 0% at launch, ratcheting upward as the curve fills.

Use this metric to ask: how much of this position cannot go to zero?

3. Fragility Index (FI)

The third question is how brittle the displayed price is.

Fragility measures slippage: how far the price moves against you when you try to exit a meaningful percentage of supply. For a thin AMM pool, fragility is high, and selling 1% of supply moves the price by significantly more than 1%. For a deep order book, fragility is low.

For a pump.fun token, fragility climbs with √P. The thinner the pool gets relative to the displayed price, the more brutally the chart breaks when anyone meaningful tries to leave. This is why most pump.fun tokens look like a vertical pump followed by a sustained bleed: the early holders are exiting through a pool that gets less able to absorb them with every sale.

For a rise.rich token, fragility is bifurcated. At the floor, fragility is zero. The protocol settles at floor regardless of how much supply is redeemed simultaneously, because the protocol verified the reserves can back every token before raising the floor to that level. The floor withstands the entire supply being sold into it. Above the floor, fragility is curve-defined, set by the token’s bonding curve parameters at launch rather than by external AMM math. Each token’s pool is isolated.

The metric: price impact at 1% of supply moved. Healthy markets are insensitive to that volume. Pump.fun tokens are hyper-sensitive. Rise.rich tokens are insensitive at the floor and curve-rate-sensitive above it.

Use this metric to ask: what happens to the price when someone actually leaves?

4. Concentration (C)

The fourth question is who would be left holding the bag.

Concentration measures what percentage of supply is held by the top 1% of wallets, weighted by cost basis. The cost-basis weighting matters: a wallet that holds 10% of supply but bought near current price has a different exit incentive than a wallet that holds 10% of supply at near-zero cost basis. The first one might hold. The second one is going to leave the first chance the chart gives them.

For a pump.fun token, concentration is typically high. Deployer bundles, sniper bots, and early MEV captures concentrate supply at near-zero cost basis in a small number of wallets at launch. By the time retail sees the token on a feed, those wallets are already deciding when to exit.

For a rise.rich token, concentration is structurally bounded. There are no insider allocations. Every token in supply was minted by a deposit at curve price. There is no cost basis below the curve. The cheapest holders bought at the lowest curve price, which on a rising curve becomes the smallest portion of the float.

The metric: percentage of supply held by top 1% of wallets, cost-basis-weighted. High concentration plus high fragility is the kill combination: when the cheap holders leave, the price collapses, and the structure offers no cushion. Low concentration plus low fragility is a healthy market.

Use this metric to ask: who would have to sell first for this to crater?

The four-metric scoreboard

Take any bonding-curve token. Score it on all four. The scoreboard tells you what market cap was hiding.

A pump.fun token at a 100x typically scores: a low RL / MC ratio, FBV / MC of 0%, high fragility, high concentration. The market cap number is dressed up. The four metrics underneath are not.

A rise.rich token at the same nominal market cap scores differently: RL / MC depends on where the floor sits in the position, high if the floor has ratcheted and curve-rate above it, FBV / MC is whatever the floor has captured, fragility is zero at the floor and curve-defined above, concentration is structurally bounded by the no-insider-allocations design.

Same nominal market cap. Different positions on every other axis. The scoreboard makes this difference visible. The single number doesn’t.

What this asks the industry to do

Stop quoting market cap as if it answered the question.

The industry has been doing this for a decade and it has produced exactly the outcome you would expect: a category in which “this token has a $100M market cap” can mean anything from “$80M of value sitting in a vault, redeemable any time” to “$1M of pool depth with $99M of paper extrapolation.” Same headline number. Different realities. Users cannot tell the difference from the screen.

The fix is to stop using market cap as the headline. Lead with realizable liquidity. Lead with floor-backed value. Lead with fragility under stress. Lead with concentration risk.

Market cap can stay as a footnote. It is the product of the last trade and the supply, and that product can still be useful in some contexts. It does not measure value, and it should stop being treated as though it does.

The four-metric scoreboard is more work than the one-number scoreboard. That is a feature. The work is the difference between knowing what you are holding and not knowing.

A measurement that hides the four questions is not honest. A measurement that answers them is. The choice is editorial, not technical. Anyone publishing market cap as the headline number is making an editorial choice to flatter the token at the user’s expense. Anyone publishing the four can be trusted on the harder questions.

This is the third article in this series. The next memecoin you look at, run it through the four. See what shows up. Then ask why the displayed market cap didn’t tell you any of it.

rise.rich is an independent project built on the AVM.