Reading the emission schedule

The one part of tokenomics that carries dates — and what can be computed ahead of a cliff.

This lesson has had no expert review. It was written for this platform and against the evidence it cites; nobody has gone through it independently.

Learning objectives

  • You can distinguish a cliff, linear release and ongoing emission.
  • You can express a release event in days of volume and in dilution.

Check your prior knowledge

Answer these for yourself before reading on. Wherever you hesitate is where this lesson pays off.

Core concept

Fact

Three forms, three time profiles

A cliff releases a large quantity at once on a set date. A linear release spreads the same quantity over months in small steps. An ongoing emission distributes continuously to users and hangs on a program that can be changed. The same total quantity affects a market entirely differently in these three forms — and only the first two carry fixed dates.

Interpretation

The calendar is the defensible part

Almost everything in tokenomics is a statement of intent: value capture can be changed, incentives can end, governance can adjust parameters. The release calendar is different — it sits in the contract and can be read off. That makes it the part a position decision can actually rest on, and the first thing to check against an intended holding period.

Assumption

Release is not selling

An unlock makes tokens tradable; whether they are traded is a behavioral assumption. Recipients can hold, stake or post them as collateral. What holds is therefore only: “from this date up to X tokens can additionally be offered, equal to N days of trading volume”. Anyone who derives a price decline from that has stopped marking the assumption as one.

Definitions

Cliff
A date on which a previously locked quantity becomes available at once.
Linear release
A release spread evenly over a period.
Emission program
An ongoing distribution to users, set by governance.

Model

  1. Pull the release dates inside the holding period

  2. Compute dilution per event

  3. Express each event in days of trading volume

  4. Name the behavioral assumption explicitly

From calendar to statement — Steps 1 to 3 can be read off; step 4 cannot, and must therefore be marked.

Formulas

Dilution from one event

Dilution = released quantity / circulating supply before the event
released quantity
tokens becoming available on that date

Limit: Measures the change in quantity, not the price effect. Whether the price moves depends on how much of it is actually offered — an assumption, not a derivation.

Worked example

A cliff inside the holding period

Intended holding period
9 months
Next cliff
in 5 months, 22m tokens
Circulating today
140m tokens
Price / daily volume
USD 0.45 / USD 4.1m

Dilution = 22 / 140 ≈ 15.7 %. Value of the release = 22m × 0.45 = USD 9.9m, which is 9.9 / 4.1 ≈ 2.4 days of trading volume.

A dateable event inside the holding period: 15.7 % more supply, about 2.4 days of volume.

Reading: Both figures are observations. The event becomes actionable only through an explicitly named assumption about what share is offered — and that assumption belongs in the report, not in someone's head.

Interactive model

The worked example, with movable figures. Estimate first what happens — then check.

Unlock in days of trading volume

The amount says how much supply changes — the volume, whether the market can absorb it.

Estimate first, then check

Before you move the slider: the example's cliff equals about 2.4 days of volume. At what unlock size does that become 5 days — and by what percentage does circulating supply then grow?

The starting values are the worked example's own figures — change one input at a time.

Dilution from the event: 15.7%. Days of trading volume: 2.4.

What the model does not show: Price and daily volume are snapshots here. Both can change before the cliff, and volume on the release day itself is not the average volume before it.

Retrieval

Why is the release calendar the most defensible part of a tokenomics analysis?
A 15.7 % unlock is due. Which statement holds?

Exercise on real data

Read why FDV ignores timing. State in one sentence what the calendar adds that FDV does not contain.

FDV and market cap in the catalog →

Application

A mandate holds for six months. Which two calendar events go into the paper, and how do you word them?

Related case studies

Institutional reading

Asset management
Does a release date fall inside the holding period, and is it monitored?
Bank
Is the assumed sell-through documented anywhere, or merely assumed?

Metrics in this lesson

Key takeaways