Attachment Point & Limit
The "xs" notation
Where the reinsurer starts paying, and where it stops.
Open the interactive version → definition, quiz, structure diagram and progress tracking
Definition
- Setting the attachment is a frequency decision (how often do you want to be paid?); setting the limit is a severity decision (how bad can it get?).
- A franchise deductible behaves differently: once breached, the reinsurer pays the loss from the first dollar rather than from the threshold.
- Attachment can be indexed against inflation on long-tail casualty business, so the retention keeps its real value over a decade of development.
The single most useful number to sanity-check any programme against the modelled loss.
Worked example
The structure diagram for this term is in the interactive version.
Scenario · figures in USD
The same three losses under a deductible and a franchise
Compare a conventional $40M xs $10M layer with a hypothetical franchise version, where breaching $10M makes the reinsurer liable from the ground up.| Loss $8M — deductible basis | Recovery nil |
| Loss $8M — franchise basis | Recovery nil (threshold not met) |
| Loss $25M — deductible basis | Recovery $15M |
| Loss $25M — franchise basis | Recovery $25M |
| Loss $62M — deductible basis | Recovery $40M · cedent $22M |
| Exhaustion point | $50M |
Check your understanding
A programme reads "$75M xs $25M". At what gross loss is the cover exhausted?
$100M. Exhaustion = attachment + limit = $25M + $75M = $100M. Anything above that is unreinsured.
Under a franchise deductible of $10M, a $14M loss produces a recovery of:
$14M. Once the franchise is breached the reinsurer pays the loss in full from the first dollar — $14M, not $4M. That is the whole difference from a conventional deductible.
Word problem
Brightwater Insurance holds two layers: $15M xs $10M and $50M xs $25M. Losses of $8M, $22M, $48M and $90M occur in the year. Complete the recovery table and identify the cedent's worst single net loss.
Show a hint
Reveal the worked answer
- $8M → below $10M → cedent $8M, no recovery
- $22M → Layer 1 pays $22M − $10M = $12M; cedent $10M
- $48M → Layer 1 pays full $15M; Layer 2 pays $48M − $25M = $23M; cedent $10M
- $90M → Layer 1 $15M, Layer 2 full $50M; loss above $75M = $15M back to cedent
- Cedent net on the $90M loss = $10M + $15M = $25M