A card shows a fat yearly rate. A wallet stakes and treats that rate as cash earned. The percentage is the first story. The new coins printed to pay it are not.
A high APR can be a fee split. It can also be the same token issued faster than fees arrive. I read a yield page the way a paycheck is read: what was paid, and in which unit, and whether more of that unit was created to fund the line.
- A fat rate is the first reading
- Nominal paid in the same token
- Fees that actually arrive
- Sheet I kept for a farm called ORCHARD
- A rate that is actually a fee
- Subtract dilution before you frame the APR
A fat rate is the first reading
The problem is easy to name. A staking card prints 30 percent or 80 percent. The first reading treats that figure as a return you could spend in another unit. Often the reward is more of the same token. The stock of that token also grew. The percentage on the card did not mention the growth.
Is the first reading always false? No. Some pools pay from swap fees or funding fees in a different unit, and the emission line is zero or tiny. The first reading fails when rewards are minted, when APR compounds the same inflation, or when “real yield” is a slogan over an emission schedule.
My claim is narrow. Nominal APR is a speed of payment. Real yield, as I use the phrase here, is a payment funded by fees other people paid, not by a new mint of the reward token. Mixing them turns a printer into a paycheck.
Opinion, not a law for every farm: the big number on the card is a costume. The fee page and the mint page are the room.
Nominal paid in the same token
If you stake TOKEN and receive TOKEN, the card can look kind. Your bag grew. So did everyone else’s who farmed. Dilution is the extra supply that arrived for other wallets in the same window.
A short model, with a limit. Call R the tokens you were paid in a window. Call M the tokens minted to all farmers in that window. Call S the supply at the start of the window. A crude dilution share is M divided by S. If R grew your bag 20 percent and M grew supply 25 percent, the bag is larger and the slice is not. That is structure. It is not a print. The limit: S must be the same definition twice. Circulating and total do not share a sentence.
Exception: if the reward is a different unit that the protocol actually collected — a fee coin, a stable unit — the dilution line for TOKEN is a separate sheet. Do not paste it onto the fee coin.
Fees that actually arrive
Real yield, in this narrow sense, needs a pipe: users paid, the contract received, holders or stakers can claim that receipt. An emission that only mints TOKEN has no such pipe.
Question I keep on the page: in this window, which address received fees, and which address minted rewards? If the mint address is busy and the fee address is quiet, the card is a printer.
Observation from public explorers: I have opened a reward contract, found mint calls each day, and found a fee collector that sat still. That pairing is a fact on a page. It is not a verdict on every pool.
Condition: some designs mint and also route fees. Write both lines. A mix is a mix. Do not call the mix “only real” because a fee exists.
Sheet I kept for a farm called ORCHARD
I keep a sheet for a made-up farm I call ORCHARD. Card APR: 40 percent in ORCHARD tokens. In one window the farm minted 20 units to stakers. Fees collected in a separate unit: 1. Supply at the start: 200. A wallet that held 2 percent of the staked set received 0.4 new ORCHARD. Dilution on the 200 was 10 percent.
Question in the margin: what was the paycheck? Answer I could defend: more ORCHARD, against a larger pile, plus a thin fee line of 1 that did not go to that wallet. The 40 percent was a speed. It was not the fee line.
Was I looking at a live book? No. ORCHARD is a page. The experience was putting mint, fee, and supply on one row. A reader can repeat that row on any public farm without taking a position.
Exception I left beside the row: if ORCHARD later pays the 1 fee unit to stakers and stops the 20 mint, the row changes. Until that switch exists on chain, the card is still a printer with a small side pipe.
A rate that is actually a fee
The first reading works when the reward unit is a fee the protocol collected, when mint is zero or smaller than that fee line, and when the claim path is a contract you can read. It works for that window.
It fails when a large APR is treated as proof the product earns. It fails when next season’s “we will switch to fees” is counted as this season’s pipe.
I do not treat a fat mint as a command to leave. I treat it as a reason to keep the card and the pipe on two lines.
Subtract dilution before you frame the APR
The solution that holds under the conditions above is a short subtract, not a slogan.
Write down the reward unit. Write down M and S for the same window. Write down fees collected and who may claim them. If a card will not show M, the “real yield” sentence is not ready to stand.
If two dashboards disagree on APR, say so and stop before the paycheck becomes certain.
The spare thought on the desk is small. A rate can be real as a speed of payment. The tap can still be the same token. I subtract dilution first. I do not call the card a fee because the first reading showed only the percentage.
The articles on this site are not investment recommendations or financial advice. They are structural analysis based on on-chain data and project documents.
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