Library · Traffic · How to run this
Unused daily cap is leftover demand
Daily offer caps reset. Unused fills are leftover demand unless the network rolls them. Leftover $ = (cap − filled) × payout. Type daily cap, filled, and payout $.
Pair: Offer cap leftover on Traffic. Mid-day pace: geo-cap exhaustion. Cap vs CRM: affiliate cap vs CRM.
What you type
Daily cap — written units / conversions for the offer today.
Filled — credited fills against that cap in the same day.
Payout $ — payout per fill (network / offer sheet).
Leftover units = cap − filled. Leftover $ = leftover × payout. Raise the cap, push sources, or accept the roll — do not invent a fill curve.
What not to do
Do not invent a fill rate. Do not mix multi-day fills into one daily cap. Do not treat CRM still-selling as proof the offer cap has room. Do not ignore payout when comparing two offers’ leftover.
Related: Traffic, geo-cap exhaustion, affiliate cap vs CRM, click-ID coverage.
Procedure
- Type the written daily offer cap and fills.
- Type payout $ per fill.
- Raise the cap or push sources before inventing a fill curve.
Failure modes
- Inventing a fill rate.
- Mixing multi-day fills into one daily cap.
- Ignoring payout when comparing leftover across offers.
Worked example
None on this page yet. When one lands it will be a real case: what broke, the number, and what changed. Not a composite.
Glossary
- Offer cap leftover $
- (Daily cap − filled) × payout. Unused fills are lost demand unless the network rolls the cap.
Work with us — We run this job on your accounts. Services
FAQ
- Is this geo-cap exhaustion?
- Related clock. [Geo-cap exhaustion](/manuals/maxweb-geo-cap-exhaustion) is mid-day pace vs hours left. This page prices unused daily offer cap as leftover demand $.
- Is this affiliate cap vs CRM?
- Related. [Affiliate cap vs CRM](/manuals/affiliate-cap-vs-crm) is cap filled while CRM still sells. This page is leftover when the day ends under cap.
- What fill rate should I invent?
- None. Type filled and payout from the network export. Leftover $ is (cap − filled) × payout.